diff --git a/src/notebooks/web-text-repel-with-matplotlib.ipynb b/src/notebooks/web-text-repel-with-matplotlib.ipynb index c27802aade..05c1119875 100644 --- a/src/notebooks/web-text-repel-with-matplotlib.ipynb +++ b/src/notebooks/web-text-repel-with-matplotlib.ipynb @@ -1,11 +1,12 @@ { "cells": [ { + "cell_type": "markdown", + "id": "3d543bb6", + "metadata": {}, "source": [ "## About" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "markdown", @@ -24,27 +25,29 @@ "source": [ "## Load libraries\n", "\n", - "Today, we are using matplotlib for the visualization, and the library [`adjustText`](https://github.com/Phlya/adjustText) to automatically adjust the position of labels in the plot. In addition, we import `load_penguins()` from the palmerpenguins library to have access to the popular palmerpenguins dataset, and the `get_first_name()` function from the [`names`](https://github.com/treyhunner/names) library to generate random names." + "Today's visualization is made with matplotlib and the library [`adjustText`](https://github.com/Phlya/adjustText) to automatically adjust the position of labels in the plot. In addition, `load_penguins()` is imported from the palmerpenguins library to have access to the popular palmerpenguins dataset, and the `Faker` class is imported from the [`faker`](https://faker.readthedocs.io/) library to generate random names." ] }, { + "cell_type": "markdown", + "id": "b9e9186f", + "metadata": {}, "source": [ ">Note: the `adjustText` library can be installed with `pip install adjustText`" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 1, "id": "b2afb526", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", + "import numpy as np\n", "\n", "from adjustText import adjust_text\n", - "from names import get_first_name\n", + "from faker import Faker\n", "from palmerpenguins import load_penguins" ] }, @@ -55,18 +58,106 @@ "source": [ "## Load and prepare data\n", "\n", - "The data we use today were collected and made available by [Dr. Kristen Gorman](https://www.uaf.edu/cfos/people/faculty/detail/kristen-gorman.php) and the [Palmer Station, Antarctica LTER](https://pal.lternet.edu/), a member of the [Long Term Ecological Research Network](https://lternet.edu/). This dataset was popularized by [Allison Horst](https://www.allisonhorst.com/) in her R package [`palmerpenguins`](https://allisonhorst.github.io/palmerpenguins/) with the goal to offer an alternative to the iris dataset for data exploration and visualization." + "The dataset used today was collected and made available by [Dr. Kristen Gorman](https://www.uaf.edu/cfos/people/faculty/detail/kristen-gorman.php) and the [Palmer Station, Antarctica LTER](https://pal.lternet.edu/), a member of the [Long Term Ecological Research Network](https://lternet.edu/). This dataset was popularized by [Allison Horst](https://www.allisonhorst.com/) in her R package [`palmerpenguins`](https://allisonhorst.github.io/palmerpenguins/) with the goal to offer an alternative to the iris dataset for data exploration and visualization." ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "id": "1ac7c1d0", "metadata": {}, "outputs": [ { - "output_type": "execute_result", "data": { + "text/html": [ + "
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" + ], "text/plain": [ " species island bill_length_mm bill_depth_mm flipper_length_mm \\\n", "0 Adelie Torgersen 39.1 18.7 181.0 \n", @@ -81,11 +172,11 @@ "2 3250.0 female 2007 \n", "3 NaN NaN 2007 \n", "4 3450.0 female 2007 " - ], - "text/html": "
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" + ] }, + "execution_count": 2, "metadata": {}, - "execution_count": 4 + "output_type": "execute_result" } ], "source": [ @@ -103,7 +194,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "id": "5209c2e5", "metadata": {}, "outputs": [], @@ -118,12 +209,12 @@ "source": [ "## Basic Scatterplot\n", "\n", - "We start by defining some constant values that we're going to use through our plot." + "Let's start by defining some important values that are used throughout the plot." ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 4, "id": "023d3f65", "metadata": {}, "outputs": [], @@ -135,7 +226,7 @@ "GREY30 = \"#4d4d4d\"\n", "BLUE_DARK = \"#1B2838\"\n", "BLUE = \"#2a475e\"\n", - "COLORS = [\"#386cb0\", \"#fdb462\", \"#7fc97f\" ]\n", + "COLORS = [\"#386cb0\", \"#fdb462\", \"#7fc97f\" ] # A color for each species\n", "\n", "# A list with the species names\n", "SPECIES = sorted(penguins[\"species\"].unique())\n", @@ -143,34 +234,44 @@ "# Horizontal lines\n", "HLINES = [40, 50, 60]\n", "\n", + "# Vertical and horizontal tick marks\n", + "YTICKS = [40, 50, 60]\n", + "XTICKS = [160, 170, 180, 190, 200, 210, 220, 230, 240]\n", + "\n", "# List of random names\n", - "NAMES = [get_first_name() for i in range(len(penguins))]\n", + "# Generate Faker instance and set seed or reproducibility\n", + "faker = Faker()\n", + "# Set seed for reproducibility of the random names\n", + "faker.seed_instance(11) \n", + "NAMES = [faker.first_name() for i in range(len(penguins))]\n", "\n", "# The markers we use in the scatterplot\n", "MARKERS = [\"o\", \"^\", \"s\"] # circle, triangle, square" ] }, { + "cell_type": "markdown", + "id": "5410141a", + "metadata": {}, "source": [ "Then, let's initialize the chart layout, add a background color and the basic scatterplot:" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 5, "id": "3d1d057d", "metadata": {}, "outputs": [ { - "output_type": "display_data", "data": { - "text/plain": "
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\n" 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+ "text/plain": [ + "
" + ] }, - "metadata": {} + "metadata": {}, + "output_type": "display_data" } ], "source": [ @@ -183,68 +284,71 @@ "\n", "# Horizontal lines in the background\n", "for h in HLINES:\n", - " plt.axhline(h, color=GREY50, ls=(0, (5, 5)), alpha=0.8, zorder=0)\n", + " ax.axhline(h, color=GREY50, ls=(0, (5, 5)), alpha=0.8, zorder=0)\n", "\n", "# Add scatterplot -----------------------------------------------\n", - "# We loop through species, colors, and markers.\n", + "# Loop through species, colors, and markers.\n", "# Each species receives a different combination of color and marker.\n", "for species, color, marker in zip(SPECIES, COLORS, MARKERS):\n", " data = penguins[penguins[\"species\"] == species]\n", " ax.scatter(\n", " \"flipper_length_mm\", \"bill_length_mm\", s=50, color=color, \n", " marker=marker, alpha=0.8, data=data\n", - " )\n" + " )" ] }, { + "cell_type": "markdown", + "id": "ab580547", + "metadata": {}, "source": [ "That's a pretty good start, but let's make it better!" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "id": "cf771156", + "metadata": {}, "source": [ "## Add labels with no overlap\n", "\n", "What's truely missing here are __labels__. It's very frustrating not knowing which item is hidden under a data point, isn't it!?\n", "\n", "It is pretty challenging to add many labels on a plot since labels tend to overlap each other, making the figure unreadable. Fortunately, the `adjustText` package is here to help us. It provides an algorithm that will automatically place the labels for us. Let's do it!" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 6, + "id": "a465696e", "metadata": {}, "outputs": [ { - "output_type": "error", - "ename": "ValueError", - "evalue": "Image size of 77037x11360 pixels is too large. It must be less than 2^16 in each direction.", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m/opt/anaconda3/lib/python3.8/site-packages/IPython/core/formatters.py\u001b[0m in \u001b[0;36m__call__\u001b[0;34m(self, obj)\u001b[0m\n\u001b[1;32m 339\u001b[0m \u001b[0;32mpass\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 340\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 341\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mprinter\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mobj\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 342\u001b[0m \u001b[0;31m# Finally look for special method names\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 343\u001b[0m \u001b[0mmethod\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mget_real_method\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mobj\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mprint_method\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m/opt/anaconda3/lib/python3.8/site-packages/IPython/core/pylabtools.py\u001b[0m in \u001b[0;36m\u001b[0;34m(fig)\u001b[0m\n\u001b[1;32m 246\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 247\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0;34m'png'\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mformats\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 248\u001b[0;31m \u001b[0mpng_formatter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfor_type\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mFigure\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mlambda\u001b[0m \u001b[0mfig\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mprint_figure\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'png'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 249\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0;34m'retina'\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mformats\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0;34m'png2x'\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mformats\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 250\u001b[0m \u001b[0mpng_formatter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfor_type\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mFigure\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mlambda\u001b[0m \u001b[0mfig\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mretina_figure\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - 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"\u001b[0;31mValueError\u001b[0m: Image size of 77037x11360 pixels is too large. It must be less than 2^16 in each direction." - ] + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ "# Add name labels ------------------------------------------------\n", - "# We only add those names that start with the letter \"C\"\n", - "# Each time we add a new text with `ax.text()`, we append its output\n", - "# to the `TEXTS` list. This list is passed to `adjust_text()` to \n", - "# repel the labels and add arrows.\n", + "# Only names that start with the letter \"C\" are added.\n", + "# `ax.text()` outputs are appended to the `TEXTS` list. \n", + "# This list is passed to `adjust_text()` to repel the labels and add arrows.\n", "TEXTS = []\n", "for i in range(len(penguins)):\n", " if NAMES[i].startswith(\"C\"):\n", @@ -267,62 +371,58 @@ " arrowstyle=\"->\", \n", " color=GREY50, \n", " lw=2\n", - " )\n", - ");\n" + " ),\n", + " ax=fig.axes[0]\n", + ")\n", + "fig" ] }, { - "source": [ - "_here we should see the same chart as the first one, but with the labels on top_" - ], "cell_type": "markdown", - "metadata": {} + "id": "610bd15f", + "metadata": {}, + "source": [ + "Note the `ax=fig.axes[0]` in the `adjust_text()` function call. That is not always necessary. In this case, the plot is built in several steps for demonstration purposes and so the axis object must be passed explicitly. When `ax` isn't explicitly passed, `adjust_text()` will use `plt.gca()` to obtain the axis. If all the code used to generate your plot goes in the same chunk of code than `adjust_text)`, then there's no need to pass any axis." + ] }, { + "cell_type": "markdown", + "id": "22907be6", + "metadata": {}, "source": [ "## Final chart" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { + "cell_type": "markdown", + "id": "5ad1298b", + "metadata": {}, "source": [ "The chart above is pretty close from being publication ready. What's needed now is a good title, a legend to make color and shapes more insightful, and some axis customization:" - ], - "cell_type": "markdown", - "metadata": {} + ] }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 7, + "id": "01ef4a13", "metadata": {}, "outputs": [ { - "output_type": "execute_result", "data": { + "image/png": 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JN/M/7OVas3UPUxf+rBdA6frh1+16zapyhUfF8PbMb/UCqA9f78+/yz/Fx8OVHJWKNVv3FFier3/ezKVrN7DRafKYlZ3NXwdOFLiNna219k16eFQMaRmZBa6b3/7jwdq/K/p7Y2+rqcma9+M6vQCqZuUAtiyZrk2JvefIWSKiY43uM+5OYoH9bH5c9yd3k1IM5u8+fMYggJo5dgiH131Jz/YtDNYvDXQDKF2/7dhPWOQto8tUKhWXr0UazD9y5lKRv0PjhvbS/n36QmghaxqnO34OQHJqul6twZlL15i5WD+AGj+iD4fXfcnoQS8Y/dzn8nRzNnhTD1ClvA9VyuelEn9U33cLC3NGDewKaF4Q5P+MKhQKGgfp12bduHmbW/leJuQ25fNyc37gIRjy19wAZOeoOJkvzXpx+Pu/k3oBlEKhYO6EVzi87ks6PlO/2I9ntAwHT2oDqNf6d+bIb19xetNiDv66AId8NeT9u7bS/v0wnwULC3O9fp25XBwdqFLeB1cnB5POYe4P6/QCqOoV/fl72Ry+nzkWa0sLbickMmvx6kL3cTU8Wi+AyqVWq/l65SaysiWRkhBCFIcnNohSKpXMee8VurdtRmzCXf7cd7xI2x05c0nvTeWArq0BTZOavUf1H0rfH9kPPy83PFyd9P7RLU4V/b35e9kcg9TearWaHfuO06J+Tfatns/sd4fpLU9OTTd4Wwkw/6f1pOsEMc80qMmArq1wdS5H66aaZjznroQVWB4HOxtWfT6Rv5fNxtnRXjvfKd+Db37vj+zHoO5tUSoUrN68q9B1c12PitF2ngcYeO8anw8J57c/9+ut++Fr/fH3dtfL5pebWMSYZnWr8++KucwYO1hvfnJqOjv2639W1Go185eu15vXoUV9urdrhrWVJSNf7Fyk83ncqpT3YcfSWXw7fbReMzuVSs0ffx80uk1UTDwpRmoL4+8mcTXCeMCeX8dnG7Bkxhha1K/J9r1HyclRmVRuayvDJkzJOkH/Vyv+0MvoWK9GJQZ1b4u1lSX9nm9ZLOO6Pcrv+7DeHfhs4qs0q1vdaNNCY00C89dG5X4vdPtDmcpYsAya38DipFar+eJ/G/TmdX6uEc+3bIS1lSWvD+hSrMcriO5n6HxIuLap3LbdR/VeKjk62Ok16y2p3/78Tl8MNfjdGzu0B+4ujjStW01bg7T36DmDpoH5vdCmKXtXfcab+WqzI2/FceT0xeItuBBCPKWe2CAKwNXJgZnjhnBk3Vc0r1f9vutnZGax8OeN2uk2TevwTIOagOYfWl3VK/pra7pAk3XuUXjphda4uzjSon5Now+Hw3p3oJy9LV1aNTYYgDIyX1avhMRkDujU7AD00Olrkfuwa2Vh+BCba/SgFwiqEoi9rQ0fvPYi3u4uNKxVWTveT0FsbayZ8GpfDv66QC/QKYhKpeLzn/ICl5qVA+jd6RkA7YCsuSr6e1GnuqZJk246eksj/Qlyvfri87g6OdC9bbP7Xrczl64RcVO/xkA3FbeFkb4tpcHgnu3wcnehRf2aBpnK8p9jrtymc8ay/5nycN2sXnW+nT6aBZNe12aOK6qUtAyDecp7+7h1O4Hj5/QDiuG9O2j7eCkUimK5H4/y+65QKDSB5swxvPXyCwbLG9cxPl6UruCQe0GUTn8oU6jVai6H3aBlo1rY5eu3VtxB1OmLodrmnbmG6zQ1tizk96Y4Pd+yEfVqVMLK0oKWjYIAzXVYs3W33no92zfXS35TUr/9+a3K9/LJ38ud5vU0mU4TEpPZtievnIdOXUSlUnE+JJyMTP0mmwCjXuqGo4MdQ3u1Nyj/jVsP37xSCCHEE9wnSpeZmRKncvaFrpOVncOsb3/h/L1mMjUrBzBj7BAUCgWZWVkGzdUa1a5iUsa/B6XbtMffy51YnaQX5mZK7UOUQqGgUoC3Xt+EqHxNNv7af5zsfLUCDe8lkQC0g5wW1sZftzP88y01b5NNoVQqtf0ACqJWq1m8eit7jpwFwNfTlc8/GIm5mRk5OSqDGraGtfLSQl8Jy3u7XtB5mJspCbr3Br8o121rvocoe1trqlf0K/QcSoN6NfICp0oB3nr9WvKfY64jZy6hUCh486Vu/LnvuF6TuSOnL/FSt0efITAlVb8mzMLcXFvTuX3vMYNmhQ10PsPFoSS/76BJ6+/mXE6vRlw3iMrMytJ+V3X7Q5kiOOQ6yanpNK9fE3MzM3Ydzms2fDH0BneTUgyaVT4o3Yd70NT0mJq1sTi4Opdj+dz3yMrO0QbaJ4JDuHI9SruOQqHgxc55gxuX9GchV1ZWtvb3MFed6hW05bgZG6/X5PXbX7aycMVGEhKT8XRz0tvO3cVR++LI2soSPy93QnVqmaNkSA8hhCgWT3RNVFHtOXqWPm/PZNM/h1AoFPR7viU/zBqr7Ttx6VqkXnMPeLhmNKYo75sXCCiV+v9wu7s46aVjz5+FMP5Okt50/j4y5exttdmrzly8xsnzmr4Q7ZvXe+hyP6gzl64x4J1P+eHX7YCm2dyKeePxuZeV70JouEHH8Ar+Xtq/l9/LKlfe14PKAd5Gj+Hu4oSNzpvm+123I2f0m7cEVQlEqSz9X40AnUQf+ft8xN8x7FyvUqn499Bpqlf0I8DHg1pV9AcwPXbuislN8x5EUr5EMO4u5bQPi0fPXtZbVsHP02gfp4dRkt930DzI58+SFhoRTfxdzefyclgk2dk5mCmV1NBJfmCKfw9qskE2qV2VFvVr6i1Tq9UG1/lh5N9XUJXyjz0I0aVbU7lmm37/z2cb1sTPy007XdKfBW05wm7oNcMGqFYh70VORX9vvemklDRaN63DkhljyN+VMcDbXe/658+Ymv/3TwghxIMpEzVR95ORmU2zutXp3/k52reobzAeTv402wCervcfM6c4FPawkX+RuVnhzZhu3b6jN537dj80IpoPv/gfAEFVA+lo4gCpxSkzK4uGQVXo1LIh7ZrX08vsB4bnAJrzUKlULF69lQMnzgPw7vDeBV47U69bbL6U90UZL6k00D3/+50jwLnL14mNv0ufjppmk83r1dDrV5aUksbF0AiD4Kq45c9ap5umOv938VF8D0vy+56rce2qBjU4J89fpV3zetr+UJXL++i9DCgqtVrNPwdP4ePhQuXyPkbHbTty5vJ9m+gWlcE9KyXfn5i4O/x78JTevP5dWhmsk9/j/iyA8d89D53m3VaWFvzyxQc06KXpO1u7aiDT3h4EoDd4NRj+m2Is1b4QQoiH91QEUR2fqV9oumhj/5AW99vvxyE2QT8YSMvIZMLcH9l77BzpGZnUq1GJzz941eQ+LMWpUVBVpr71UoHLb+c7B4Ad+4/z0/q/CLkehbWVJeNH9KF1kzrFUp7UtHSS8zUvexLvfVH8c/AkgPbhuUWDGtoawVxnL4c90iAqJ0fF5XxZ47zc8x5a838XH8W9KA3f94KSS7RrXk87btaD9ocKjbhJWOQtBvdoh0KhwN/bHX8vd71+f+cuG6a5fxBGvz8mjhX3qPy2Y79e82Y/LzdtH9hcpeGzAIYvFgDs813H1PS8voS6KeqFEEKUjKciiLqf/M05wLA240mQmKSf+jk2/i5Hz14mqGp5erZvQbfWTUq0mU1R3E0yTF994HgwAT6e9O74DK/374yXu4uRLR+MsXtfWhNJPIzsnBz+OXgafy93Kt9L9V05wMdgvQv3Bnh9VK5F3tSOf5Qrt/M8GLkfj+DjWhq+735ebni5OeuNk5bbpy233+aD9ofaea+PT9tmdbXzKgf66AVRV65H6fUdelDGrmVp+PHMyso2yHT3YueWBs10S8NnAeCOkWEXDMua99vo5lQu/+pCCCEeMwmiAHs7w7d6cXeSqOif1+emiEPolChbGyu9h4JalQNY9fn7BQZO+dvglwZ2NlYG8xZMep3nGtcucBtjTWGKfDwjb3Rz+6aUJbO/XUPEzViUSgW7Dp+mbbN6lLO3xcHORu8zcz0q5pGW4/wV/SBNoVDQSufe2tvZ6I3jZaz/xv2+iyp14f26iuv7np2TgwLFA9XsKhQKGteuyuZdh7XzLl27QUzcHW0SgAfpm3P83BV+WPcnACs3/atNyuHrkX9Q12xuxsYXOIB2UeWO66Yr/z0ryvhjuinti8PfB08Rp9Mv0MrSwugAwY/rtz//i4P8dPu+5rqTmKw3Ha2TEMLNufiCqNx+kCXZQkEIIZ5E8quJ8Tbw+ZMb5P8HDfT/4Tf2oJB/zsMGLU7l9LNp5R90NP9b1TtJKQUGUGq1milfrXio8jwK7i5OBvOMDY6b68LVCOLuGjaF0ZX/uuk2P7KzsTZIAZ3/3ht9264j1Mj4SrqfjWQj25v62dF9C21M/uyUuueYlZ2jTRuvUqm1NR2ANqFH3nHSiL+bxGtTvuK1KV8V+8Cc+TOh1akWiKvOA6Gnq5Pe8vz3Qq1WG7y1z/8AnttvTn+dvMDKWPKMB/m+tx/2IWu3Fzxw9f3kTy6hVqv5ZctuVCo19rbWVPAzHMTVGN3Pz5bdR8i+d8/O6vR3y5/mHzS/H8t//9tgUN781zP/5193ua2NFRbm+u/i8l/LBGPXMl+gm5GlH2Tk/0oY++3Mv857n/6gHfA3/4DinVo21H5HUtMztM34HtVvvyrfPGPN9XS3MzYob/6mzacv5TXBzP+9LYzhb4P+/ew/brbecBNCCCGKRoIojL/xzT/ekm766Fy6/xgZq73QfXhOTUt/6IxY+QOM8KgY7cNhZpbhm87IW3FERMcazAdYum4HScmFP5iXBGP9QA6fNj6uzc3YeN779Hu9xATG5L9ukTrjpKRlZBoMPnvqwlW9NNz782U9zO9OomGQp3vdz1wKM1iuWwZjnx3d46dnZGr7yRQk/xhjicmp2off9IxM0jOz8PV05f3X+jGkZ3vtemnp+mM23bqdwMB3PiUm7g7z3x9ZrE0bL4ZGcOCE/veqddO6etO1q+k3YbseFaN3Lc+HhBuUOf9DYSUjWRt1A4H8KdbB9O/72cthJNxNJqhKoMF6RWVsvKjfdmiaoNWqUt5ohkhbG8OaE93Pb25TvlEDu7Jw8hva+anphmNzfbzwZ75c/rvB9YyJv0PavaAl7MYtgyAqMibvs6tQKAzGKDt18areNseNXcuUvDKrVCquhuu/iEhOTdMLMn7ZsttgHyk69+N2wl32Hj2Lj4cLF65GcOrCVb11B9xLKJGSmk7XkVPpMHwSP/76Z7H89t+8bZgyXPf80zMyDV4egP59M/YboDsAcE6Oij/35g39oDuO1f3k/23QHdMrIjqWK9ejin0YASGEeBpIEAV4uDoZPAhs33eMvUfPkpqWzqrNuwzShwNs3nWYpJQ0rlyP4uOFKw2W7zt2jujYeG4n3OXjr1cafSNriqr5xl5Jz8xi656jJCan8v3a7Ua3mb5olfYtqFqtJiI6lskLlvP1yk3UrV7xocrzKHi7u1AvX7n+3HecbXuOagPGjMwstu4+wpD355OeUXgzGTC8bkkpaew6dJq7SSl8rTP4cq7k1HS+WLaBlNR0jpy5xOf/21Do/k/kGygV4OCpC9xNSmH7nqPaB1tde4+eJTk1jQtXI5i+aBXW+QYO3nvvsxOXkMj0RasMMgjmZ2xcni27DpOYnMpvf+4D4GZsAj7urpSzt0WtVvP7zv8IzxdkJ6WkYWam5Ospbz50B/uY+LvaB7YbN2/z/mc/6b3BL2dvS99Oz+pt0+nZBnrTarWauT+sI/5uEmGRt5i+aJXBcULCozh+7gpJKWn8b/1fHDtr+ND725/7SE3P4MDxYFZu+hfnfG/nH+T77uPhStBDJOHwdnfRS7cNebXLBTXl003CkWvTP4dITc/gzMVrZGZpBl69cfM2Ffy8tH+v33HAYLvQiJtMHjWQvs+31JuvUqnZfeg0t+LuMPPb1Qbb3bp9h5Pnr3InMZn/rf/LYPDe1LQMvvjfBpJT0wi+cp3PfzL8/hwPvsKV61HcTUph/tL1BjVNSSlp7DxwktT0DDb9c8ho7eJfB06SkJhMVEwck75YBkDLRkGszZfWPKhqoDZZSkJisna8pfV/7S+W3/5Pvl1rsHzPkbPcuHlb+/3NMNKcT/e+/bzxX6pX9NdbfuzcFTb8dYDk1DS+/WWrtsawef0aJmVAzP/7d+3GTU5fDCUuIZGvlv8BQP2aEkQJIYSpFFkZyU9Ab5+ii7wVR5eRU/TmvTGgS6HZ+QAOn77Ia1MWFrjc2sqSJnWq6r0dzC9//5L8Oj7bgL/26z9Qn960WPv3iEkL9N56+ni4sP3HWdpplUpFj1HTDR58c9WqHICtjbXRGi93F0dS0zK0bz9b1K/JsN7tDc55xtjBRvsOPKi63d/Um+7ethkzxw0pdJvDpy/x+tSFBs1krCwtcCpnR0zcXdRqNWZKJT/MGsvi1Vse6rpVq+BHWnpGgcuNyT2Pi6ER9B83h1qVAwgOMZ6UwdnRnka1qrDzv5MF7u9+n51WTWobDMap+9kBeG3KVwXW2tlYW2lrHFydyqFSqYwG9c3qVmfuhFfuO3i1MZ1fnWwwkKdCocDNuZzRIPCD115kYLfWevPUajUjJi3QG3w2v47PNGDnfycL7GujUCgK7YejVCoYN7QXXxQSHBfl+z75zYH0yxeAmGra1yv5fed/BvO/+ugNWjc1zEB5O+EunV+dog2WjLGzsSYlLR1rK0ucy9lzKy7BoImek4Md8ya+StO61dh37ByjZywuYG/Q7/mWrLsXiBvj4+GKubkZ4YX0p3u+ZSODQbR1VavgZ9CsUJe9rTXl7O2IiokrcJ2B3VozamBXOg6fpNcHqXu7ZjzXKAjQvCBZ8cc/hEZE4+nmxF8/zS6W3/77aVG/JsfOXS70vs0cO+S+TazNlEqWzX2POjo1tvm/d42CqrB09jva6dS0dDoMn2SQRTFX6yZ1+Eqn1lIIIUTRSE3UPU3rVmfs0J4FLp/0Rn/eGdYLGyMdgAE6P9eIpbPfMehfk6uiv5dBsxlTKZXKAstobm7GtLcH8en44XqDMuaKjb+rDaD6Pd+S+e+/WmoHlG1atxofvPaiQX+ujMwsbt2+g1qtxsfDlW+nj6ZhUJX77q+w66ZUKpj29iA+/2Akzo7GA4f8Y8vkuhIWyZhZ39K6SR3eGtTdYLwW0DzQvz/yRV4f0MWgtilXp5YN+X7m2AI/WwE+HoU+fOV66+UXDPqn5Jrz7jDefKkbZkolcXcSjQZQ/Z5vyTfT3nqgAMoYdxdHvNycjQZQXVs3YUBXw+uqUCiY895wvYGEdVWr4MfU0S/Ts73xQN/OxpqfP5tgdN+53h3em6G92j/09z13vK2HYSzVORRcE+Xm7MjQXu2NLgNNIPHdjLfxcnMmPSOT6Nh4gwAqwMeDVZ+/r20S9mzDWjQq4HtUrYIfE0f2pVubJkaX29lYM3f8K3zxwUhcHA379QA0q1edWe8MLbAJmruLI59/MNKgj1guczMls8YNZdIb/Y1+xwDqVKvAmMHd+ePvgwZJHDb9c4jxc39k/Nwfmfb1Sm0fxr6dNAFwcfz2b1z8MY4OdkaXB/h4MHPc4Pvet+7tmjF60AsFrmOmVDL5zYF6AVRR2NpY8/qArgUss+LD1180aX9CCCE0pCYqn4MnL7B2+14uXo0gKSWVqoF+vPri89rxRc5eDmPRz5s4fzWcnBwVlQK8GdKzHe2a10OpVBIeFcPCFRu5GHqDmPg7eLu70LN9c/p3bcWc79ay6d9DesczpSYq14ET51n35z7OXQ4jIzOLoCqBvDOsJ1XvBU/pGZms37Gfg6cucjU8mtj4uzg72lO3WgUGdGtFoyDNg9vRs5d59aMv9fZdGmqicl24GsGv2/dyOSyS0IholAoFfl7utG5Sm6G92mv7hxT1uv138jy//bmfc1fCSElNp3olf94Z1kvbr+VW3B1++m0HJ4JDuB4Vg4+HC/2eb8nAbq2p33O03r6cHOxITEnl2Ya1mP3ucBzsbDh14SrfrdnGpdAbpKalU7NyeUb2f54W9TWfnVMXrvLNqi1cDI3QfnYG92hH+xaaz07YjVss/Hkjl67dIDb+Ll7uzvRo24wBXVvz6fe/FvrZyXXuShgrN/7LucvXuX0nkYr+Xowe9IK2DMFXrvPLlt1cunaD8OhY/LzcqBroS7c2TWlRv8ZDpcA39kb82+mj+WPnQbbtPcqVsEjcnB3p0+lZBnVvU2gQr0l6sJPDpy8REh6Nq5MDrZvU4fUBXShnb0tmVhZL1+1g6+6j3IpLwNWpHM81DmJEv+fxdHVCrVazbvs+tu89xpXrkZibmRFUtTyvvdiFOtXzHkIf9vv+sGLi7tBh+CS9eQV9fnOp1Wo2/XuIjX8fJCQ8GpVKRbUKfgzr3YFnG9ZCoVCQnKpp2njqYiiXr0VibWVJlfI+NK1bjX7PtzToW5WZlcU3q7bw34nzhEXewqmcPR1a1Gf0oBewtbEmPSOTH9f9yfa9x4iJu4OLowOtmtRmRN9O2qZlMXF3+Gn9X5w8f5WwyFt4uTnTuVVjhvVqj7WVJYnJqXz7yxZ2HTpD3J1EPFydeL5lQ4b0bI+jgx1ZWdksWbud/04EE3rjFnY2VjSpU43X+nfWNk08c+kaS9ZsI+R6FHcSk/H3dufFzs/Rs0NzzM3MeOGNady4edvgmukK8HanR7vmDO/TUS8j3cN+FqJi4li4YiPnr4ZzMzZB+/0d2K01tjbWRbpvAMfOXebX7fu4EhbJjZu3cXa0p36Nygzu2dZoH7z71UTlfmb+3HuMrXuOEnzlOjkqFfVqVOTd4b0J9C1aAhMhhBD6ylwQJURxyslRcfjMRUZ9vEhvfnlfD94d3pvnGgWV2ho9IYQQQgjxaMg4UUIUYP/xYOZ+/6vRvlJ1q1WkdRPDPitCCCGEEKLsk1foQhix6Z9DvDX9GxzsbPh+5tiSLo4QQgghhChFpCZKiHwys7L45Ls11KtekaVz3uFmbILBOp5uTo+/YEIIIYQQolSQmigh8rkafpP0jEw83Z0xNzPjYmiEwTrSGVsIIYQQ4uklNVFC5BPg7Y6ZUslf+0+QkZFFcMh1veVmSiW1TUwzLIQQQgghyg6piRIiHztba958qRtqtZrdR84YjHP06ovPU97Ho4RKJ4QQQgghSpqkOBfCCLVaze7DZ1i1eRdXw6NJTc8gwNudl15oQ/e2zfTGlxFCCCGEEE8XCaKEEEIIIYQQwgTyOl0IIYQQQgghTCBBlBBCCCGEEEKYQIIoIYQQQgghhDCBBFFCCCGEEEIIYQIJooQQQgghhBDCBBJECSGEEEIIIYQJzEu6AMUtLDySb39aw6mzF4iIvEl2Tg41qlTk5Rdf4MWez5d08cRDUqlULFn2Kz+v3cjdxGRqVa/MhLdfoXGD2kbXj7oZw6z537Hv4DHsbG15rkUjJr37Gk6O5R5zyYUQQgghRFlRpsaJ2nPgKK+8/RE5OSpcnB3p1rE1WdlZbNz2L6lp6Xz4zkheH9a/pItZqiUmJRNyLZyw65GEhUfy7lvDSrpIen5eu5Eps7/Wm6dUKtm0+huCalTRm5+Tk0OfoWM5dfai3vw6taqyYPaHXA+PJCwiisoVAniuRSMArl2/wZsTZhJ9M4ZJ77zGi706P9oTegwiIm9y7foNwsIjNd+LTq1LukhFcjkkjHUbdxAWEUnY9UiWLZ6Nr7dnSRfLwJYduzl28hxhEVG4ODvyxaz3C1x3wbfL+WnlempVr8Li+VNxcXYECv/ehYbdICz8hsFn1Zi0tHSuhF4nLDyKsPBIBvd/AWcnx2I710dp2erfCb4YQlh4JHWDqjN5/BslXSQhhBCiQGWmJio9PYNxk+aQk6MCYPUPn1G9SkUAWjZvxJvjZ7B2w/ZHHkTdiLrFT6vWax6GIqKY+/G72lqSX3/fzqFjpwmLiMLDzYXvvpj2SMvyIJauXM9X3/2snX6QIOrC5VB++W2r5uE3PJLVP8zHz6d4Hn5//Hm99u8KAb5Mff8tfvltK18t+Zkfvpyht+6J0+f1Aqh+PTrRpcNzTJj6Ge16DNfOH/vGYO2D6Vff/cyFS1cBmPzJQl54vg02NtbFUvaSMuDV94iMugVAn+4dS10Q9f3yXzl34Qph4ZE0qFOTaR+MBuB08CV+WLFOu55KVTrf9/z86yYOHzsDQNNGdQpc79r1G9rv1qFjp/nfqg28N1rzOSzse9e2R97fup9VY7b8tYcJUz/TTvfq1r5UBVGF/Tb88PNv2s9pgL9PSRZTCCGEuK8yE0RduBxKwp1EAFycHbUBFECAn7fmD4XikZcjIjKan1Zu0E5n5+Ro/16/ZWeRHraedOcuXGHF2o3aabW6eB5+MzIziYi8qZ0e0KcLbZ5tgp+3J79t2mGwfmjYDb3pD8aNxNXFifdGD+fDGQuMHkOlVumVu7jKLgq2fM1G7cNzlUqBJVuYRyj/R0n1FH62HtVvgxBCCPG4lZnEElE3Y7R/37mbREpqmnb6t01/AdCyWYPHXi5RfGJvJ6BS5QU5uW/Yq1Qqz4fvvGawfnRMrN50btOpgX26FniMsW8MoXqVCjiWc2DGpLextbUpjqILQcVAP94e+TL2drY0aVCbV17uXdJFEkIIIcQDKjM1URUD/bV/q1Qqtu7Yre3PMmxgTxrXD6Jty6YlVTxRDPK/tVbcp2bR1PUBKgX68+dvP5heOFGmpKSmERYeiUKhoGa1SsW23/dGD9c24RNCCCHEk6vMBFFVKpancsUAQkLDAZg29xs8Pdxo9UxjAgN8CQzwNbpdTGwcX373M7v3H+ZuYjI1qlbk/bGv6mV7S8/I5Mtvl7Nx278kJadQv04NAgN8+XntJu06Yaf/BmDgq+P19j/w1fE0bVSHZo3qapvyARw+dobAuu355cf5NG9cD9B0Lv/mx1/YtnMPt2LjCPDzZtI7r9H2uWYABNZtr91+7BuDqVOzGgu/X8mtmNvMmfoObQoIEp/p/LK2uVTrZ5vg4ebC/kPHSU1Lp1G9IKZ9MLrIfZZUKhVrNmxj5a+buXY9EmcnB9q0bMrEMSNwLOdARORNvT4ZAC27DKJP9458PnNiofv+7/BJvlm6mnMXQlAqFdSvXYNJ771O5QoBRtefMPUzJkz9jH3bVuLv63XfsgfWbU/TRnVYu/SLAtdZ8O1yvb4pufc1d/tcvV/oQEZGBkdOnEOtVvNs0wZM++Atbda/96bMY/29GlBPd1cGvfgCG7f/S/TNWKpXrch7bw2nRZN6esd+VPf/fnS/A3EJd6lSsTwzJ42hfp0aRETepGWXQdp1J7/3BqeDL7H/0HGsLC3p1a097745DAsL/Z+S5JRUFixezrade7mbmETTRnWwsrTkz3/2A+Dr48mB7at4b8o87WcTYP2mv1i/6S/2bVtpUM6LV0J5b8o8gi9cwdPdlTGvD6Zn13aFnlv+8n82YwL9enTirQkzOX4qmEnvvk73zm20y7Ozc2j1whBtmRrXD2Ldsi+LfC2jb8Yy8NXxnDp7kepVKzDqlQF0bPOMdnn+e/jOqKFF3ndx2fznLpauXM/lkDCsra3o0aUdk997HTMzM73Pra+PJ5PeeY2FS34mIvIm1apUYOakMQYJXAD2HzrOV9/9TPDFEJydHRnU7wXmfvWjdvlnMybQrFHdIv82qFUq5i/6id+3/kNSUgrPNK3PzEljcHN1fgRXRAghhDBdmWnOZ25uxqyPxmJhrnmYS01LZ+ibHzL5k6/0mvbpio1LoPeQsaz+bQu3YuPo0aUdV0LDefn1iUTf0jQFU6lUvP7Ox3z3v7VE34rF29MdD3dXNmzeaXSffbp3NJju270TzRrVxVcnUPH18WTsG4Px89E8/CenpNJ/xHssWbaWiMibPNe8EcnJqbzx7nSuXdfv2wOaTISvvTOV0+cucjPmNu9Onkt2do7Bevnt3n+EiMibBNWoyp27Sfy95yDdX3qTWzG377utWq1m0swFTJr5JecvXaValUBq1ajCqnVbeOPd6ajVaso52NOhTQu97Ya/3FvvQdKY9Zv/4uXXJ3Lg8Elsbax5vt2z7D14jBeHv0N8wl2j23Ro04KxbwymnIP9fcsOmofWvt07FWnd+9mweSdZWTlUrhDA7bgE/tj2Dz0HvU16eobBurdi49iweSdNGtQhIzOT46eCGfzGRHbtP6Jd53Hd//yib8XSa/DbrP5tC9G3btO+VTPCb0Qz9M0PSUxKNlj/82+WsfnPXSTcSeRmzG2+/WkNi5f+ordORmYmL782kaUr1xN9K5ZKFQJwdHDg7z0HDfbXsc0zODjYaadrVKtU4D0d8/5sjhw/Q0pqGqHXbzBu0hwOHz9jsN79qNVqDh87zc2Y20ycNl/v9+Ha9Rt6Qd3JsxdILeD3w5iomzH4+XjSqH4tTp65wKj3pvP3bsPzLikLl6zk7fc/4dTZi7i7uVCremX+t2oDi35YbbBu7O143n7/Ey6FhJGals7JMxcYOHK8wefiz7/3MWTUhxw9eY6srGyea96IdRsN+yia8tuw/e/9LPphNZFRt0hMSmb73/t4+/1PHvLshRBCiOJTZoIogGaN6vLdF9Owsc7Lprby18107vea0YetT7/8gRtRmkQFA3p3YfaUcfTq1p7MzCz++vcAoHlru+fAUQCsrCxZ9f08Pp85kX49jD+M980XRPXt3pF+PTrRvHE9vdoePx9P3hk1VFuDsmDxcm1WuBZN6vPjwpm8NfIlMrOy9B62c4WEhvPl7A/p1VXzZjsxKZn0DMMH+PyqV6nAz9/NZcmCaTzTtD4A8Ql3+WnVhvtsCX/vOciaDdsBcLC35efv5vLd5x9TvUoFDh49xd7/juFYzt7goeiVl3vTqW3BQVRMbByTZy3UNr9bMPsD5kx9l5f6dCM+4a5ehjZdHds8wzujhuJYrmhB1DujhhZ430zVpmUTvv9yOiuXzKXCvVrOsPBI1m3802BdS0sLVn4/j9lTxjH29cEA5OSo+HLx8rxzfkz3P79pn35DZLSmP2G/Hp345rOpDOzTlcSkZA4dO22wvrm5kv99M1vvZcH/Vm/Q66v208oNnD6nyYro5OjA6h8+48s5H9L62SYG++vU9hm9gKlmtUoF3tOKgX6s/ekLatesqncsUykUCt569WXqBlUnPT2DwzrneeFyqN662dk5HD15rsj7blivFp/NmMCKbz+leeN65OSo+GLxslKRQOHchSss+HY5AGZmSn7+7lO+/fxjlEolO/7db7B+ZmYWPbu2Y/niOdjd6xuYlJTC+k15L5DS0tL5YMYX2vs/btQQ5kx9h4WfTjLYnym/DWnp6Uyd+CYzPxqjnXfw6CmD+yOEEEKUlDIVRAG0a9WMjasWUUmnCVj4jWj6v/Iuy3/5QzsvLS2dbX/t1U7366EZiLdSoB8A5vdqtHKTUgD07NIOD3dXABwdHYqtzFlZ2WzYkvdgMqB3F0DTDKwgw17qyQvPt2HSe6/TpcNzjB/9CvZ2tvc9Vq0aVTA3N0OhUNCrWwft/F//MHz4z093ne6d2+Jgb8fdxGTCIqIAOHD4BBGRN4lPuHPffenavGM3aenpAFSqEEDThprMhbkP4gcOn+BuYhKb/vzXpP0+SnVqVQPAzMyMHjpNyn79w/ANvLubi3Z8I91rfjr4EpdDwh7r/dd1Oy6Bv/f8l3fcPveO61HwcTu0eYY2zzbhJZ3kHHfuJnE7/g6gqeXR/c683O8FHOw1NU2O5R7uOzN0YE+aNqxD5/YttfOuhF5/oH0Nf7kX3y+YBmiGJch14fJVg8yZ/x05ZfL+FQoF/e/1yTx/6Srn7wXIJem3TX9pg7lnmjYgwM8HO1ubQj8377wxhFbPNKZBnZraebrX/O89B7lzNwkASwsLhg7sCTz8vfb19uCVl3vzct9uWFlZ5h376oPdbyGEEKK4lZk+UaB5gLsZc5tKFfzZtPobxk+Zx/a/92mXf/zpIjzcXejc/jn2/HdM++Bubm5GjWqalOj169Rk+Mu9eb7dsyTcuct/R05qt9ftJ1Wc9h86rk3PDtCwnuaB5eLlawB66dpzmZmZAeDu6szi+VMf6Li6NWMJdxJJSk4pcN2k5BT27D+qna5/76EqJTVN24Rt6cr1LFv9B9bWViaVY+tfe/L2W7uGNgFE3L1mfGeCL9OgdR/cXEpnf4jcJpmgSXFfGG9PN5RKpfbNfUTkTaJuxpTI/d/+917tuGqWlhbavi4X773tr2HkuHXvBY/5+xhGRcfg4ebCpZBrXL0Wrp3fuEHQA5XNGGPH1s3KaSpnnYFucx04fIJhA3sRezuB0LAIAA4ePWl0+/upX6eG9u/rEVHUql75gcv6sFQqFVt27NZON6xbC9A050xMSqZ61eYG2zg7lcPvXk15YHlf9h06Duhfc93vbs3qlUwO5AuS+5JCqVRS3s+Hy1fDDI4thBBClKQyUxN17foNOvUZSfOOA6nfqg97Dhxl0bzJ9OjSVm+9OQt+ICsrmyv3/lEGzUOwlaXmbWdQjSp8PPFNXF2cCAuP0j5kgqY50aOg20RFoVDg7enO3cRkVqzdiJurM3VqVS1k6wfn7uaiNx19M7aANTVvnzOzsrTTFcprroW/rxczJ719729vjv77K1MmjCpyGdRqNecuXMnbb2DeA/L/FuX1gdj+6/f8tvyrIu/3cXLX6ex+525SoX1ozMzMcHVx0k5H3Ywpsft/4V6QBuDh5oqlhQURN6L5Y9s/VKscqH2A1pWb8j03XXyu3BcS+WsKqhbjuE+5x85N3gEY7YNWVLn3KffBP+pmDGfPX6Fli0Y0b1xXu965CyHcTTTsH3Y/zk555Szph//b8Xe4HZegnc7tn5nbF6p9K8MgytbWRvtCQ3fA3tx7DXAlNC9gfhT3GsBJ5zrqHlsIIYQoSWUiiFKr1UyY+pn2baWHuws3Y25jZmbGzElj9IKF8BvRXI+IJO5e8yOAcjod23Xdio3Tm37YJioFidV5uLGztWH3/iO8OHwccfF3mDP1nWJ7u5tflk5QBJCUklrguroPYACOOtcst6mam4uTydcoKTmFzMy8cuj2j/H19tD+nRu0lUZZWdl608mFXEfN+nnnm5SSUmL3PzYuXvu3lZUlm//cxYuvvAtqmD9zYqEp4QtaFnM7Xm/a6RF8Z4przOzcJoi5Qe3fuw9Sq3pl3F2dadGkvnY9lUrF+UshJu9ft0Y2J8f0pB/FKTbffYm9Hc+kmV+y+rctdOnwnF4TSWMKuuYxt/N+I52KsYlzUY4thBBClKQyEUTdionj2KlgALw83Phj5SLtQJblHOzp3E7/ASHkWgQqVV5HbwsLC+M7ztcZXPdhvzhlZ+c9hCenpPL6O9OwtbXht+Vf0aF1i0K2fDjxCYl60246NST5GZy7zpNNbjPAB0k/nH+/Cgz36+ToYJBCuzSJv6OfPVD3rX1+WVnZes0m3ZydS+z+6x736rVwxk/9jMoVAti69ju95A2myB8sKO81OyyNzgZfBsDTw43MrCzWb95JUA1Nk7s6+c4/IvKmyftPTs4Lpt1dXQpZ89HTvdcAc7/6kd37DzPp3ddY+OlHRRpDzZgcnYyQSmWZ+OdECCGEKJLS+2RqgkidpjL1alc3eHNfqYK/3nQ5ezv8fPP6A91NTDK6Xx+dmhDQr43J34xIpVKhVCoLbbaTmGS8z5Fu3yQXZ0cO7VyDZb7ALj0js8D9PqhgnWZ0CoWi0CAot7YpV0LCXaig+Tu3o7mHW8EJCUBTY/jH1n/o0vE5bfNJVxcnbKyttc10EnQCkqLutzjtuJeVMVfufY3JVyupS/c6ujo7FRrwXbwSqtdE1MPdBb/Ekrn/NyLzEioE1ajCxlWLtH2tchVWq2ZpaaENgnP7eOVPhhEXn6D97Kh0zlvvGMnGj1FQs0jdRAOgyaBnbm5GyLVwjp08p03MAYY1ZrpZ8vYdPIa9nS31aldn1a9bOH3uImeCLzFlwpt4erqhUCi069+IvMn1iCj+2XuIYQN7FilgCNHpG1beyDh1ap0XOT+u+M3oPgr6bQL485/9+Hp7FCng9cn3/V2yYLrRrHgZBXzOcr+voH8fPdxdCQuPBNCr3dfN1qgrf+13LrVazc1bxpsT6x5bN0hf/ssftH2uWZHGiBNCCCGKW5l4deiRr7le/nTCN/ONgVSjWkUC/Hy009E3Y/X6++TauE0/G9yBwycAzT/4R06c1VuW+6Y6Jla/2UxuwoDbcXkd1QESdGqBdMecSkpK0auNyfXxnK8N5j0MtVrN1p15ncIb1q2Jna0N1lb6SSFyx2i6qlN2gNPnLmn3s+fAMQDaPKcZ7NU630NubmAUfDGELxYv0wsQFAoFAX55D0G5+wXYfS+RxYMOIlsY3Qfx3HuhVqu1SRVy5d7XbTv3Ykx6Rqbe+Ectmzcs9LhbduRdc0tLCxo3qE15nc/io7j/uvc0QWfMLd2H/LuJSQYBVE5ODrO/WFLgfnWD21sxmiAzLt+YXrlZ6XJycvSStORSq9V6gYJu+eYv+um+xwWIjNYEg5u27+LqNf3PqZurs14glfuS48rV62zc/i+tnmmEpYUF129EUb1qRb6Y9T52tjZYWljgolOjuOWvPbww8E2qVipvEEDpNkGNj88r/z97DgHg4+VO/drVAbSpwiHvs5WdnWMwll3u9y7/2Fq6n9VPPv/OIGAv6Lunm+wDIDnF8IXOwaOnDJrt5vLQCY51mznrjuF2/tJV7W/vvoPHje4nf3NP3d8G3dYBesfWud+RUZr7l5aWzqdf/ljk4Q2EEEKI4lYmaqL8fb1oVK8Wx04Fc/7SVWbO/5ZXXu6DYzl7jp0KZuW6zdp1G9arhbOTI62faYy3pzvRt2JJSU1j0/ZdemM8bdi8kwNHTvJ8u2f58x/NGCrLfvkDpVJJaFgE5y9d1cuyNuvz76hSsTzf/W+tXtm2/rUHPx9Plq5cT5MGtbUPFyHXwtl38DgpqWlcux6Jna0NKalpZGVn89euA3Tt2ArQPCz9vHYTl0KuURxOn7vIoWOn2fHvAU6dvaid37nDc4BhjdO6jX9Sr3YNFi/9BWtrK20N3A8r1lGjWkX2HTzO2fOXcXV24tmmDTT78NHfx+9b/yEnR8X8RT/RrlVzg9qBXt068OmXPwCwa/9hftv0F0qFghVrNwLQUyeFeHHx9fbUBrX7D5/g9LmL7N5/FHs7W73al5nzv6V6lQr8b9XvetsfPHqaFk3OsGrdZu04S5B3HXXdjkvgr10HiImN53+r88Y1avVMY+ztbGn9bBPtZ/FR3H9fbw/tQ/TJsxc4fiqYC5dDUSoV5ORoHlwjIm9y+txF6gZpHvZVKhXzFv6kTU9uTN2gatpx1rb9vZfyAb5s37mXWtUrE3xR04doweLluLo4seOf/QZ9DEGTVEW3Ruvk2QscO3mO0Os3yMzX1yyXl4cbHu6u2trB1b9tpU3LJqz7409mThqjt661lSVVKpbX9pdcfy/9+rqNO8jJUfFiT00a8oZ1a7J63Rba3nsREBd/h4S7eS86bkTd5LMZE3i2mWGQXLVSIDt3aVLFXwm9zu9b/iY9I0N7r/u80FEbePn7enHxiuZe/rvvMAuXrOTw8dME+HkTfiMvs2Pu9+6bH3/BwtycrHvN8XQ/qzk5OVSrXEGvLPm/e39s+4fsnBzmf/0TIwb1YenK9QBs3bGH3t06aL+L1yOiGD/1M6oVkBwiNzMiaILWnbv/Iy7+DqlpecFf8MUQlv/yB5UqBBj8DuY6dFR/7DHd3wZ7OxuSjNRK1q1djd82aYYO+O/ISY6cOMs/ew5SqYJ/kQfaFkIIIYqbIisjueRHgSwG1yOiGPT6xEL7Lvh4ubPq+8+0SQo2/7mLsR/OQaVSYWampPvzbXF1ceLM+cvExMax+ofPSE/P5IWBowzeFE//YDT7Dh43eFPcsllDlGZK7QC9uRzsbVm2+FP6DNF/yAMY2KcLLZrUZ9ykOeTkqLC0tKD7820pV86OU2cvkpiUzC8/fk7jtv2024x9YzDvjBpapGvzTOeXidQZCye/yhUD2Lx6MTY21qSmpvFM55f1Um4DNK4fxIxJY+gzZAypaYYZshZ88gG9umkGflWpVHTs8yohofpvv7093dn0y2K9bHagqc3p2v8Ng7floLk2c6a+C2ge9Ft2GaRd9tmMCYUOnrvg2+V89d3P2umw039r//7uf2u1gVsuhULBT1/PYsLH8w3eyLdoUt9oTUr+dVYumYtSqeS9KfO0D+zG2Fhbs3HVIqpWDgRgy47djP1w9iO5/1t27Gb0xFkG8z+ZPI7U1DQ+uVfb5FjOga4dW2FpYc6h42coZ2/HrI/G0rHPq9ptdK/5sZPnePGVd/WabtnZ2rD061kMeeMDg9pdT3dXbSDl6+PJrk3LeHXMFBrUrcmX364wKN+EMa/w2cK82qh921Zqm24tXvoL8xYu1Vu/ds2q/LHya4MatW079/Lm+BkG+x/QuzOffvweoPnMDntrErfjEmhcP4i/9xzUBsce7q788OV0bYCZX2xcAm17DCPJSHPdukHVWbv0c22SiaUr1zPzs2/11lEoFCxdOJP3pswz+r1r16p5gZ/V/LW0KpWKTn1GGoyfVbG8Hyu+m0v/V97RnlfTRnWoW6sakdEx7D90gk8mj2XX/iPaz62vjycHtq/S7mPomx8a/K4Ne6kX167fMJjv5eGm1wLgsxkT8PX2ZOLH81EoDPuYeXu6E3/nrrY5YZ/uHfl85kRA0zeydbehxOUbf+77L6cbDN4rhBBCPC5loiYKoLy/D3+t/5HNO3bz+5a/uR4Rye24O9qxTrp1bM3APl30Mma98HwbfH08WfDNci6GXOOfvYeoWqk8bVo2ZcTgvtqmMVvXfseMeYs5ceY8VpaW9O/VmcH9u2tqHWbCwSOnsLay4oXnWzNu1BAAps9dzH9HTpKUnELDurUY//Zw6gZVZ/H8qSz6YRWh12/g4lSO/r26MGrEACwtLPDz8eKLxcu4eOUaf+06QLXKgXRs8wyvDOpt0EfmQbVs1hArK0uOnDiLubkZbVo25cNxI7GxsQY0qYV/+XE+0+cu5tzFK1iYm9O5fUvee2s4Ls6ObF/3PbO/+J5TZy+QmJRCjWoVeWvES7Rr1Ux7DKVSyfLFc/h4ziJOnrlAZnYWzzZtwIS3RxgEUKCpLdi4ahHzF/2PPfuPEHkzBj8fLwb27sIrg3pr1zMlTXROTg638jXj1PXq4L6kpqWzafu/RN+KpUrF8ox5fRBtWjZlzdLPmfbpIs4EX8bc3IxuHVvzzptDqN+qj3b7rh1bEZ9wl7PnL2Nra0OXDs8x8e1XjPaV8XB3pUv7luz49wCJScnUr1ODD8aN1AZQAN06tcbX2/OR3P/csv68dhPhkdH4+Xjx2pB+vNjreRQKBZUrBvDdsrVcDgnjr3/3U6VSIEMH9KB/r856tWz5NaofxPcLpvP1D6u4HBJG+QAfpox/g2aN6vLb8i+Z/cX3BF+8QsXy/gwZ2IP/jpzSPqAnJibR4+XRBFWvzNsjX8bFyZGVv27m+o0ofDzdGfZSL+1n0phRrwxApVKxYcvfRN+MpUnD2syaNMYggALo0uE5Fs2bzLc/rSE07Abenm4M7NNV77OlVCpZunAWP6xYx/a/9xGfkEjFQH+aNAhizOuD8fHyMNhvLndXZzavXsynX/7A6XOXiL9zFz8fL7o/34bXh72o95sz/KVepKWls2HL30RG36JqpUDGvTGEts81K/B7V87BvsDPan5KpZJli2czdfbXnDx7gazsbFo/04SJY0bg5+PJ9nXf89nXP3Hw6ClOn7tEQkIidWpVY8svi/H382bX/iMFnufi+VP5eM4i9h08RnpGJi8835qJb7+CuYU5CxYvZ+tfe0hNTaNF0/qMGNSHHi+P1m678tfN3I6LZ+HcyXh5uBr9bRg86n2jL3sc7O34ddkCps1ZxKlzF7C3s+ON4f0lgBJCCFGiykxNlCiYbk2U7hveJ8W5C1f4+vtVJNxN5MjxM9r5xmqi1Go1v/7+JyvWbkStVmv75IB+TdSDCKzbXvv3/WqCdGui8r/RfxoFXwzhvclztU3ZHBzs+PGrmTRpUPuBM8OJ0ik9PYOlq9br1SL279WZD98ZqTfGlxBCCPEkKxOJJUTZde36DQa++h49u7Zl0dyP7rv+tz+t4Yef1/HT17Po2qnVYyihKExScgqvjfuYV8dM0evjVM7BnqYN60gAVcZs/WsPz3Ubwv6DJ/TmN6ofJAGUEEKIMkWCKFGq7dp/BC8Pdzq3f86gaZmXh5vB+lt27KZfj054ergRpbN+/tTb4vGYNf87AHZtXk55f2/tfEkIUPZE3IjmnY8+5dv5U/lg3Kt6y+R+CyGEKGvKTJ8oUTa5uzprM54dOqaf2Ss3QYje+m4u/L71H6pXqahNvV7QuuLROx18iXpB1bgdl6CXvr5KxYASLJV4FIIvXQW1ZrDpdRv/1FtWpWL5EiqVEEII8WhIECVKtTYtm1Ix0J93Pvo03/wm+HobdvZ/5eXeDHtrEkPf/FBv/uD+3R9pOYVxrVo0ZsmytazZsF1vfq9uHUqoROJRaVCnBlZWFrTtMUx/ft2aerWQQgghRFkgQdRTwNLcnMb1g2jeuB6d2j1b0sUxib2dLau//4zPFv3E3v+OkZ6eTutnmzJ14ptG+9O0eqYxy76ZzcLvV3Lh0lWcHB0YMbgvXYyM32Qqa2srGtWrRfPG9e67PwUKqlYKpEWTerR6pvFDH/tJNX70cGxsrNiweSc3Y27j4+XBG8P70+bZJiVdNFHMPNxdWfX9Z3z29U+cPncJtVrFM00bMGXCKKNZE4UQQognmWTnewpkZGZiZWlZ0sV44plyHeWaCyGEEEKUXRJECSGEEEIIIYQJJDufEEIIIYQQQpjgiQ+idmzdyo6tW0u6GEIIIYQQQoinxBMfRAkhhBBCCCHE4yRBlBBCCCGEEEKYQIIoIYQQQgghhDCBBFFCCCGEEEIIYQIJooQQQgghhBDCBBJECSGEEEIIIYQJJIgSQgghhBBCCBNIECWEEEIIIYQQJpAgSgghhBBCCCFMIEGUEEIIIYQQQphAgighhBBCCCGEMIEEUUIIIYQQQghhAgmihBBCCCGEEMIEEkQJIYQQQgghhAkkiBJCCCGEEEIIE0gQJYQQQgghhBAmkCBKCCGEEEIIIUwgQZQQQgghhBBCmKBEg6jo6Jv07tOfCpWqUbVaEGt/XaddFh4eQf8BLxNYsSpBteuzZu2vJVhSIYQQQgghhNAwL6kDJyUl0b1nH+zt7Qg+e5ITJ0/Ru09/+r/Yj/j4eDo93w2AQ//t4+7duzz7XFs8PTxo06Z1SRVZCCGEEEIIIUouiFrw5UJOnz7D8WMHsbW1pV7dOrw/4T0Alq9YRcjVqyxfthQvL0+8vDx5vlMHPv/iKwmihBBCCCGEECWqRJrzqdVqVq9eS8OGDagdFASAvb097703DoBVq38BoGOHdtptWrRozr+7dpOSkvLYyyuEEEIIIYQQuUokiLp6NZSroaG0bdPaYJlarebSpcsEBPjj5uamne/m5kpWVhZRUdGPr6BCCCGEEEIIkU+JNOeLjIwEoEqVynw8bQabNm/F2dmJ6R9PoXbtINLT03FxcdHbxsnRCYDY27epUqWywT63btth9FhVqlSiqpH177edbCvbyrayrWwr28q2sq1sK9vKtmVn265dOhW43FQlUhN189YtAGxsrAkICODYkf8YNnQInbv2IPj8BQBsbW31tsnMzAQ0zf6EEEIIIYQQoqQosjKS1Y/7oFu3bqdn735s27KRDvf6PanVaqpWC2LIkJf5ZPZcataswYljh7TbrP5lLUOHjSDi+lW8vDy183ds3QpAp65dH+9JCCGEEEIIIZ5KJVIT5evnC8Cdu3e08xQKBR6eHsTG3sbX14fw8AhUKpV2+cWLF/H19cHT0+NxF1cIIYQQQgghtEqkT1S1qlVwcXHh2LET9OvbB4Ds7GyuXr3KkMEvY2lpyVcLF3Hm7Dnq1a0DwP4D/9H9hW4oFIqSKLIQQgghhBBFtvTSClKy0wpcbmduw4hqQx5jiURxKpGaKBsbG94ePYr/LVvBlSshqNVqvvpqEdbW1gx6eSCj3ngNBwcHpk+fRVpaGps3b+XixUtMGP9uSRRXCCGEEEIIk6Rkp2FnblPgf4UFWKL0K7HBdid9+D5qtZpuL/TCzMyM6tWrsXf3P9jZ2VGpUkV2/rWN98ZPpGr1ILy8vNiw/lf8/f1KqrhCCCGEEEIIAZRQYoniJIklhBBCCCFEabMweAl25jYFLk/JTmNMrdcfY4lEcSqR5nxCCCGEEEII8aSSIEoIIYQQQgghTCBBlBBCCCGEEEKYQIIoIYQQQgghhDBBiWXnE0IIIYQQoqy6XxrzwpJOiNJPgighhBBCCCGKmQykW7ZJcz4hhBBCCCGEMIEEUUIIIYQQQghhAgmihBBCCCGEEMIEEkQJIYQQQgghhAkkiBJCCCGEEEIIE0gQJYQQQgghhBAmkCBKCCGEEEIIIUwgQZQQQgghhBBCmECCKCGEEEIIIYQwgQRRQgghhBBCCGECCaKEEEIIIYQQwgQSRAkhhBBCCCGECSSIEkIIIYQQQggTSBAlhBBCCCGEECaQIEoIIYQQQgghTCBBlBBCCCGEEEKYQIIoIYQQQgghhDCBBFFCCCGEEEIIYQIJooQQQgghhBDCBBJECfG0Uasg5qzm/0IIIYQQwmQSRAnxtIm/guLiOkgIKemSCCGEEEI8kSSIEuJpolahCNsJajWKazulNkoIIYQQ4gFIECXE0yT+CqTFg6UDpMVJbZQQQgghxAOQIEqIp0VuLRRKUCgApdRGCSGEEEI8AAmihHha5NZCmVlqps0spTZKCCGEEOIBSBAlxNPAoBYKqY0SQgghhHhAEkQJ8TRICIHkaFBnQ1ZK3n/qbEiOktooIYQQQggTmJd0AYQQj4FlOdSB7QpdLoQQQgghikaCKCGeBvZemv+EEEIIIcRDk+Z8QgghhBBCCGECCaKEEEIIIYQQwgQSRAkhhBBCCCGECSSIEkIIIYQQQggTSBAlhBBCCCGEECaQIEoIIYQQQgghTCBBlBBCCCGEEEKYQIIoIYQQQgghhDCBBFFCCCGEEEIIYQIJooQQQgghhBDCBBJECSGEEEIIIYQJJIgSQgghhBBCCBNIECWEEEIIIYQQJpAgSgghhBBCCCFMIEGUEEIIIYQQQphAgighhBBCCCGEMIEEUUIIIYQQQghhAgmihBBCCCGEEMIEEkQJIYQQQgghhAkkiBJCCCGEEEIIE0gQJYQQQgghhBAmkCBKCCGEEEIIIUwgQZQQQgghhBBCmECCKCGEEEIIIYDefQdy7NiJki6GeAKYl3QBhBBCCCFE2ZSSksL6DX9w8NAREhIScHZypmHD+vTu1R0XF5dHcsx/d+1h+YqVLP/fD49k/0KABFFCCCGEEOIRiIuLZ/KU6bi6ujB82GA8PT2JiYlhw++bmPjBZKZ/PBlfX5+SLqYQD0SCKCGEEEIIUey+WbwEbx8vPvrwfczMND1Iygf4U79eXT6aPI0fly7j46mT6N13IMOHDubo8eOoVWpq1KjOnr37+G7xQhQKhXZ/c+d9gZ2dLaPfeoOjx46zevVaoqJv4ubqSs8e3ejQoR3/7trDom++AzRN89zd3Vjy7dcAnDx1mjVr1nE9PAJnJye6dn2e5OQUjh8/wWfzZj/+CySeaBJECSGEEEKIYhUdfZNTp88wf95sbQCVy9zcnLmfztKbt/73jQwbOoiaNaqjUqtYv+EPzp+/QK1aNQFISkrm+ImTTJ82mbi4eOZ9toAX+/WmSZPGnDp1mu++X4qfvx/NmzXh7t27/P7HJubOmYWZuRkAZ88F88nsuXTs0J7XXhtBeno66zf8wY0bUTiWcwBg6aUVAGwK385/NkcNzsnO3IYR1YYU+7USTyYJooQQQgghRLG6Hh6BhYUFFStWKNL6Xbt0onWrltrpWjVrsHvvfm0Q9d9/B/H08KBG9WqEhl4jJyeHpk0bE+DvT/kAf6ysrLCytMTGxgZHR0cUCgXe3l7a/f3663qaNWvKayNf0c6rWqUy496ZqJ1OyU4DwNrMCjtzG4My5i4XAiQ7nxBCCFH2qVUQc1bzfyFKIX9/f73ptm1bc/DgYTIzMwHYs+8Abdu2AqBixQq0a9uajyZP54cf/8eJk6fo0L5toQHb1dBrNG3SSG+ehYUFjRo1KOYzEU8LCaKEEEKIsi7+CoqL6yAhpKRLIp4SAQF+ZGVlERp6rUjrm5uZ6U03b9YUgCNHj3PrVgwhISG0bvWcdvlbb77OtI8/wsHBnp/+t4IJ739EfHx8gftXKBSo1YbzVfJiQTwgCaKEEEKIskytQhG2E9RqFNd2Sm2UeCx8vL2pUyeIlavXkJOj/5nLyclh8pTpzJo9t8DtrawsefaZ5uzZs489e/dTv149nJ2dAIiMjGL7n39RsUIgA/r346sFn5GZmcnf/+wCQCcXhVaVypU4dOiI3rysrCyOHz/5cCcqnloSRAkhhBBlWfwVSIsHSwdIi5PaKPHYjH7zDSIjo5g+4xOOHTtBeEQEx46d4ONps4i+eZNhQwcVun27tq05dfoMf//zL+3atdbOVyqV/G/ZClauWsP16+EcOXqMuLh43NzcAHByciIlJZWLFy+TkHAHgH79enPk6DGW/LCUq6HXOH/+InPmzkelkpcK4sFIYgkhhBCirMqthUJ57/W8EsW1naidK4NC3qOKR8vNzZX58+bw24bf+fGnZSQk3MHZ2Yn69esybuxo3NxcC92+SpXK+Ph4k5SUTMMG9bXzvb29+PCDCaxavZbNW7ZhZ2dLl855iSnq1A6iSZNGTJvxCY6O5Vjy7dfUqlmDyR+9z+pffmXXro9xdnKmS5dOVK1ShePHTzzS6yDKJkVWRrKRFqJPjh1btwLQqWvXEi6JEEIIUcrEXUJxYS2YWWuCKLUactJR1xwALlVLunRC3NcHk6ZSs0Z1hgx+6ZEfa2HwEqNZ+XKlZKcxptbrj7wc4skgr6GEEEKIssigFgq92ijpGyVKu4iIG1y+fIV2bVs/luPZmduQkp1W4H+FBVji6SPN+YQQQoiyKCEEkqNBaQFZ2frLkqM0y6U2SpRi//y7mxrVq+Hr6/NYjicD6QpTSBAlhBBClEWW5VAHtit0uRClVXZ2Nnv27mPQywNLrAy3YmLYtXsf/n5+1K5dk3IODiVWFlH6SJ8oIYQQQggh8jl95hybt2zXTlesEEidOkFUq1oZCwuLEiyZKA2kJkoIIYQQQoh86tSuha2tDWfOnOPylauEXgsj9FoYVlaW1KxRnbp1gvD19UGhUJCcnMLOf3ZRr05tKlQoX9JFF4+B1EQJIYQQQghRiNTUNM6fv8Dps8FER9/UzndxcaZO7SCcnMrxx8atmJubM3BAX8oH+JdgacXjIEGUEEIIIYQQRRQbe5szZ89x9ux5klNStPMdHOxJSkrG0tKSwYMGsO3uDlKy0wrcj525jSSzeIJJECWEEEIIIYSJVCoVoaFhnD5zjkuXr6BS5Q0bYG5uhmUzKxw9C05GIeNOPdlknCghhBBCCCFMpFQqqVy5Iq6uLnoBFEB2dg7pZ9JLqGTicZDEEkIIIYQQQjwECwsL7OxscbC3x9LSkuycbGL940q6WOIRkiBKCCGEEEKIB9S61bO0bvWswfyFwUtKoDTicZHmfEIIIYQQQghhAgmihBBCCCGEEMIEEkQJIYQQQgghhAmkT5QQQgghhBDFzM7c5r7jRIknlwRRQgghhBBCFDMZSLdsk+Z8QgghhBBCCGECCaKEEEIIIYQQwgQSRAkhhBBCCCGECSSIEkIIIYQQQggTSGIJIYQQQgghSsDSSyvum8FPElSUThJECSGEEEIIUQJSstMKTXVeWIAlSpY05xNCCPF0Uqsg5qzm/0IIIYQJJIgSQgjxdIq/guLiOkgIKemSCCGEeMJIECWEEOLpo1ahCNsJajWKazulNkoIIYRJJIgSQgjx9Im/AmnxYOkAaXFSGyWEEMIkEkQJIYR4uuTWQqEEhQJQSm2UEEIIk0gQJYQQ4umSWwtlZqmZNrOU2ighhBAmkRTnQgghnh4GtVDo1UapnSuDQt4vCiEeDztzm/uOEyVKJwmihBBCPD0SQiA5GpQWkJWtvyw5SrPcpWrJlE0I8dSRgXSfXBJECSGEeHpYlkMd2K7Q5UIIIcT9SBAlhBDi6WHvpflPCCGEeAjS8FsIIYQQQgghTCBBlBBCCCGEEEKYQIIoIYQQojRSqyDmrIxfJYQQpZAEUUIIIURpFH8FxcV1Mn6VEEKUQpJYQgghhChtcsezUqtl/CqhtfTSivuOKSQps4V4PCSIEkIIIUqb+CuQFg+WDpAWJ+NXCQBSstMKHXy1sABLCFG85LWWEEIIUZrk1kKhBIUCUKK4tlP6RgkhRCkiQZQQQghRmuTWQplZaqbNLPNqo4QQQpQKEkQJIYQQpYVBLRRSGyWEEKWQBFFCCCFEaZEQAsnRoM6GrJS8/9TZkBwltVFCCFFKSGIJIYQQorSwLIc6sF2hy4UQQpQ8CaKEEEKI0sLeS/OfEEKIUk2CKCGEEEKIJ4Cduc19x4kSQjweEkQJIYQQQjwBZCBdIUoPSSwhhBBCCCGEECaQIEoIIcRj07vvQI4dO2Hydu+O/4ClPy1/oGOmp6cz8vW32LR56wNtX2LUKog5K2nNhRCiFJLmfEIIIYpFSkoK6zf8wcFDR0hISMDZyZmGDevTu1d3XFxcHmrfvj4+uLq6FmndKVNnUKlSRYYNHQSAmZkZvr4+ODk5PVQZHrv4KygurkNtbgUuVUu6NEIIIXRIECWEEOKhxcXFM3nKdFxdXRg+bDCenp7ExMSw4feNTJzwPtOnf4yvn98D7/+9d8c88LYWFhZMm/rRA29fInIH3VWrUVzbidq5Miik8YgQQpQWEkQJIYR4aN8sXoK3jxcfffg+Zmaah/3yAf7UD7Dho+nz+HHJd3w8cxYAsbdvM2v2XM6dO4+dnS2dOnagX99eKBQKQNPkb/jQwRw9fhy1Ss3MGVOZMHESDRs2YED/vmRnZ/Pzql/Yt+8A6enpVKlcmREjhhLg78+UqTMIPn+B4PMX2LR5Ky/268OA/n0ZOnwkQ4cMom2bVvy7aw/LV6zktZGvsPqXX4mPTyCwfADDhg2mWtUq2nMKCbnKipWruXLlKnZ2trRt0xp3N1dWrl7D8v/98GgvaPwVSIsHSwdIi9MMsiu1UUIIUWpIECWEEOKhREff5NTpM8yfN1sbQAGgVmER8S/zXvQHey/U9/r2rFm7jkEvDeDllwYQHHye5StW4VjOgU6dOmg3Xf/7RoYNHUTNGtUNjrd5yzb27t3P2DFv4WBvz8pVa5g77wu++XoB48aOZt5nXxBQPoDePbtjb29vtMypqWls3rKdN15/FWsrK9Zv2MisT+by9cLPcXJ05MaNSCZPnUGjhvWZNnUSSqWSrdv+ZPeefcV78YzJrYVCCQoFoJTaKCGEKGUkiBJCCPFQrodHYGFhQcWKFfQXGKtNATp1bE+HDu0AqBBYnmth19mz74BeENW1Sydat2pp9Hjx8Ql4uLtTp3YQSqWSUW+M5L+Dh8nOzsbV1QVLS0vsbG3x9i540NqcnBzGvv2mdp2xY95ixMhRnDx5mjatn+P3PzYRGFie994dq60hGzvmLaZ8PIOIiBsPfK2KJPe6mVlrps0spTZKPBJLL62477hTklZdCOPklZYQQojiV0BtCkCFCoF6qwYGBJAQn6A3z9/fv8Bdd+ncieSUFMZPnMSG3zeSlZVFzx7dMDcv+ntBa2trvSDLxsYaT08PYmNvA3A19BqNGzXQBlAACoWC5k2bFvkYD8TguqF//SRTnyhGKdlp2JnbFPhfYQGWEE87CaKEEEI8lIAAP7KysggNvZY3U1ubYqmZzq1NASzMLfS2NzM3Q5UvODA3MyvweN7eXiz4fC4v9u1NZFQ0E97/iOUrVplUZgsLw4DL3MwMlUpTDgWgVhtul7+cxS4hBJKjQZ0NWSl5/6mzITlKW5snhBCiZElzPiGEEA/Fx9ubOnWCWLl6jSaxhBJtbUqOGqauvYyNhZLJPXJrlx4uEDly5BjW1tY0a9aEZs2a0K5NayZPnU6Xzp1wd3fTqz16UJWrVObI0WP07tUdpVLzvlGtVnPo0JGH3nehLMuhDmxX6HIhhBAlT4IoIYQQD230m2/w0ZRpTJ/xCd3b1MMz/jq3ktT8cTye6LuZzOjtr6lNAU1Ny0O4FhbGtu07eHPUa3h5ebH/wH9YW1trk0g4OTkSGnqNW7dicHCwx9bW1uRj9OrxAuMnfsj8L76iR/duKBUKtm77k7j4+Icq+33Ze2n+E0IIUapJECWEEOKhubm5Mn/eHH7b8Ds/rvmThDt3cS5nQ/1qgYxr7oObTwXUCgVwCcxND2p09e3Ti6ysbH74cRmJiXfx9fVl4oR3sLHRJGLo0eMFvvxqEW+9PY6+fXozoH9fk4/h4+PNzOlTWb5iFR9Pm4WdnS3t2ramVq2arFz1y0OVXwhROkmiDWEKRVZGspFW30+OHVu3AtCpa9cSLokQQggDcZdQBK9CHTRIMssJUcosDF6CnblNgctTstMYU+v1x1iikiXXQ5hCaqKEEEI8GrmZ5tRqGedICPHUkZqtsk2CKCGEEI+GsXGipDZKiFLjfmnMC6uVEfeXm0K+sOXiySVBlBBCiAemVquJir6JlaUlbm6uOgt0xjvKSSd3nKNSVRulVkFsMLjXKj1lKkvk+pZ6UgsixIOTIEoIIYRJ1Go1t27FEHz+IsHnL5KYmIi1tRXj3x2Tt1JuLRRAegJYO5e+2qj4KygurkNtblV6ylSWyPUVQpRhEkQJIYQokri4eM4FX+D8+Yt6qb4dHBxo1rRR3oq6tVCZdzXzMpPA0rH01EaVlf5apbW2p6xcXyGEKID8ogkhhCA1NZWoKMPxm+7cvct/Bw/zw9LlfLtkKfv2/0dcfDy2trY0bFCPIYMHMmb06zRtohNEJYRoxoLKSYOcLM28nCzNdHKUZnlJM9Zfqxj07juQY8dOmLzdu+M/YOlPy00/4L3anuIq/7+79jB0+MiH39Ejur6Pw2O/h8Ws2O6hEKJQUhMlhBBPufj4BH5euYak5GTGvP0GSoWSCxcuEXzhAjduRGnXs7KypFq1qtSqWZ0KgeVRKgt4D2dZDnX5tihuHABzFSjNQZUNZtao/VqAZbnHdGYF0K0pUygoan+tlJQU1m/4g4OHjpCQkICzkzMNG9and6/uuLi4PFSRfH18cHV1vf+KwJSpM6hUqSLDhrxUOmt7HvD6Pg6l7h4OHfRQxxTFSxJtCFNIECWEEE8LI02/Eu7c4edVa0lKTsbFxZmNm7YSHn4DtVozhKC5uTlVq1SiVs0aVKpUAXPzIvyzYe8FGfea8Vk7ax6k1WpNgoly/prlJSm3lsRMMzgvZpb37a8VFxfP5CnTcXV1YfiwwXh6ehITE8OG3zcx8YPJTP94Mr6+Pg9cpPd0+5OZeh6lLfvhA1zfx6FU3kNRqkiiDWEKCaKEEOJpka+jf1xcHMtW/EJamubNa3x8AvHxCSiVSipXrkitmjWoWqUSlpaWph3HoCaC0lMj8YBl+2bxErx9vPjow/cxM9MsLx/gT/16dflo8jR+XLqMj6dOAiD29m1mzZ7LuXPnsbOzpVPHDvTr2wvFveP17juQ4UMHc/T4cdQqNTNnTGXCxEk0bNiAAf37kp2dzc+rfmHfvgOkp6dTpXJlRowYSoC/P1OmziD4/AWCz19g0+at9G/qzoCW/qjUCjb+8j92Xkzn9u043Nxc6dihHS9066KtMXx91Nt079aVjMwM/tyxk8TEJCpVrMCgQQOpUb2a3vn+d/Awv6z5lZiYWAL8/Rg+bAg1a1bXLg8JucrK1Wu4cuUqCoWCoKCaDBn0Ej7enijCdrJwRzSpWWo8Ha3YfT6e2f0C8S3he19a7+GL/fowoH9fVCoVmzZvZeff/5bsPfTxBuDrRd+SkpqKp6cHe/bs45OZ0x4qyHwaSc1W2SZBlBBCPA2MdPT/adkqMjIytKvY2Fjj7eVFxw7tcHN7iKZNuX2ilBaQla2/LLdPVEnVSDxA2aKjb3Lq9Bnmz5utffjOZW5uztxPZ+nNW7N2HYNeGsDLLw0gOPg8y1eswrGcA506ddCus/73jQwbOoiaNaqT3+Yt29i7dz9jx7yFg709K1etYe68L/jm6wWMGzuaeZ99QYBnOfpUScTe1haAH/fEcOhyAkMH9iQwqClXr15j+YqVxMTGMnLE8Lx9b91GhcBA3h03BjMzJdu27+DjabOYM3sGlSpWACA1NY1Nm7fy2shXsLayYv2Gjcz+dB6Lvl6Ak6Mj4RERTJ02k+4vdGXwoJdISU7hr51/M2nyNBZMeQ2X5GhAxbHQRDoGOTG1py+e5ZQleu9L5T0sH0Dvnt2xt7cHYOlPyzl46AjDhg4iMDCg5O7h53NxdnYC4Pjxk3Ts0I4pkz/E09OjWO7F00Rqtso2CaKEEOJpYKTpl4eHO5GRUahUKgDS0tIJvRZGWFjYwwVRluVQB7YrdHmJeYCyXQ+PwMLCgor3HlDvp1PH9nTooDlGhcDyXAu7zp59B/QewLt26UTrVi2Nbh8fn4CHuzt1agehVCoZ9cZI/jt4mOzsbFxdXbC0tMQ+6xbeTs5gbsHtxEx2nL7N1F7lqetxC7WfLwH+/jjY2/PpvPn06tkdt3t9dezt7Zkwfpy2ZmNslcrExcWzYcNGJowfB0BOTg5j334Tb29Ns8uxY95ixMhRHD16nA7t27Jx4xZatnyWAf37actcp04QEyZO4t/DF+jTvB3Y7cbDBV4d0ldbe6Mu4Po+DqXxHtrZ2mqv8e3bcez4aydTJn9I3Tq1AUruHu7aTZ/ePQHwcHfn1RHDtPdQCJFHgighRNlVWtM/P24FdPQfOmgUKJRkZmZy585dEu7cISMjg2pVH7KmwN6r5Ps9FeQxlK1ChUC96cCAAM4HX9Cb5+/vX+D2XTp34sTJU4yfOIlnn2lO0yaN6dmjW94K2WmQlQJqB8jK5kpkEuZKBXX8rPRqexo2rI+ZmTkhIaHaB/BmTZsYJARp2qQxW7Zu105bW1trH75BU0Pp6elBQkICAFdDrxEZGcXu3Xv19pOTk60JUsq3BftL+AWWQ1FYwFqKPfJ7mE9IyFXMzc2pUztIb36J3cN7/Px8JYB6CEsvrbhvcz6prXpySRAlhCi7ZLBPjft09Le0tMTDwx0PD/eSLWcpFRDgR1ZWFqGh14pUk2FhbqE3bWZuhkqt0ptnbmZW4Pbe3l4s+HwuJ06c4ujxE0x4/yM6dWzP0CEva1ZQmKEuF4A6oJlm+s411IpbqAOe0wTJ92p71Go1arUa/WdgtcHxVGoV6KxjYWH4aGBuZoZKpdlWATzfqQOdOrU3WM/ezk7vvEuLUncPjVAb3hq5h0+4lOy0Qvs9FRZgidLvKX41K4Qo0/L1ASLfA9BT4z6JFJ7a6wKac485e99r4OPtTZ06QaxcvYacHP11c3JymDxlOrNmzy22Yh05coyLFy/TrFkT3n7rDSZPep+Nm7YQG3sbAIW5FZQL0NT4lG9L5eY9yVGpOJPoca8WSFMDcezYCdRqNVUqV9Lu+9Dho9rmm6B5SD906AiVK1WiqCpXrsT16+H4+fpq/3N2cmb58lXcuhVTTFeheJW6e5ivdqdy5Urk5GRz5uw5vflyD4UovSSIEkKUTU/wYJ8mKywYyE2koM7WNAHL/U+d/XgGvi1ioFLk9YqTCQPVjn7zDSIjo5g+4xOOHTtBeEQEx46d4ONps4i+ebNYx/u5FhbG5wu+4vCRo1wPj2D/gf+wtrbWJiBwcnIkNPQat27FkJqaei+LW3u+WriY/fv/Izwigp07/+Hrb77jhW6d9cY/SkpK4rP5X3Lp0mWuXAnhq4XfEHI1lN69exS5fL16difkaiiLvvmOy5dDOH/+InPnfU5MbGyR+xyVhNJ8DzfGbcWroTdzvpjPR2tmMGfXF3yw/GPmL/wKn2Y+/B67Rbvvp/keClGaSHM+IUTZU4oH+3wkCmu2WNJJHorapPJxN700kq2wsM+Gm5sr8+fN4bcNv/PjT8tISLiDs7MT9evXZdzY0bi5FW2Q1aLo26cXWVnZ/PDjMhIT7+Lr68vECe9gY6Npjtmjxwt8+dUi3np7HH379GZA/768OmIYbm6urPplrSapgYc7A/r3pUvnTnr77t6tK2np6cz/4iuSkpKpVLEC0z+eTIXA8kUun4+PN5/MmsbPP69m2oxPsLS0oF7dOowbNxoLC4v776CElOZ7mBKURr3udbjqHMr1f8NIT8zAxtmGqu2rENisvF6zr6f5HgpRmiiyMpKNtMJ9cuzYuhWATl27lnBJhBClRtwlFBfWavoA6Qz0qq45oOz1jVKrUJxYDMm3wN4LdYNRpSdQLGrZSuIcdD8jZfWzkc/ro96mR/duBoGVKHkLg5fct+/MmFqvyz18whT1voonUyn5l1YIIYrJ09YHqDQ3Wyxq2R73ORRQU1nmPhtCCCEeGWnOJ4QoW0rzQK/FrTQ3Wyxq2UriHO6TrVCIJ11ZSK1dFs5BlG0SRAkhilXvvgOZ9MEEGjVqYNJ2747/gFo1azDilaEPV4CH7AP07649LF+xkuX/++HhyvE4lOZgoKhle9zncJ+aygcJ3jIyMrl46TK3bsXw7DPNsLW1LfZii/tTq9Xcvh3HjcgobkRGcfPmLWrWqM4zLZqWdNEeu7KQWrssnIOduc19A0Hx5JIgSghRZCkpKazf8AcHDx0hISEBZydnGjasT+9e3fUygD0IXx8fXF2L1rF7ytQZVKpU0Xg2rdI80GtxegTBwGMvW0mcQzHVVObk5BB6LYyz585z+XII2dmaffnaZ1OrWfuSrwk0Ysm3X5d0EYpVRkYGkVHR3LgRxY3ISKKioklPz9Bbx8PdrYRK92iUtXtY1klNWdkmQZQQokji4uKZPGU6rq4uDB82GE9PT2JiYtjw+yYmfjCZ6R9PxtfX54H3/967Y4qxtE+B0tBsUZUNV/+ESs+DUuefk6KWrSTOoYg1lenp6Vy8dIXq1apgba2pJVOr1URFRXP23HnOn79IalreG2Z/fz/qVHSlVuZ+SAgs+ZrAMkatVhMfn6CpZboRSWRkFDH3xlzS5eDggL+fD76+Pvj5+uDt/RS8UBFClAgJooQQRfLN4iV4+3jx0YfvY2amectePsCf+vXq8tHkafy4dBkfT50EQOzt28yaPZdz585jZ2dLp44d6Ne3l3aAyd59BzJ86GCOHj+OWqVm5oypTJg4iYYNGzCgf1+ys7P5edUv7Nt3gPT0dKpUrsyIEUMJ8PdnytQZBJ+/QPD5C2zavJUX+/VhQP++qFQqNm3eys6//+X27bh7Y+e044VuXVAqNeV9fdTbdO/WlYzMDP7csZPExCQqVazAoEEDqVG9mt75/nfwML+s+ZWYmFgC/P0YPmwINWtW1y4PCbnKytVruHLlKgqFgqCgmgwZ9BI+Pt4AfL3oW1JSU/H09GDPnn18MnPaQwWZBko6dTnA9d0ownaitrCFwLaml60kzqEINZXp6emsXP0rN2/eIic7mwoVAjkXfJ6z586TkHBHu56bqyu1a9ekVq0aOJVzuJdhUA0lXRP4BFCpVJw6fZZy5RyoXKmiwfLMzEyiom7ea5oXSWRkNGlp+s2ilEol3l6emoDJzxc/Xx/KlXN4XKdQrKTZlxBPHgmihBD3FR19k1OnzzB/3mxtAJXL3NycuZ/O0pu3Zu06Br00gJdfGkBw8HmWr1iFYzkHOnXqoF1n/e8bGTZ0EDVrVCe/zVu2sXfvfsaOeQsHe3tWrlrD3Hlf8M3XCxg3djTzPvuCgPIB9O7ZXTt45dKflnPw0BGGDR1EYGAAV69eY/mKlcTExjJyxPC8fW/dRoXAQN4dNwYzMyXbtu/g42mzmDN7BpXuDTKZmprGps1beW3kK1hbWbF+w0ZmfzqPRV8vwMnRkfCICKZOm0n3F7oyeNBLpCSn8NfOv5k0eRoLPp+Ls7MTAMePn6Rjh3ZMmfwhnp4exXIvtEq62aIq+15TPFBc+wt1wHN5tVFFLVtJn4NaBbHB4F5LG/BkZmayZu16bt68ha2tDSdPnWH7jr+1m9jb21GrZg1qB9XE09ND+2KAuEuGGQaf9tooI9cXID09gz82bSEkJBQPD3cqVazAnTt3uREZReS9mqZbMbGo1fojsNjZ2eLn64ufX14tk7l52XiMkWZfD644E1BIMgthirLx6yOEeKSuh0dgYWFR5JHsO3VsT4cOmhqGCoHluRZ2nT37DugFUV27dKJ1q5ZGt4+PT8DD3Z06tYNQKpWMemMk/x08THZ2Nq6uLlhaWmJna6ttqnP7dhw7/trJlMkfUrdObQAC/P1xsLfn03nz6dWzO273+lvZ29szYfw4be3U2CqViYuLZ8OGjUwYPw7Q9HcZ+/ab2v2PHfMWI0aO4ujR43Ro35aNG7fQsuWzDOjfT1vmOnWCmDBxEv/u2k2f3j0B8HB359URw/IetMuS67shJwMUZpCTDuF79WujngT5BvjNzMzkp2UruX07DtAE06mpaVhaWlC9WlWCgmoSWD5A+9nRKs1ZEkuSkQGU4+MTWPPreuLjEzA3N8fK0pIvFy4mJSVVb1OFQoGXlyd+vvea5vn54OToWDa/S+KhFGcCirKQzEI8PhJECSGKXYUKgXrTgQEBnA++oDfP39+/wO27dO7EiZOnGD9xEs8+05ymTRrTs0e3AtcPCbmKubk5dWoH6c1v2LA+ZmbmhISEaoOoZk2bGDwEN23SmC1bt2unra2t9fpS2NhY4+npQUJCAgBXQ68RGRnF7t179faTk5OtF2j6+fmWzYe+3FootQKUClApDGujSrvcwEet1gY8v2/cog2gAMzMzChXzoFnmjelXr06Be8rN8Og0gqy0zT/f9pro4xc3wsXr7Dhj83aGqbs7GwibkQCYGNjo61h8vP1xdvbE0tLy5I8A2EiqcURT5sn5F87IURJCgjwIysri9DQa0WqjbIwt9CbNjM3Q5VvIFNzM7MCt/f29mLB53M5ceIUR4+fYML7H9GpY3uGDnm5wG3ytfy5N0+NWq1GP44xXFGlVoHOOhYWhj+N5mZmqFSabRXA85060KlTe4P17O3stH+bmRd8jk80bS3UvWBUoXjyaqOMDPBbq0Z1IiOjUKlUZGRkkpOTQ0LCHc4FXyg4iNKthVJlQnoCWLvw1NdGGbm+Fy5eNmii5+zsRIvmTalXt3bZfOFQQkqij1Vx1+JIPzFR2kkQJYS4Lx9vb+rUCWLl6jV6iSVA0/Tt42mzsLaxZvKk94vleEeOHMPa2ppmzZrQrFkT2rVpzeSp0+nSuRPu7m4GD1uVK1ciJyebM2fPaZvzARw7dgK1Wk2VypW08w4dPkrvXj20tVFqtZpDh45QuVIliqpy5Upcvx6On6+vdl5KSipffrWIvn164uTk9GAn/qAK6HvySOSvhQJNEPUk1UYV0PwuqMEogoJqAprPdVJSMolJSbi7FZImOzfDoMIcspI09yIjASwcyt7gzkVVwPXt8cJrBAT4ERcXT2RkFNE3b5GQcIerV0OpX1hNnzBZWajxKQvnIMq2Uv4vnRCitBj95ht8NGUa02d8QvcXuuLh6U7MrVj+2LiZ6Js3mT5tcrEd61pYGNu27+DNUa/h5eXF/gP/YW1trU0i4eTkSGjoNW7disHBwf5eJr72fLVwMa8MG0xAeX8uXbzMipW/8EK3znpjWCUlJfHZ/C/p2aMbSqWSrdv+JORqKJ++Oryg4hjo1bM74ydOYtE339GxQ3uys7NZs3YddxMT71tTl5qaikKhwNrauvjevBvpe/LIhO+F7HTN3yr92kWy00pPbVRhgaXuAL/ZaZr/52t+Z2ZmhpOTI05OjoUfJzfDYGosilsnwdwC1Nmo3WuCrfvjyZJY2hQwgLJZ4jUaNayvXS0jI4ObN2Nwdy/a+HClzdPUfK0o51oSxywr11c8mSSIEkIUiZubK/PnzeG3Db/z40/LSEi4g7OzE/Xr12Xc2NG4uRXfg1DfPr3Iysrmhx+XkZh4F19fXyZOeAcbG81DWY8eL/DlV4t46+1x9O3TmwH9+/LqiGG4ubmy6pe1msQUHu4M6N+XLp076e27e7eupKWnM/+Lr0hKSqZSxQpM/3gyFQLLF7l8Pj7efDJrGj//vJppMz7B0tKCenXrMG7caCwsLArcLuJGJMtXrAY0D+kODvbY29vjYG+Pg4O9wbS9vT1WVvfpF2Kk78kjrY2y9UDtVrPQ5aVCQYGlXvO7DE3zO5uHaH5n7wV2Hpr05ub2YG4F2RkoUm+jrt7v6WvKZ8IAylZWVpQvX3DfyNLuaUpCUBLn+jRdX/FkUmRlJBvpSfDk2LF1KwCdunYt4ZIIIUq710e9TY/u3QwCq8flzt27/P77Zm7HxZORkVGkbSwtLbSBlb2DfoDlYG+PQ04MDuFbsLC0hpx01DUHPH3Nx/JTq+6N2XQL7L1QNxiVF8zEX0ZxdrlmgN+MRFDnaDIMWpUDVRbq2kNNv35xl1BcWKupeVEoNB30ntZ7oXt983vQ61tKLQxect+H/DG1Xn+MJXp0Zp/+nMLqzdWAvbl9ka5HUWuYinp9i/M+PE33VDw8qYkSQojHxMnRkeHDBgGa8YiSk1NISkomKTmZ5OTkvL/v/T8pKZnMzCzi4xOIj08oZM82WJuDg6UVDsGbsfepkRdw6QRf9vZ2mBWS0KPMMJLUQPvgntv8LuVe8zulhebh3rUG2D1A8zsTal6eCqVhEGhR7NRqNWaKgn87stU5Rd5XaU5AIckshCkkiBJCiBJgaWmJi4slLi7OBa6jVqvJyMjUCbCSSEpK0U4n34kl6U4cSZkK0rMVpGcriU1VQVxwgfu0tbXVNB3UBld2mlotnXl2traGYyEVIDziBgcPHaFRw/rawYr1T+IxJr24d7xCx2zSbX5nodP8Lu026hoP0PwuN7GE0gKysvWXPY2JJUp6AGXx1CnOflHSx0qYQoIoIYQopTQJKKywtrYy7HOW22QtLQu1mRVpWZCUCUmpmSSr7Ul0bZxX05WURHJyCskpKaSmppKamsqtWzGFHtfezk6vBkvbhFA7zx5bWxtu3IjkypWrXLlylaCgmnRo1wY7O9u8nT3OpBf3jmcsqYFeMFOUdYpKal6EAKQWRzx9JIgSQjw1lnz7dUkXofjo1IAosrOxVYCtFXhaAaoY1DXdwKWF3iYqlYqU1FS95oLJyckkJado5yUnJZOSmqpZnpxMdCFFUCqV2NnZUa6cA0lJyZw7d55LFy/TtGljWrd61rSkF8VRY1WUpnVgevO7wsomNS+iGJSFTHSlvXxCFLcSDaLS09O5dPkKfr4+2NjYEHz+ApaWltpxXhZ/u4T/LVtBbGwsDerX56elSx7/+CtCCFEaPUANiFKp1PaT8i5k1zk5OSSn6AdWSckp9wKvJJKTNH+np6eTlJSkt21Wdjb7DxykTu1auKhjCu6blF9x1FgVpWkdmN787nHXpomnjmSiE+LJU6JB1ImTp2jVur3evDmfzKRundos+uZb3nl3Ap/N+5Qxb7/Jm2+Nof+AQWzftqnIbfWFEOKxe1x9gB5hDYiZmRmO5crhWK7wpmhZWVls2/4X54IvoFZrEr1aWJgT4O+Ps1M5FCdXUWDfJF3Flaa9iIGlScHn404hL54YT1PzNaVCQQ6qQpcXt7TsVJKykgpcbl5IogshHocSDaKCg8/TokVzmjRuxJkzZ0lLT6dnz+5kZmYy65M5VK1ShbdHj0KpVPLuO2OpVbs+R48dp2mTxiVZbCGEKNhTVGthYW7GjfAwFAoFVatUom6d2lSqVEGTATDuUtH7HRWWTc8URQ0sTQk+i6tsoswpzuZrKdnJJGcnF7jc1BCluJsH2hUhfXlRJWcnk1LIueaOu2NjbvvE186VhWaaomAlHkT16d2TMW+/pTd/06YtxMXFM6D/i9p0vFWqVMbd3Y0tW7ZKECWEKJ2etlqL+CuMrHkLVY3+WHvXyptvStrv+2XTK0mluWyiTFGp1YXWrJiSQhxKdxpxBXmBUkHLywppplm2lWwQdf48ffv2Nph/6fJlAOrVq6udp1AocHN1Jex6+GMrnxBCmORpqrW4F2BYmakhajdqrxp5gYUpab+LM1NecSvNZRN65I3/o1Wc1644a7WEKEklXhP11VdfM/rtcVhaWtKzxwtMnPAe0dE3AXB1cdFb39HJiduxt43ua+u2HUbnV6lSiapVKhdYhoK2k21lW9lWtjVtWzXNzA5TzjIHS/OCay1KV5kffFs3xW3qmN1AaWmHdUED2gIXLlw02Dbm0BmSuUaVyhWpllRwjdWWQ6EU9F760Z+v5n5ak04OWdplNpYKLAupjSpN9+hp2va2RzzmKs0jjbW1FdZWVnrLdR/MS0uZ9fgUvAg0Y8Y96HPOnbuJBvOyldls3bajRM43zSMNM0ulwT3Kv22aRxpZqiyDZcbu76Mu84Num3sOT1KZy/q2Xbt0KnC5qUosiEpLS+PrhQvo/HwnzMzMWPDlQqZMnU5Cwh3S09MBzaCQujIzM7H39CiJ4gohRKHcFHHYKtJQKew0M8p0rYWaysoQVGrFvQ7lCsMBbe/1OwoNNnwIymWbfkO/xionU3PdAJKjcFU4Ead2ewznY8hVEYeDIgmV2gwlmdr5CrX50zmIrhBCy1jNZ5pH3rSFypxqt6uQrcwm2yybDFU6iemGL4QKa9YoSj9FVkZyid3Dw0eOUrVKZZydnVGr1TRs3JyQkKtMGP8OM2bOZt2vq+nZo7t2/Ro169KmTSsWf7NQO2/H1q0AdOra9bGXXwghAJ2Bb++Auc7bxuwMsHFG3WBU2epDE3cJxYW1mmZuCgWo1ZCTjrrmANMCi+SbEHde83dKLIqbx1F7NQQ7d80815olNwaTbtmMca1J72HvMOmDCTRq1KDYD3/u3HmmTpvJqp//h42NdbHvv6zp3XcgjQY3xLO68RetKdlpjKn1usH8d8d/QK2aNRjxytBHXcRCvbviQ27svEH98fWMLlcDk+q+V+T9LQxect8mc8aux+NQ1LKVhXP45NT8+/Z1+6je+EdRRPEYlFhN1N9//0uXbj1Y8t03DB82BIVCQfVqVTl79hzW1pp/MK5du65dPy0tjWthYYxv+E5JFVkIIYwzpQ/Qk6CwNO2mJI24n9waq9wg1MwKRdpt1DX6lXjQmaJwYP3eaA4eOkJCQgLOTs40bFif3r2645Kvqbl4tFJSUli/4Y9Hci98fXxwdXUt0rpTps6gUqWKDBs66KGOaYyV0gqFQoGHtbvR5dJPSIjSp8SCqODzF6hVqybDh+V1VrwWdh17e3uGDhnEtOmz2L//AO+MexuAw4ePoFKp6Na1c0kVWQghjHuAgW+LVXGPTVVYmvZHETCWsoQccXHxTJ4yHVdXF4YPG4ynpycxMTFs+H0TEz+YzPSPJ+Pre59OLKJYPOp78d67Yx54W0lm8WjJOFGitCuxIKpFi2ZM/Xg6+w/8xzMtmrNlyzaOHTvOhx9MwMPDgxGvDOO7JT+wf/8B6tatw4xZs5k44T08PT1LqshCCGHcIxz4tkiKc2yq+6VpL+6AsRSmEf9m8RK8fbz46MP3MTPTlKF8gD/169Xlo8nT+HHpMj6eOgmA2Nu3mTV7LufOncfOzpZOHTvQr28vFPdq6dLS0lm5+hf+++8QGRkZ1KxZg1dfGcabo8dpmwKuWfsbx4+foHnzpmzb/hej33wdc3P9f57VajXbtu3gzx07iYmNxdnZidatWtKndy8sLDTr/v3PLn7/YxNxcXF4eXkxcEC/J35IEFPuRdqdNI4sP0bctTgsrC0o3ySAym0qae9F774DGT50MEePH0etUjNzxlQmTJxEw4YNGNC/L9nZ2fy86hf27TtAeno6VSpXZsSIoQT4+zNl6gyCz18g+PwFNm3eyov9+pASlIat0prQA9eIOBpB2t10bBytCWgSQIUWgdoA6/VRb9O9W1cyMjP4c8dOEhOTqFSxAoMGDaRG9WoAWJlZokbNtdPXCfs3jLQ7adh52FH5+co4lXfSNh0LCbnKytVruHLlKgqFgqCgmgwZ9BI+Pt4AfL3oW1JSU4m1uM2Nk5HUH1EfWzf9/uVQsgMBFzVdelkYJ6okBikWj0+JBVGNGzXk+yXfMHr0WO4mJuJgb8+smdMY/56mud6CLz7Dzs6OocNfRa1W0/2FbkyfNqWkiiuEEKVTcY9Ndb9aoQcIGGNiYhk/cRJvvP4qLZo3NX684k4j/oC1c9HRNzl1+gzz583WPrTnMjc3Z+6ns/TmrVm7jkEvDeDllwYQHHye5StW4VjOgU6dOqBWq5kz9zNiYmIZ+eor+Pr6cD74AnM+/czguGHXw/Hw8GDi+HcoX96fK1eu6i1f++tv7N6zj0EvD8TP14eIGzdYuWoNt27FMHbMW1y5EsLib7/nzVGvUaVyJXbv2cfnXyxk0cIv8PAw3kSstDP1Xlz+5wrVO1ajeseqxF2L58L2i1jaWVK+aYB2nfW/b2TY0EHUrFHd4Hibt2xj7979jB3zFg729qxctYa5877gm68XMG7saOZ99gUB5QPo3bM79vb2/C98FcFbznMz+BY1ulSnnJcDd6MSubDtAqkJaVToXCFv31u3USEwkHfHjcHMTMm27Tv4eNos5syeQaWKFXjO6xmCM86TfSqL90e/i7WVFes3bOTcmmAWfb0AJ0dHwiMimDptJt1f6MrgQS+RkpzCXzv/ZtLkaSz4fC7Ozk4AHD9+ko4d2vHmtNcoH+BvEJCLh1fUwZElnXvZVqLfrP4v9qP/i/2MLjMzM2PO7JnMmT3zMZdKCCGeIAUEPQ/Uj+QR1QpZWlni6+uDg4P9fY5H8R33AWvnrodHYGFhQcWKFe6/MtCpY3s6dNDUzFUILM+1sOvs2XeATp06EBx8geDgC3z5xTz8/f0ATS2KpaUF33z7vd5+LC0tGfP2KKyMpEFOT09n46atTJs6iWrVNOcSGFiegIAA3n3vfQYPGkhcfAIWFhY0bdIYBwd7Br08ACcnR1Tqgt+Cl3am3gvvRt641tdkc/Rw9yQ+MoHwUxG4NXTXPsh27dKJ1q1aGt0+Pj4BD3d36tQOQqlUMuqNkfx38DDZ2dm4urpgaWmJna0t3t6alwjpd9O5fiScpsMa41ZZc1wHTwcsbCw4tvI43i28tfu2t7dnwvhxKJWaz/PYKpWJi4tnw4aNTBg/DoCcnBzGvv2mdv9jx7zFiJGjOHr0OB3at2Xjxi20bPksA/rnPTfVqRPEhImT+HfXbvr07nnv3N15dcQwbQ1caVPYALRbP9pO0EtBUA2u7brGncsJPPvWM4+5hPdX3IMjiyeTvJ4QQognVQFBz22VC5OnzjS9H8kjqhVycnRkzifTDRc8qoQcxV07V4gKFQL1pgMDAjgffAGAq6GheHt7aQOoXM2bNzUIojw83I0GUACRkVFkZGQwddosg2VqtZqYmNs0qF+X2kG1GPfuBJ5r+SyNGzWk+wtdS+2D9KPQv0lvmtfKq+ncHLqNbdt3aDO4bWU7/v7+BW7fpXMnTpw8xfiJk3j2meY0bdKYnj26Fbh+bHgsCjMFOb4qYtJj8xaUB4VSQWxE3rxmTZtoA6hcTZs0ZsvW7dppa2trbQAFYGNjjaenBwkJCQBcDb1GZGQUu3fv1dtPTk62XqDp5+f72O/7o0z+IURpJUGUEEI8qQoIer5Z+GWR+pFkZmby67r17N33H4l37+LtZEH3ek60rXvvLbFCQa8vLzCy43KOxdgTfP4izk5OdOzYjp49XtDrazJyxHCOHT9B8PkLBuukpaXz8uDhzJg2haCgmgCcOnWGtWt+ISz8BlYW5jSo4c+grk1wKafTf+NBE3I8RKKKgAA/srKyCA29VqQaEAtzC71pM3Mzbe2PQqFArTYcRcTYPHOzQjrJ37vOUz76ACdnR4PFHu7uWFpa8tGkiVy4cImjx46z4Kuv8fb24sP3JzyxKdKL817kKuw6e3t7seDzuZw4cYqjx08w4f2P6NSxPUOHvGx0fTVqUIMSJQqdQaHVRkf/MZynUqv0xpLO7duWv7wqlWZbBfB8pw506tTeYD17Ozvt32bmjzfhwtOYiEWhUKAqpK9T7m9jUft/iSeTBFFCCPEkKqApXPSdLE6dv8r8eZ/ctx/J/M+/Iio6mldHDMXTOo1zu9by/a5oktKz6NEg7+3xmr1hDOrXlUGDXtL2+7G3s9M2YwNY86umb9CgQQMLXCfXmTPnmPvZF7w08EVeC6pFQkICf2zczNQf/uXzzz7FysqyGK+LaU0Dfby9qVMniJWr1+gFoaBpbvXxtFlY21gzedL7Ro9NUpR2skrlSixbvpLr18MpXz6vX85/Bw+bdEp+vr5YW1sTeztWG4QCHDp8lP37D/DuO2MICblKxI1I2rR+jpo1q9P/xT68+tqbHDp8hDatnzPpeKXFQ92LB3DkyDGsra1p1qwJzZo1oV2b1kyeOp0unTvh7u5mULtj522HWqUm8VoijhXzgtuEy3dADbY+mhcCyVkpbNq9jciqt1AoNftQq9Wc+vcUlu6WLL20ggqUv2/5KleuxPXr4fj5+mrnpaSk8uVXi+jbpydOTk4PfQ0eRFGTf+S+tDn470GyUv7P3n2HR1VtDRz+TU1vpPdAEkroHRREaVEQpKkgKCCigqhYQKWjiILlfnaxoCi9CSIgVorSm0BCSwJppJFC6iSZmfP9ETJkSJuBSWW/z8O95swpewph1ll7r1WMnasdTXsF4d/Jr5orlNAWajn/+wWSziRTXFCMrZstex4Jo889N6ZnJiUls+LHVUREnEWn09G8eQhjxzxKaGgIgKGIy3339WHL1m3k5eXTPDSEpyZNMCvQszdxrZOozti4iSBKEAShIapkKlxsWj4qhYxmztoqDoaz585z7PgJPvnog5LKXrnJBDqOQOYaweqdRwkf/CBWKiVwnvBe7RjQry/YexnW/ez7d79RgFTR2qCb9ym1YeNmRo0cxpAHBxn2b9+uLZOfmcbhI0fo3es21kBYYEritKnPMnvuAha++TZDhwzGw9Od1JQ0tmzdRlJyMgsXzKn02rKUE6Avee1btmxBh/btWPzue4x/YpyhsMSu3/8w6ylZWakZOeIhln/3I0VFxbRoHkpsXBzffLuCoUMGIZfLKSws5LPPvyQ3J5f2Hdpy/vxFCgo0uLu5mXWt+uaW34tbcOnyZXbs3MXUKU/j5eXFP//ux9raGnv7krV8zs5OxMRcIiUlFQcHe9ROajw6exC9NYbAAQHYeNiQm5BL3J/xeHX3RO1QcjNAjx4K4NyGcwT3bopMJuPSgVhyruRw99CeJhcXGD5sKK/OnMWnn33JwAH90Wq1rF23gWvZ2SavG7M0c4p/lN60CR0UShN3Z65GpxPxcyTF+cU061X1+CVJ4siPxwDo8HA7VNYqkqJS+HLZtxQXa+nf7z6ysrKYNWc+Pbp3Y97cN9AWF7P3n3+ZO/8tlry7iMCAkqmccfEJHDt2gldeegGtTsfKVWt5+52l/N+HS1Grb+MGjnDHEUGUIAhCQ1RJqXHp2iWQpVQ7Fe7ixSi8vb0MpZFLq+71cOjANz/tJ/GajGad7gW+pmmHe40q8gUFBBAZedbofBWuDbppn1LRMZc4f+EC6zdsNtqu1WpJSUmr8BiTWKhQhZubK+8vfYeNm3/im+Xfk5mZhYuLMx07tmf6i9Nwc6ugOWuZdVhoC0p+lsmZOeMlfly5hq++Xk5RUUmJ89dnvsLUadPNemojRwzDzs6O7Tt+Zfl3P+Dm6sojD48wBKKtW4fx/LSpbNq8hR9XrcbZ2ZnxT4w1ylw1RLf0XtyiUSOHU1ys5etvvic7+xq+vr7MnPGSYTrkQw8N4f8++pTnnp/OqJEjkLeU4X+/PypHFfG7EyjKLsLK2QqfPj54dPUwKl/d9O4gdEU6jq89SVF+EU4+TnR/shuO3o4mB1E+Pt68vWgBP/64mgVvvo1araJD+3ZMnz4NlUpV/QkqcLu9rkwt/lH2ps3GzJ+xU9rg4OmATCbj/B8XCOwegEJlPA1RLVehQ0+etoDMS5lcS7rGXa/eZdivpW9z7vPvzZat2+jf7z5+3fUHTYOCeObpSYZztGrVkmvXstmxcxdTnnkKALlczssvvYCdXUmm8KXp03h2ygtcjIqmdVirql8wQShDBFGCIAgNUSWlxgPUSRR//wcxqQU0s6/guGqULteRX/4DmpZMMapwrYneeD2AKfuUkslkjBn9CF27di73mJNj+TU/JrNgoQoHB3smjn+cieMfr3SfzRvX3PjhegZsUFd/BnXSIF2/lrW1NZOfmsjkpyZWeuzoR0cx+tFRRo+3aRNmfH5K1sPcHz6g0vH0uacXfe7pZcrTazAMX/K7QFiX1obthWhZnbIRu/SSL/k3v1ZQUihi0APhhp8r2ue9pYsN/61QKBg3djTjxo6ucCzBzZryyUcfGH7+OGIZdkobvPp5QAWt08oGJzKZjJB7gwm5N7jCc/e9rw997+tT5figJGs7b+4bFZ4D4PlpUwDTg6OqKuXd/Bxuh9FNm8wb271aexLxSyS5abk4+Rj/3e/o2h69tY4XWj/D1uhfOFV4ioNLDhrtI5VZ8xYTc4lTp8/w6BjjoE+n09G2zY3PjqenhyGAgpI1hba2NqSlXRUNlAWziCBKEAShETF1HcmoEcNZ8cMqrlxJupGNAg4cOIi9tRJfZyWyS7/XyBhDgpuRkHiF4cOGGrYlJ6fw1TfLeXryk+VLoZvK0o2ATVUPGwY3FrX1Jb+xqa3XzdziH2BcbKFQWwhAga4Q5fVt1oryVSplMhmurk0qDCDlpX/HZNCtWxceG/NIuX2srW8UV1FV0DdLoSi56WPq6yYKRghwC0FUZmYmhw4dITklhbS0NOzs7PD09CAwMJBOHTuUK+EpCIIg1C5T1pH4+frSqWMH3nn3fcY/MRZ3D3dOnDjJ2rXrmdDLFbWtU8laohrw6COjWPDmIpydnLjrrh7kZOew4sdVODk64uXpeesnvoVGwBZRUw2DG7pbbHhcJW0B1JMvqKY2XG3MbuWmTdlMzi/bd3La/hQz7nkBtVrNbnYz0LdvueuEBAeTkZGJUqHEy+vG74h16zcik8l45OGRhAQHs3ffP3h5ehoaDOt0ev730Sf07nUXbq6Wm/opslECmBhESZLEqtVrWf7d9xw4cAidToeNjQ3Ozk7k5eWTnZ0NQJMmLvTv15fp01+gS+dONTpwQRAEoWKmriOZ8ep01q7bwJdffUtubg6+vr5Me6AZvZupDBmVEpZt2BoW1pK5c95gzdoN7Ni5C1tbG3p078bYxx616HVqRU02DG7oTGx4nJubR2LiFRISr1BcXEy/vn0qXuOj1YAmE2xkNwLWOiRRdaBUUaHzxui2btqs28D4J8ZVW9ChVasWtGvXhsXvvse4saPxcHfn0OEjbNq8hXlzZgFwf3h/fvv9D5a+9z+GPTQElUrJlq2/cO78eZ6aNKEWXgnhTlNtEHXs+AmenTKN3Jxcxo0bw8L5c+nUqSN2ZXoS6HQ6YmPjOHzkCPv2/Uv4/Q/y4IOD+PzTj4z2EwRBEGqHKWt61Go1Tzw+licev94HJ/08srPrSjIpAAo1P01vhdTMeBqcKWtNyu5jY2Ndbp+2bVrTdlHrcsc1OJWsw8otAjvtbTQMbugqaXis1+tJTU0jIfEKCQmJJCReISvrmtGh7du3xdurgoxkUXZJZFKYA7Z1H0SZWua650s9G/X0rtu5afPc1GdMqsYpk8l4bcbLrF67nq++Xk5eXj4B/n688foMQ/EUR0dHFi9ayPc/rOSdJe8DJcHXWwvn4ex0G2stBaESsuLC3Epvlvz22x+88upM3nprAUOHPFjhVL0NGzcRE3OJIUMGE9aqpKpJVlYWS9/7kMjIs2zetK5Gp/jt2r4dgPDBg2vsGoIgCI2epEd2/HMoyAJlmTUJ2kKwcUHqNOXOzahUJTcZ0iONNkUnZbPmr4sM7OxHt7vvq5sphnXtekCer7cmMbOIeHUbEjIKuXIlieLiYqNdVSoVPj7e+Pn60KxZkKEUNdwo3mDIQslkJdVPbFxAYU2etoAXWj9T28/OeGyVKB1bXRQrMHVspu53pxCvh2COKjNRJ06eZM/uP2jSpEml+4QPHMDWn3+h5119WPLu2zz7zGScnZ1Z/Pab/LhyNenp6bi7u1t84IIgCIIFWbCy3R2lgnVY5yJ2AVDs0KxRBVAajYbEK0k0DQqs8OaoJEmkpV0lISGRxFN/kZBpRXqBDLACLhr2c3FxxtfXBz9fH/z8fPBwd6/+ZmtR9vX/kAFSvclGmaIxrJ8RVesEobwqg6jXZr5a7QkcHR15cPADvDj9FRYsfItnn5lseOzxcY/d/ggFQRCEcnQ6HRejojl9OoKCAg2PPDzcqAKV2eqqsl0j8sefu7G2tiIuPgGAwAC/Oh6RaUz5gjzE5QHWb/yJrKxrjH5kJCEhzQxBVULCFRISE7lyJYnCwqIyR8pBDgonCaUzyN2scPBw5On2Eyu7VMW0GtDrjNec6bWg05j9XAVjplaZS9WkVbnGK6+KAhuC0FiZVZ0vIyODd959j4OHDpOSnAKATq/jypUk9Ho9rk38qzmDIAiCcKskSeJKUjKnT0cQEXmWgoKSL5FqtZriYi23E0PVWWW7RkKSJI4eO4FWW5LFUygU7D9wiMDAALp361LHo6tadWWds+Ky+e7nVRQXF+Pk5EjE2XP8+dce0q5eLbevzEaGlbOE2kmPykWOygFkcllJpT65ljxloVljs1PakJ+fer2CQ2kZBxnIJCjMxs7Ww6zz3SlMDY5MzR7pJQmlrKTJrVQsgbJknVIpraS7jdHWH6J0uWAOs4KoiU8+za+7fkOSyt+PkMvlzJ07y2IDEwRBuBPl5xfw667fCQoKpFPH9gBcy87mzJlITp2OID09w7Cvh7sb7dq1oXXrVjjY32JvJcEiZDIZXl4eJCRcAUClUnLhYjSSRL0PoqqSeSgLTcKNwOfatWxOn44ASgJFby9P/Px8rk/P8+W7y99jV5hzPWt0/Yt16VcGXRHoy/cAqsok9x7ITq8omWZ6M30xUuDQ8tsFi0+tkzQSuiQ90hU90jWQN5WhCFNY9Br1gaVfNzENsnEzK4jas3cfrVq2oGfPHnh7eyGTyVAoFHh6ejKgfz8CAkQmShAE4VYVFhayZt1GkpKSKSouRqlUcur0GS5fjjPsY2drS5s2rWjbtjWeHh5Gd4OFuuXv52sIojSaQuzsbLk/vH8dj+rW6XV6owAKwN7ODn9/X7p164K3141+PAYyOVhVMfXT3M9rPZ5m2tizFvn5+Zw9d4GIyHMQB/rSVgcKkDmK3zumEM2iGzezgih/P19+2ryBpk2Damg4giAId4ibGpEWFxezbsNmkpKSUatUXL4cR1RUDFByx795aAjt2rWmWdMgFIrGdwe4MfDz8wWOACXv2SOjhuPk1HDXkskVchza2pN/pQC7Yluys3PIzcvj7LkL9O51V/kACkCmAFUVwYO5Xxrr8TTTusggmJrZMGW/CSFj2bnrD/Ly8nhk1HBkMhmFhYWcvxBFRORZLl2KRa+/HjjJQeYhQ+4jQ+YhQ6YQQZQgmBVEffD+Uu5/YAiDBt2Pq2vFFfvmzH7DIgMTBEFo1Mo0ItU7h/DN8h8MU/WKrpeA9vX1pn27trRq2QIbm4ZRiexO5uvrY/jvwYPCjX5uqOyb2yFrJueF1s9w7Vo2sXHxaLVa3N3d6npodyRTMxvV7ZdblM9PW7Zx7vxF7OxsiTx7jrNnLxAVHWNY1yeTyQgObkrrsJb8rNmJUi1u3ghCWWYFUTt2/sqly5f5/Itlle4jgihBEIRq3NSINNZFZbTWqVRW1jURQNVzN9/xVzdTgxJ2y/9hd8Q/jWrNg5OTI+3a1s8GyWLtibE8bS65lVTMk/QS0kmJc0k5yOVyCguL+GnLL4bHA/z9aN26Fa1aNsfW1haAbSd/rZVxC0JDYlYQtW79BoAKC0sAYm6+IAiCKTIuQkEGqB2gIJ2goCJ69OhKTnYOICM7J4ecnBxsrK1rtFm5cPtuvuNv19Gm3ONCzRNrT4yVraZ3s+L9Wrh2fT+9Hr1ej6eHO23btiYsrCWODg7ljpHJZDfWRFVAfP8T7kRmBVF6vcRXyz6nd6+7K54LLQiCIFStNAuF/Poieznyy3/Q/74pJYvyBaGWWbJAQmMvttDQSZJkCKDKSruajq+Pd4UBFICntbt4XwXhJmZFQvffP5CzZ8/Rrl1b3Fxda2pMgiAIjVdpFkpxfYqeQg0F6ZAZBU2a1+3YhDvSnTTN7U4nk8lQ9JCjy9DTy70HR+NOUpxXjKST2HjlZxTZxtmr0mmQ4jMiCOWZFUStWbMOmUzG/330SYWPy2QyNPkV3OIQBEEQKshCYchGyS79juQSIrJRQoMmptXVf3JXOfomEvd26M2piEhclE6V7iver9sjMrONm9lz8ipbDyUIgiBUIzMKcpNKGocWa40fy70islGmuKk0vFB7TCneIAjCDSKD17iZFUTNnVO+8t6WrduQyWS0aB6Ko2PD7YchCIJQ4+px49AGo0xpeBFw1i6RZap7pmY2RCEIQah5ZgZRsyrcptVq8fVvRps2YRYbmCAIQqNTjxuHNgg3lYYX0x+FO42pmQ17pT275++my+Od8WzpUe5xEfAKwu0zezpfamoq//13muSUFAB0Oh0REZFkZmZy4sR/Fh+gIAiCIADlSsPXh+mPYs1D/VAb70NeXh6bNm/hwMHDZGZm4uLsQufOHRkxfChNmjS57fNX5K+/97Dih5Ws+O5rs44rfb4aXWGFr4v4XArC7TMriFq1ei1Tpj5PYWFhhY/3uvsuiwxKEARBEIxUUBq+PmSjxJqH+qGm34f09AzmzF2Iq2sTJk54HE9PT1JTU9n808/MfH0OC+fPwdfXp0bHYI5JLZ5gOzsZGvAAXVp3quvhCEKjZFYQNXvOPDQajdE2uVyOl5cn4eEDWbxooUUHJwiCIAiAKA0v1JqKCmj898N/4Ajuj3hyWh1Jt4AuBAb407FDe2bPWcA3337P/HmzGDFqDBPHP86RY8eQ9BKtWrVkz959fPn5x0brkJYs/RA7O1umPfcsR44eY/XqdVxJSsbN1ZVhDz3IgAH9+OvvPXz62ZcAjBg1Bnd3N5Z9UVId+cTJ/1i7dgOxcfG4ODszePD95ObmcezYcd5burj2XixBuIOZFUTl5eXz1bLPCR84AG9vMa9fEARBqAWiNHyD0RimN95cQCMvPY/M6Ex6PXcX9mpbo+enVCpZ8u4io+M3/bSVCePHEdaqJXpJz6bNW4iMPEvr1iXrxnNycjl2/AQLF8whPT2Dpe/9j0ceHkG3bl05efI/vvzqW/z8/ejZoxvXrl3jpy0/s+SdRSiUJT2cTp+J4O3FSxg4oD9PPz0JjUbDps1bSEi4gpNjxc1yK9MY3i9BqCtmBVHDhg0lMzMLKyt1TY1HEARBEIyJ0vANRmOc3piTnINcKcfJx7ifUmUl35t0acIpt0iiMy8xqcUTtA5rxe69/xiCqP37D+Dp4UGrli2IibmETqeje/euBPj7Exjgj5WVFVZqNTY2Njg5OSGTyYxuXK9fv4kePbrz9OQnDduah4Yw/aWZZj+3xvh+CUJtMSuIGvfYaAaED+b1N2ZX+LhotisIgiBYnCgNXy+IrIWxykq+u3q5GL1Wffveyzfffs/kSRNQq9Xs2fcvffv2AaBZs6b063svs+cs5J7ed9O5c0cG9O+LQqGo9LrRMZeY8uxTRttUKhVdunQiMvKsBZ+hIAhVMSuImv7yDEA03BUEQWjU6ltDW1Eavl64U7IWedpccrW5hp8LnYvRa/VcuhSLrbct1XVYkimM/8707NGdb779nsNHjhEaEkxUVBQzXpluePy5qc9w//0DOXLkKMu/+wG1Ws2cWTMrrfgnk8mo6GuYXqq8L5QgCJZnVhAVHR1Dq5Yt6NCxA0ql2dXRBUEQhIZANLQV7mB6SUIpu5EJsnO1xbGpI4l/J9JidHN0shvBil6n59DywyjUSrqN71Lh+ays1PS6uyd79uzjypUkOnbogIuLMwCJiVc4dfoM94cPILhZUx4eNYIXX5rBH3/+zSMPj6SinrihIcEcPHiYe3rfbdhWXFzMsWMnsLO1tcyLIAhCtcyKhMLCWvH98q9p2bJFTY1HEARBqEv1vaFtfcuS3UEqWwNUyk5pY/FsVV1csyLNhjQlcsVZzq48h0cPD+Jc47l6/ipX9ieSl55Pj0ndqjy+X997mTVnAbFxcTw1aYJhu1wu57vvf+CvC3twadOEgvQCktNSOFF4muSIq2RcyyAnL5f3fvuIp7qOx8XFmYcfHsH8BYtY9vW39O/Xl0JNIRs3/4ReLzJRglCbzAqiZDIZvfv0o9fdd+Hq5lrh418v+9xigxMEQRBqWT1saGtEZMnqTGVrgMo+bmmpmjSqWkCQV2baXU2ycrKi7eQ2JP5zhfhf45mxeTYKOwUezT3o8HB7bJyrXg8WGhqCj483OTm5dO7U0bDd29uLN16fwf++/ZRL/15Caa2iac8ggjs3RSaXYRPqTWqrFA59d5ion6JY9sUntA5rxZzZr7F6zXr+/ns+Ls4uDBoUTvPQUI4dO17TL4UgCNeZFUQdO3YcmUzGjp2/VrqPCKIEQRAaqHra0NagvmfJBIu7eWrdzbSSzuLXlMlk6Cmf1ZHbyPEf4IffAD9mtX+FjyOWlQsqB7/9QKXntbGxoXOnjuWKRnTs0J4uz3apMECVK+R0fqwTedoCXmj9jGF7h/bt6NC+Xbn9Rz86yvDfmzeuqfxJCoJw28xe2CSKSgiCIDRS9b2hbX3PkgmNgvU1a/Sxehzb2KOwLR/A3UrGLT4+gQsXLvL8c89aYoi1rr5MqxSE+qTKW3gn/ztl9HORJqfaP2WdOPkfeXl5lh+1IAiCYFnVNLSlrit/VZIlq6txjRg1hqNHa2bq1JkzkYwYNYaCAk2NnF+oXEJCIvkH8tHEayjKLK5y39Iy5pX9KZtZ+vOv3bRq2QJfX5+afgo1ovT5VPanJqZyCkJ9V2Um6rPPv8TZyYl331lUZc+Cm+l0Ov7v/z7ht9//YMP61bc9SEEQBKGG1feGtrWYJcvLy2PT5i0cOHiYzMxMXJxd6Ny5IyOGD6207LRQ/1WXTVHnKsn5Jxd0gA1cK7pGzk03hwHDGi1TMy9arZY9e/cxbuyYWxi1IAj1VZVB1OeffsRjY5+gecs2PDflWe5/YCBhrVpVun90dAxbt27j8y+X0bNHd7b8tAEbmzur+Z4gCEKDVJ8b2laTJbPk2qj09AzmzF2Iq2sTJk54HE9PT1JTU9n808/MfH0OC+fPabDZhDtdVYUxCtOKuPpPBoalUAUgJYPkXX7f6vpE3UypVPLdt8vMPEoQhPquyiBKpVKxYf0adu36nfkL3+L1WXNwcnKiZcsWuDZpgpOzE4UaDRkZmZw7f56UlFS6d+/G8m+Wcc89vWvrOQiCIAi3qz43tK3FLNlnny/D28eL2W+8huJ609TAAH86dmjP7DkL+Obb75k/bxYAaVevsmjxEs6cicTOzpbwgQN4eNRwZNcDvYICDStXr2H//oMUFhYSFtaKp56cwNRp05n1+gy6dOnE2nUbOXbsOD17dmfHzt+YNvWZcn0YJUlix45d/Lrrd1LT0nBxcebePr0ZOWI4KlXJvn/8+Tc/bfmZ9PR0vLy8GDP6Ybp362qR1+ROkHM6h3K1JK6AraMNDq3tjTaLqWuCIICJhSXCwwcQHj6AxMQr7PrtdyIiIklNTSU1JRVHRwdatGjO8OEPMXjQAwQE+Nf0mAVBaKxEDyChIrWUJUtKSubkf6d4f+liQwBVSqlUsuTdRUbb1q7bwLjHRjP2sdFERESy4odVODk6EB4+AEmSeGfJe6SmpjH5qSfx9fUhMuIs77z7XrnrXo6Nw8PDg5mvvkRgoD8XL0YbPb5u/UZ27ymZDubn60N8QgIrV60lJSWVF194josXo/j8i6+YOuVpQkOC2b1nHx98+DGffvwhHh7uFnltgGrXvlRV/vxWVVYpr+zjluDY0YGsM9kEOwURnXEZCkCn0SHpa6eYVl28toIg3B6zqvP5+vrw5MTxNTUWQRDudKIHkFCRWsqSxcbFo1KpaNasqUn7hw/sz4ABJcFd06BALl2OZc++fwkPH0BExFkiIs7yfx8uxd/fDyjJaKnVKj774iuj86jVal54fgpWVlblrqHRaNj683YWzJtFixYlfyeCggIJCAjg5Vde4/FxY0jPyESlUtG9W1ccHOwZN3Y0zs5O6C1cdKMuqq95WrvXSnChdlFj19OOR1qPMJQulyTJYkFadURlO0FoeMwucS4IglAjRA+gionsXL3VtGmQ0c9BAQFERpwFIDomBm9vL0MAVapnz+7lgigPD/cKAyiAxMQrFBYWMm/BonKPSZJEaupVOnVsT9s2rZn+8gzu6d2Lrl06M3TI4FoLAGpSXQYXjeH1s5RcbW6VjY1F8xvhTnTbQVRUVDS2trb4+FSw+lIQBMFUogdQxUR2rtYEBPhRXFxMTMwlk7JRKqXK6GeFUmHI/shksgr7Kla0TVlV9dvrX+Tnzn4dZxencg97uLujVquZPWsmZ8+e58jRY/zvo0/w9vbijddmYGNjXe3zEITqyKg6UBLhpnAnuu3bmleuXGHCxKe4u/d9nD17zhJjEgThTlPPegBVSNJD6unaHdNN2bl69Xo0Qj7e3rRr14aVq9ei0xm/1jqdjjlzF7Jo8RKTzhUaEkxSUjKxsXFG2/cfOGTWmPx8fbG2tibtahp+vr6GPwkJV1i7dgNKpZKoqGh279lHWFhLxj8xlk8++oCYmEscPHTYrGsJJbKLs0kqSKn0T3Zxdl0PsdbZKe3xtHav9I+d0r76kwhCI3PbQdQ99/Rm16+/EBUVzfiJT1liTIIg3GkMPYDUJT+X7QFUX1zPCNXqmCrKzjUwa9dtZMbMWSbvX9eNZqdNfZbExCssfPNtjh49Tlx8PEePHmf+gkUkJSczYfw4k87TsmULOrRvx+J332P/gUPExsWzc+dvbN/xq1njsbJSM3LEQyz/7kd2/fYHly/HsmfvPj77fBmBgQHI5XIKCwv57PMv2bZtB3Hx8ez7Zz8FBRrc3dxu5SVotMxpjisIglAds6fz/XfqNIcOHSY1NRUouTsXGXmWzMxMtFptNUcLgiDcpBZ7AN2yulivVUl2rraunRd7jE17z3Pg0JE7quGsm5sr7y99h42bf+Kb5d+TmZmFi4szHTu2Z/qL03BzczXpPDKZjJkzXuLHlWv46uvlFBWVlDh/feYrTJ023awxjRwxDDs7O7bv+JXl3/2Am6srjzw8giEPDgKgdeswnp82lU2bt/DjqtU4Ozsz/omxtGkTZu7Tb9TMWV9V1fS0ulz/U13DYDuljShSIQi1xKwg6oMP/o9Zc+ZV+ngf0RtKEARz1WIPoFtWF+u1DNm562taymbnavja6dHHmLP4Y1w9fe/IhrMODvZMHP84E8c/Xuk+mzeuKbdt0APhDHog3PCztbU1k5+ayOSnJlZ67OhHRzH60VFGj7dpE1bu/PeHD+D+8AGVjqfPPb3oc0+vSh8XGofqMmaih5Ug1B6zgqj3P/xfuUWxcrkcLy9PHrg/nLcXLbTo4ARBuAPUUg+gW1YXGSFzs3OWrOAn6fls2XJ8nNXMHuGHvEsnkMkrbDhrSjPZmxUUaFi9Zh0HDh4iNzcXXx8fhg4dXO4mXGZWJp99vo4TJ0+hVCro1q0rE54Yi52d3e09P6FGiUyJIAh3CrOCKK1Wxw8rvqXvfffi4eFRQ0MSBOGOUks9gG5ZXWSEbs7O6YpurBerKDtnwQp+SecOcvJSFh+Ma4GiMAOpzLXKNpw1p5lsKUmSDI+/MG0qdna2nImI5Mtl31JcrKV/v/sM+y5Z8gF9+97Lw6NGkJySwg8/rubNt95h8dtvlmuEK9QfqZq0Kqe7VVUm+3bU5+BtyX//QyvpKn1cKVPwWvuXSE1N49WZs3j2mae4q2f3Whxh3RgxakylN1uq8vKrr9M6rBWTnjS/b6lGo+H5F19hyIODGDpksNnHC0JZVQZReXl5pKdnGH4OH9ifU6fO0LJlSzSawgqPCQjwt+wIBUEQ6kpdrdcqm53LS0OWfAzJoz3YuRseLzdGS6zXkvTEnfgdlUJGMy870BZWek5zmsmWPSbm0mW+/foLrKxKgsLg4GaoVCq2bN1mFET179/XsOYnMDCAwIAApr3wMidOnqRLZ/O+dN3pJEkiOzsHBwd75PKaDUD1koRSVnnJ9qqCidtxq9Pc8vLy2LR5CwcOHjas/dMHSnjd5YnaQW2RsWklnUmvidpKja+vDw4O9a/SXWlRjqoeL6ui19VSayp9fXxwdTVtbeLceW8SHNzMUBBGoVDg6+uDs7PzbY1BEKCaIOq33/9g9Jjyc8I/+PD/KtxfJpOhyb9mkYEJgiDUuVtZr2Xq1Lqq9ivNzkl6ZMc/B4UVsoKrSK0eLr+vJddrZVyEopwbP1eRdTOnmWzZYwoKCnhignElV6mC0u1339XD6GcvL08CAwOIibkkgigzRZ49z09btmFvZ0fLls1pHdYSPz/fO76ZbHp6BnPmLsTVtYnR2r+PV37BueXnaT4uFGvXyvtsWTr75ezkxDtv1+6yCFOfgznPo7LX1VJrKl95+YVbPlalUrFg3uxbPl4QyqoyiGratGmFjQEFQRDuCLeyXsvUqXWm7FddgGTJ9VrXzxXgakOxTiImJZ9mnraVntOcZrJlj3F1bcK8uW+Ue0x+03grOk3Jue/sL/63wt3NlSZNXMjIyOTosRMcPXYCBwcHWoe1IKxVS7y9ve7IgOqzz5fh7ePF7DdeM0wRDQzwp4WsOedWnCfu13hCx4ai1+pJ2ptE5plMivOLsW5ixV8P7yHP40b2a/vsnbQeEkbquVTSL2dgZW+FdxdvpOY3PsiH3jpM4P2BZF3MIic2B5W9Co/OHrj3KMkwFxRoGPv4RN5cMNdQWfHkyVOs27CJy5djsbJSY9PUljb3h2HtaJkmyjVRqKKy1/XmNZUAaVevsmjxEs6cicTOzpbwgQN4eNRww+dxxKgxTBz/OEeOHUPSS7z15jxmzJxF586dGP3oKLRaLT+uWsO+ff+i0WgIDQlh0qTxBPj7M3fem0REniUi8iw/b9vOIw+PZPSjoxg/cTLjnxhH3/v68Nffe1jxw0qenvwkq9esJyMjk6DAACZMeJwWzUMNzykqKpofVq7m4sVo7Oxs6Xvfvbi7ubJy9VpWfPe12a+R0DhUGUSFhgQzd075f+zKOnMmgkuXY+nYsQNNXFwsOjhBEIQ6Ze56LVOn1pmynykBkiXXa13Puvk4q2jvb8vKvXHMHuqHQi4zZN10TsHMX7AIaxtrRg5/iO9XrCQ2No7AwADDaapqJhsSHExGRiZKhRIvL0/D9nXrNyKTyXjk4ZFlznPQMJ0P4MqVJOLi4hg3drR5z0vAw8OdKc9MIik5hcjIc0SePUd2dg4HDx3l4KGjODs7ERbWktatWuLh4Y5MJiM65hK79/xD3/vuoWlQYF0/BYtLSkrm5H+neH/p4nJr7LztvXB8xsnw8+n1p8lPz6f54OZYu1iTH5vH1998h18fP1r2ufH37MKfF2k5sAUtw1uQfimDszvP8Uezv8D9xrkT9yTi39cP/77+5MRmE/dHPDIrGXQsP8ZTp86w5L0PeWzMIzw9+UkyMzP5dPUyDn57mN7T7kahqnyKYF2p6nUtu6ay1Np1Gxj32GjGPjaaiIhIVvywCidHB8LLVKLc9NNWJowfR1irluWut+2XHezd+w8vvvAcDvb2rFy1liVLP+SzT/7H9BensfS9DwkIDGDEsKHY21c8TTI/v4Btv+zk2WeewtrKik2bt7Lo7SV88vEHODs5kZCQyJx5b9Klc0cWzJuFXC5n+45f2b1nnwVeMaEhqzKIsrOzY+6cG00SN2zcxIjhw1AojP/iZmdnE9i0OcOHP1QzoxQEQWgITJ1aZ8p+1QVIll6vVSbr9tz4XGZ/to0FO3IYem9bPJo4kBoZz5Zda0hKTmbhgjn4+vgYmsmOf2KcobDErt//qPQSrVq1oF27Nix+9z3GjR2Nh7s7hw4fYdPmLcybY9yQd9dvf6DX6+nQoT0pySms+GEVzZs3p0P7dqY/J8FAJpPh4+2Fj7cX/fr2ISHxCpGR5zh79jxZWdfYv/8Q+/cfwtW1yfUvqxJJScmsW7+Z0Y+OJKhMoNwYxMbFo1KpaNasabnHymZnMmIzSb+YTp/p92DvVlIZMs/Tnru8uvPdqh8JvSvYEMwEdgsgoGvJunBHb0cyEjPZ9+9+rIbdyPR4dPbAo1NJYS47L1vyUvLJjMiscIwbNm5m1MhhhpsJTYMC6WnVnT+X/k3smXg823qWO6auGwZX9bpWJHxgfwYMKPm90zQokEuXY9mz71+jIGrwoHDu7VNxC52MjEw83N1p17YNcrmcKc9OZv+BQ2i1Wlxdm6BWq7GztcXbu/KbYTqdjhefn2rY58UXnmPS5CmcOPEf9917Dz9t+ZmgoEBeeflFQ4bsxReeY+78N4mPTzDpeQqNU7XV+c5ERJCZUfIXfNzjE/nlZ2esra2M9omLT0Cj0bBly88s/2ZZzYxUEATBXJYs/W3CtUyaWmfKfqYESJbur1Um6+YWCO9/2Lek4ey2I5U2nDW3maxMJuO1GS+zeu16vvp6OXl5+QT4+/HG6zPKNYZ9bcbLrFq9jnXrN6FSKenRvRvjnxhb44UR7gQymQx/P1/8/XwZ0P8+4uITiIw8x7lzF0hPz2DfP/uBkj5XGo2Gtes28djoh/m94C+zigs0BlnxWdi52hkCqFI9unflm2+/JzctFyefkqyVo7fx9F47TzvSTl7FFz+KpZK/o1aeVob/BrDysCI7NrvCa0fHXOL8hQus37DZaLtWq6Wjqh2jWg+73adHnjaX3CoqJtb0JM+mTYOMfg4KCCAy4qzRNn//yguWDXognOMnTvLqzFn0ursn3bt1ZdhDD5o1Bmtra6Mgy8bGGk9PD9LSrgIl70PvXncZTXmVyWT07N5dBFF3uGqDqPc/+D/WrFkHlMxHf3Do8Ar3kySpXlaUEYR6rTa/5N+JLFj625RrmTS1zpT9TAmQari/likNZ2+lmayVlVWV5y3baPb11165nacgmEAulxMUGEBQYADhA/txOTaOiIiznDt/AY1GA3B93clarLpY4RLgVOm58rQFyGQy9JQvFFKq9ItoXZckDwjwo7i4mJiYS+WyJrnaXEMp9lxtLjq9llRNmuFxibJr9m58sZYrjX+HyxQy9Hq90V5ypdwoMJHLZVRWE14mkzFm9CN07dq53GNOjpW/D+awdDXFql7XiqiUKqOfFUoF+psKzSgVlY/P29uL/32whOPHT3Lk2HFmvDab8IH9Gf/EWJPHrFKV/yqsVCiM3ruK1mjePE7hzlNtENWsaZBhoXBlC4lLH5v23BTLjk4QGrva/JJ/p7Fk6W9Tr1Xd1DpT9zMlQKrv/bWEBkehUBDcrCnHj/9HUVGx0WOSJKFN0EI1s/o8rd1NylZZuqCBuSW4fby9adeuDStXrzUqgACg1+m5uPIiCrUcn14+xP+eQGF6ITauJefQSjoOHDyE0kaJvbtpzZ8lE/77ZiHBzUhIvMLwYUMN25KTU/jqm+U8PfnJennjuqrXVafTGdZUzpn1mkWud/jwUaytrenRoxs9enSj3333MmfeQgY9EI67u5tFCqaEhIZw+MhRRgwfasiES5LEwYOHb/vcQsNWbRD16CMPExRUEkhNf+lVli5ZjJXVjel8ubm5/O9/H5Odk0PbNm1qdLCC0KjU5pf8O5ElS39Xx9SpdabuVwMBkqZIx+Hz6aRkafB0tqZbC1es1ZXc4RUZ0juah4c76RkZODs54eLijIODPUqFkv3W1X9prKuGtrdy3WlTn2X23AUsfPNthg4ZjIenO6kpaVxYdYHCzEJaPd4SGzcbnEOduLDuIgH9/bFytiIjKpPT+07RdEBTk4o7OKocDUGci9oZTxsPw2OFKg1psrQKj3v0kVEseHMRzk5O3HVXD3Kyc1jx4yqcHB3x8iy/Hqq+qOx13bJ1m2FNpaVcunyZHTt3MXXK03h5efHPv/uxtrY2FJFwdnYiJuYSKSmpODjYY2tra/Y1hj80hFdnvsH7H37EQ0MfRC6TsX3Hr6RnZFR/sNCoVRtEtWjRnBYtSr54jH9iXIX7TJ3yDHl5efQb8ACdO3fE3d29wv0EQSijNr/k32ksWfrbFKZOravhKXiVuZiYw+K1ERQU6dDpJBQKGd/9FsOs0a0J8bEnNzcPe3u7G3dtRYb0jtbnnrvpc8/d5bYfjDhaB6OpOW5urry/9J2StX/Lvzes/bPxtyFkeDBWTiU3jENHhZKwO4FLOy6jLdBi7WbNc1Of4YJ7tFH2S6MrNPrZSn57zXrDwloyd84brFm7gR07d2Fra0OP7t0Y+9ijt3XeskydfmmOyl7Xm9dUWsKokcMpLtby9Tffk519DV9fX2bOeAkbm5Lp0g89NIT/++hTnnt+OqNGjjCaWmwqHx9v3lo4jxU/rGL+gkXY2dnSr++9tG4dxspVa6o/gdBoyYoLc01uBNW8RdWZpmvZ2ahUSpq4uNC+fTveXvQmAQGVLwi0hF3btwMQPnhwjV5HECyqtIlqQRYorUBbCDYuSJ2miDv/lpB+HtnZdSXrjmSykgntOg1S2OiaDwrqWRZHU6RjyidHKCrWY2N14665RlNME0U6bZpkkpqaxgPh/encueONz2ZuCth7ic+kYPBxxLJqp+C90PqZWj+Xpb198v1q1wnN7vCqyeerz8+1Po9NEOq7ajNRZV2Oja1yXVSp1NQ0zl+4SEJiIn//+dttDVAQGiVL9vcRjFm69Le56lkWZ9ufh7EuTEJh4wuAXCrCQZuEv3QFhbaY1FSwtbXFw/P6FCORIRXucHKZDF0V2Rn5HdiYWBCE8swKolq1bEFBgYaAwBvZJZ1Ox5Ejx5DJZHTr1oWIiEgCAwOJiIjk6NHjFh+wIDR4df0lv7GzdOlvc9SzdW6nTkdw/sQ/eEkKknVOOOoSsdelIru+nL1AsqVZizaMH3Y3SqXS4tMgzVqHJTQKdV11zxLslPYWLXphSY3h9RWExsKsIEqpUvHL+jU0bx5qtD0qKpq27TvT6+67eHjUSBwdHbl8+TLff/+jRQcrCI1CXX7JvxPU0bojoF5lcRISr7B9xy4AtDIVvkUlN7UkIF/ehGylL1eL7Lm/ZfOSAKrs+C2QIa1qHVaor4OlnqZQi0ypgGfpqnuWlJZ2lf9OnUGpVNLnnrstUrnNFOZWDqxKXVc1LFVUVMSly7FERcWQlJTMvX16ExLSzKxrC0JDZ1YQFRUVzVtvv8M7b7+Fn5+vYbtKpUKlUrH8uxWcP3uavv3v58yZCD7+6EOLD1gQGry6/JJ/J6ir0t+1XczipmuXXYeVnp7O6jUb0OlKerxYoUGPjFyFN9lKX7RyGwoKddhYyena3LX8+AG0BdeDKfOfh6ZIx+K1ERQV67G3vvHPTEFhyfYvnu8qMlINkCkZjo8jlpl0LksGFlUpKioi8ux5Tv53ioSEKyUbFfBfkzPI5MZBVGkWx9Jjq8+ZIXPGlpGZSVRUDFFRMcTGxRt+v0DJmnhBuNOYFUR169aF9es3sn79RhwcHAgJCaawsJCLF6MoLi7Gwd4BW1tbDvy7h9zcXBwcxN1GQShH9PdpnMzI4lh8mttN67BWrdlAUVHRTTvJyNbZ0NQuhZM5vlirlcwa3frGdctmSAsLoDgPVHagUJmdIT18Pp2CIp1RAAVgY6UgV6PlyIV0erfxqORo4U5gycAiLy+Pnb/+TmhoCO3btUGSJJKSUzh58hRnIs7e+LugBFt/G2xDbFGpy3/9KQ2c6nPQY2mSJJGfX4CdXfnS3zqdjvj4RC5GRRMVFVOupLevrzchwcGEhjTDy6v+llwXhJpiVhD1zVdfcv8DQ4iOiSE7O5vjx08YCk3IZDLmz58NlJTEFAGUIAh3DDPWuVl8mlsF67CCAgM4d/4iSqUCSS9RWFSETJJ4oAWEO57ioksQoW27GAdupRlSSUKWsB/0xaC0RvK7q+S5mJEhTcnSoNNVXIBIq9OTmlVo/vMUhAoUFRWxdt0mkpJTACguKuLEf6dJSUk17OPn50OH9u3Yw7/YW5vfJ6ix0mg0rN/wE/EJiUyeNB4PD3dyc/OIjrlEVFQ0MZcuU1h442aMlZUVwc2CCAlpRnCzZhUGXoJwJzEriAoMDODQwX2sXrOO7dt3Eh8fT35+ASmpqfTo3o2777qrpsYpCIJQf5m4zq1GprlVsA5r6JBBDB1ivJtep0Vx8kvIldOOo0iqrsY7lGZI088DEti4gU4Djv6VZ6AqKefu6WyNQlHxehOlQo6Hs1WFjwkNX642lzxtbqWPm9xT5bqqCilIeonCQ4UUpRahVqm4GBXDufMXAbCxsaZtm9Z07NAOd3c3AHb+9xt5mrxKr9WYau5VV4DCWqtGdlROSkoqtra2nD4TSWxsHFeSko32c3NzJTSkGSHBwfj5+aBQiGm4glDKrCAKwNHRkWefmcyzz0w2bCsqKsI/MISxj09gz9+/W3SAgiAI9Z6J69wsPs3NjHVY8qzo6otemLuuq5Jy7t1auPLdbzHX113d+NJVUKjDRq24sQ5LaHQkSUJRTY8lc1RWSEGv15OxN5PizJKbFkXFxQAEBPjRuWMHWrQIvVEwpfQYSaq2/1NjUVUBCm22lrS96UiFJbOI8vPzOXDwMAAKhYKgoABCg5sRHNIMF2fnWhy1IDQsZgdRqampnDx5ipTUklS5TqfjwoWLZGZmcvr0GYsPUBAEoUZZojmuievcLD7NzdR1WKYGR+ZU56uinLu1WsGs0a1ZvDaCXI0WrU6PUiHH5vp2UVRCuN1S3dosrSGAKislJZWAAP9yAZRwQ9pf6XA9XpQkCbVaja+vN106d6RpUCBqtbpuBygIDYRZv2VWrV7LlKnPU1hY8T/0vXvdbZFBCYIg1JpabI5r0Wlu5vQbMyU4Mrd/WTXl3EN9Hfji+a4cuZBOalYhHs5WdG0u+kQ1dqY2qr3dUt1KZyU2TW0oyi+iuUswefkF5OXmYWVthUqlurXBNwCWqByodFCizboRgBYVFXHpUiwd2rcTAZQgmMGsIGr2nHloNBqjbXK5HE9PD8LDB7J40UKLDk4QBKFG1XJzXItOczO135ipwZE5/ctMzGxZqxWiCl8D0BAbuMrlcpw7OZKnLWBk64fqeji1xhLvg3s/V3KL83nc51FSU9NISU2joKCAoMAAC4xQEO4cZgVR2dk5fPP1lwzo3w9vb1GiWRCEBq6Wm+OWneaWpymmg0NixeXGTWFqvzFTgyNz+pdZsCmvgSWmVQq3xJINXC297siShSpkMhn6KrJkpc13l/z3vyrHqZQpeK39S2Zcuf6RyWQ0aeJCkyYutGxpmd95DTEYF4TbYVYQNWTIYDIyMrGyEuleQRAauDpqjls6ze3i6aOEZlZSbtwUpvYbMzU4MvV85k77M1UtTqsUGg5LFqqwV9qbFCxqJd0dU4DCkiwZjAtCQ2BWELVmzTrWrl3Pa6/PqvBxmUyGJv+aRQYmCIJQo2oim2Iia5WMdhwBVSXlxi3J0s2dzZn2Z6panlZ5p6iLzICERLFUvuBDQ9IYnoMgCDXP7PI1kmRulwdBEIR6pqayKaaq5WmEFmXOtD9TNeTXox5rDJkBUwtVmMKcogxVnVUCCgsLiY9PJDYujtS0q9zVszuBAf4mj6WmWaIAhSAIVTMriBo37jHDnOGycrKzyczKIiBALEoUBKEBqIlsiqnqaBqhxVg6s9XQXw/BiAyZRafC2Zk4Bc8Ulsi6STFANLy342Oj7QH+fvUqiBIEoeaZFUQt/2YZaWlppKSm0qplS0Pn6vj4BJ6dMo23Fs6vkUEKgiBYVE1kU0xVh9MI6yXxetyR7JQ25BbngxZQUu4Gbb3NlMQDxcabmjRpQm5uHhGR5/Dz88HJsQZ/f5ioMWQhBaG+MyuIev/9/zF7bkmg5OjoyLIvP2XE8GH4+/vx2sxXWPjW2yz74lN+/fU3vl/xA28unE/z5qE1MnBBEIRbZulsiqnqehphfSNejzuKPlOPdEFiVeR69Pl6CrM0FBUV06VzR+4P71/hMXnaXHKrqM5XGnrV2vqvbsBhIO/GpoyMDDIyMjhy9DgADg72+Pn64Ofni6+vD16eHqL5ryA0Qmb9rf7yq6/5/LOP6dq1Czt3/sqkp56ldVgYLVo0p1Wrlvz9124AXN1c2fzTVqKiYzh6eH9NjFsQBKHhqctphPWReD3qBUuun6lqDZP+tB5y4NLVWMM2tVqNu7tbpecztWR6bWVeZDYg9YYuaR05euwEAF06d8TOzpaExCskJiaRk5PL2XMXOHvuAgAKhQJvb8+SwMrXF18/Hxzs7S0yHkEQ6o5ZQVRW1jXOnIngwcEP8NrMV5EkiQ0bNzFn9hv8+dffpKalAZCQkACUTPMTBEEQrqvLaYT1kXg96gVLVuirag1TYYdCMv7NomyMVVRUxPET/6HRFBLWqgUuLs5Gx5ja28nSqiyhJYf7w/vj4eHOb7//hUIhp3evu0qOkyTS0zNISLxCQkIiCYlXuHo1nYSEKyQkXAGOAuDk5Iifry9+vj74+vng6eFuWCLRUIliFsKdxqwgqs89vfn8i2V8/sUyHB0dcXdzIyc3h40bN3P23Hk6dGgPwJ49+wAYNmyo5UcsCILQUNXVNML6SrwedxQrDyvs+tihP6inoKAABwd7CgsLSUlJJSUllb9378Xb24uwVi0Ia9USJydHk3s7WZKjytGka3bq2J62bcKMpurJZDLc3Fxxc3OlQ/u2ABQUaLhyJYmExERDturatWyuXcsmIvIsAEqlEh9vL/z8rmerfH2ws7O1+HOrSaKRrnCnMSuI+uLzj4l54BIREZFcu3aN7OxsJEkiJSUVgAXz5pCVlcWKH1bi5ubKWwvn1cigBUEQBEGoWl1kBqq7pmMTex587H5Wrl5PTk4ugweFY2trQ+TZ81y8GEVSUjJJScn8+dce/Hx9KHQpxDpAjcKm9rI05rxuKpWq2vPZ2FgTHNyU4OCmAOj1eq5eTSc+IZHExCskJF4hIyOTuPgE4srM4HFxccbP14ded/fE1bXJbTwjQRBqgllBlIeHB/v2/Mm69RvZunUbcXFxWFlb0zw0hBdemEbXLp2Zv+BN8vLyWPHdN3h4eNTUuAVBEARBqEJdZAZMvebjYx/l+In/aNYsCCdHR1o0D6W4uJio6BgiI89zMSqahMQrkAipZwpRu6mw9rPG2tcKhXXNBlQ1/brJ5XI8PNzx8HCnc6cOAOTn55OYmER8YiKJCVe4kpRMZmYWmZlZ2NjYMHBA3xodkyAI5pMVF+ZarHtuWloaoS3aMGzYUL5f/rWlTlulXdu3AxA+eHCtXE8QBEEQhJpVVFTExagYth3aiTZFa7SOSu2uxtrPChtfawoUhbzQ+hk+jlhW7RS8F1o/Uwsjtwy9Xk9KahpXr6bTrGkgdnZ2Zh0/YtQY2jzWBrcWFRftqKxa4cuvvk7rsFZMenL8LY3bUv76ew8rfljJiu9q57ukINwKi9bcXLFiJba2Nnz4/hJLnlYQBEEQhDuIWq2mdVhL/pT2YCNZoUkqRBOvoTCliKK0kj/ZJ3NQuCk4qT2NJEnVfqOptTLoFiCXy/H28sTby7PcY3l5eWzavIUDBw+TmZmJi7MLnTt3ZMTwoTRpcmPa39CAB+jSupNZ1/X18cHV1dWkfefOe5Pg4GZMGD/OrGsIQmNR5a+cVmHt0elM7y6ekprKgvlzjf4SC4IgCIIg3ArD+iQfsPKxRl1sRXFSMcWJxejSdOjSdPyy/VeUjkpk91Veqa/0PA29AW16egZz5i7E1bUJEyc8jqenJ6mpqWz+6Wdmvj6HhfPn4Ovrc8vnf+XlFyw4WkFo3KoMovIL8klKSjb5ZDKZjOGiIp8gCIIgCBZQYWaoQ8n/5ecXcP7CRc6dv0ATFxfCW1dRLh/4OGKZ5QdYy954bz46Rx3uj3hyUH4McgAb8HzUiyvfJrHwk8V89e6nAKRdvcqixUs4cyYSOztbwgcO4OFRww1l4UeMGsPE8Y9z5NgxJL3EW2/OY8bMWXTu3InRj45Cq9Xy46o17Nv3LxqNhtCQECZNGk+Avz9z571JRORZIiLP8vO27Tzy8EhGPzoKvV7Pz9u28/sff3H1ajpubq4MHNCPIQ8OQi4vaZz9zJTnGfrgYAqLCvl11+9kZ+cQ3Kwp48aNoVXLFkbPd/+BQ6xZu57U1DQC/P2YOOEJwsJaGh6Piopm5eq1XLwYjUwmo02bMJ4Y9xg+Pt4AfPLpF+Tl5+Pp6cGePft4+60FtxVkCkJZVQZRLVu0wMXFBTc301K7AIGBAbc9KEEQBEEQhKrY2trQsUM7OnZoV9dDKefMmUjmLXiLVT9+h42NtUXOmZSUzNWoq/R67i7s1TeVP1fCPVN7GWXT1q7bwLjHRjP2sdFERESy4odVODk6EB4+wLDPpp+2MmH8OMJateRm237Zwd69//DiC8/hYG/PylVrWbL0Qz775H9Mf3EaS9/7kIDAAEYMG4r99ebB3y5fwYGDh5kwfhxBQQFER19ixQ8rSU1LY/KkiTfOvX0HTYOCeHn6CygUcnbs3MX8BYt4Z/GbBDcrqWKYn1/Az9u28/TkJ7G2smLT5q0sfncpn37yP5ydnIiLj2fegrcYOmQwj497jLzcPH77/Q9mzVnA/z5YYug5duzYCQYO6MfcOW/g6SkKngmWU2UQ9cQT41i5cjU/bV6PtfWNXwKSJNVYgztBEARBEITbUdG6IWVTFS3vbY61o2WCmtoWGxePTCnDycfJpP3DB/ZnwICS7FzToEAuXY5lz75/jYKowYPCubdP7wqPz8jIxMPdnXZt2yCXy5ny7GT2HziEVqvF1bUJarUaO1tbvL1Ler1dvZrOrt9+Z+6cN2jfrqRHVoC/Pw729ry79H2GDxuK2/X1Vvb29sx4dbohO/ViaAjp6Rls3ryVGa9OB0Cn0/Hi81MN53/xheeYNHkKR44cY0D/vmzd+gu9e/di9KMPG8bcrl0bZsycxV9/72bkiGEAeLi789SkCeJ7q2BxVQZRox99mI8/+YxmIS25794+eHh4cOjwEfbt+bPBd9YWBEEQBKHxqWzd0GervuKfz/fTY1I37N3t63qYNa5p0yCjn4MCAoiMOGu0zd/fv9LjBz0QzvETJ3l15ix63d2T7t26MuyhByvdPyoqGqVSSbu2bYy2d+7cEYVCSVRUjCGI6tG9myGAKtW9W1d+2b7T8LO1tbUhgIKSfluenh5kZmYCEB1zicTEK+zevdfoPDqdlmbXs1kAfn6+IoASakSVQZRCoWDXzm2MeewJNmzcDMBTkyaKAEoQBEEQhHrps8+X4e3jxew3XkOhKPmiHhjgTwd1B04t/4+IXyLpPrEb2kIt5367QNLpJHTFOpwCnUh+MYWp06Yz6/UZdOnSibXrNnLs2HF69uzOjp2/MW3qM3To0I6r6en8+ONqTpw8hVarJSSkGY+NfpSWLZuXG8/qNevZs3cfX37+sdGX+SVLP8TOzpZpzz3LM1Oep1/fe0lISOTosePY2tpxT++7GDP6EUND34AAPyStxLUr10zKRqmUxo2AFUoFeklvtE1Zxfc5b28v/vfBEo4fP8mRY8eZ8dpswgf2Z/wTYys9RqqgaY4kSddnMBltLbefXtJDmX1UqvJfUZUKBXp9ybEy4P7wAYSH9y+3n32ZkvAKpfjOKtQMeXU7ODs7s3PHzyTERXP82EE++/Sj2hiXIAiCUI9pinTsPZ3Khn1x7D2diqbI9EquQuNXV5+PpKRkTv53inGPjTYEUKXkCjl3T7mL7hO7IUkSR1ceI/V8Km2GhnH3sz1xDXXlnXffK3fOy7FxREdfYuarL9GqVQtycnKZNXs+efn5vD7zFd56cx7+/n7MW/Am5y9cLHd83759uHo1ncjIG1mgnJxcjh0/Qb9+9xm2/bRlG82aNeXttxbw2JhH+O33P1m/YbPhcR9vb1yauXD+twtIeuMgRK/Tc+Drg5xaeeqWX7ubHT58lHPnLtCjRzeef+5Z5sx6ja0//0Ja2lWActmdkJBgdDotp06fMdp+9OhxJEkiNCTYsO3goSPo9TcCOkmSOHjwMCHBwZgqJCSY2Ng4/Hx9DX9cnF1YsWIVKSmpt/KUBcEsJveJ8vDwwMNDLMgTBEG4011MzGHx2ggKinTodBIKhYzvfoth1ujWhPo61PXwhDpWl5+P2Lh4VCqV0XSuUoZy6UDmpUzSL2XQdWpX7DxKshbNPUMICvTnsy++MjpOrVbzwvNTsLKyAkoKLijkCl6b8YohWxLcrCmZmVmsXbuB+fNmGR3v5elJ67BW7N77D61bhwGwf/8BPD08jKrRde/WhWEPDQFKpuKlpaWxe/c+xj72qGGfFsNa8N/y/zi4/DDNejXF1sWG/MwCYvbFkJeeT7vxliuycenyZXbs3MXUKU/j5eXFP//ux9ra2lBEwtnZiZiYS6SkpOLgYH+9El9/Pvr4c56c8DgBgf6cP3eBH1auYciDDxi1v8nJyeG99/+PYQ89iFwuZ/uOX4mKjuHdpyZWNpxyhg8byqszZ/HpZ18ycEB/tFota9dt4Fp2doXvvyBYmkWa7WZkZIjeUIIgCHcATZGOxWsjKCrWY29945+QgsKS7V883xVrtZg+05BYsgltff58lH0OW6N/Ic07lTfue9lon3z//HJBlIeHuyGAArhwMYp27duWm27Wo3s3vvr62wqv3bfvvXzz7fdMnjQBtVrNnn3/0rdvH6N9bl7DFBgYSNrVzUbbrJ2s6fXcXUTtjibil0gKcwqxcrDCPdSdDg+3R2/BpV6jRg6nuFjL1998T3b2NXx9fZk54yVDtcGHHhrC/330Kc89P51RI0cw+tFRPDVpAm5urqxas66kMIWHO6MfHcWgB8KNzj30wcEUaDS8/+FH5OTkEtysKQvnz6FpUKDJ4/Px8ebtRQv48cfVLHjzbdRqFR3at2P69GmGKZCCUJMsEkSNGPUo7m5ufPP1lzg5mVY1RhAEQWh4Dp9Pp6BIZ/QFGcDGSkGuRsuRC+n0biNmLTQklmxCW9efj4AAP4qLi4mJuVRlNkImkyFVsICnom1VrRsqf2zFBQx69ujON99+z+EjxwgNCSYqKooZr0w32ufmL/5l1/+UslPakEcBgQODCBwYZPSY/vrjAJs3rik3hkEPhBsFMxXt897SxYb/VigUjBs7mnFjR1f4nIKbNeWTjz4w2iaXyxkx/CFGDH+owmNKyeQyRo0cxqiRwyp8vO99feh7X59y28uOD0qqDs6b+0al13l+2pQqxyEIt8MiQdSvO7bh69+MKVOfZ/WqHyxxSkEQBKEeSsnSoNNVsHoc0Or0pGYV1vKIhPqkrj8fPt7etGvXhpWr1xoVloCSktnzFyzC2saakcMf4vsVK4mNjTPqb7n/wKFqr9E8NJQ///yb4mKtUTbqwMFDtGxRvrAEgJWVml5392TPnn1cuZJExw4dDH2MzGFqRlAQhJpXZRAlSRL//PNvtSeJi08gPz+fHTt3WWxggiAIQv3j6WyNQlHx3XalQo6Hs1WFjwn1V642lzxtbqWPVxwSVaw+fD6mTX2W2XMXsPDNtxk6ZDAenu6kpqSxZes2kpKTWbhgDr4+PnRo347F777H+CfG4evrQ2TEWXb9/ke15w8f2J/ffv+Dpe99yMgRw1AqFfz2+5+cOPEfi99eWOlx/frey6w5C4iNi+OpSRMs+IwFQagLVQZRMpmMh4Y/TF5eXrUnkiQJJydHiw1MEARBqH+6tXDlu99iKCjUYWN1Y5pTQaEOG7WCrs1d63B0wq2QJAmFrPIpa1rJ9Mp69eHz4ebmyvtL32Hj5p/4Zvn3ZGZm4eLiTMeO7Zn+4jTc3ErGMHPGS/y4cg1ffb2coqJCwsJa8frMV5g6bXqV53dwsGfxooV8/8NKFr+7FK1WR4vmoSxetIDgKqYQhoaG4OPjTU5OLp07dbTkUxYEoQ7Iigtzq7zJ1KlLD86ciaj+RDIZi95awIxXX652X0vatX07AOGDB9fqdQVBEO5UZauvaXV6lAo5NmqFqM7XQL198n2UFQRR2mM6pFQJHKFny664ubnh7u6Gt5dnlc1Lxeejcq/PmkdYq5Y88fhjdT0UQRBuU7Vropa+u5grSUmVPi5JEpOfLlm49+gjD1tuZIIgCEK9FOrrwBfPd+XIhXRSswrxcLaia3NXUZWvkZFypJJqBVlw4OARw/Z7+/Sm1909Kj1OfD4qFh+fwIULF3n+uWfreiiCIFhAtUFU//59qz3J2MdG4+0bxJSpz7P9ly2WGJcgCIJQj1mrFaIKXyOn6CBH9++Nhqi2tjY4OTnh7e1Z7bHi83FDaQn5qF1ROAU4sSlrG2TdeNycEvKCINQfVQZRer2eVavXVnuS+Ph4rl27xj4TilAIgiAINW/EqDHMen0GXbp0qpHzr123kWPHjpcrOdwoSXpIiwD31iCTV79/AyOXydChL/+AM+ADXAGlUkl+fgF6vURxUXEtj7B6lux1ZWl52gJsZFak/pdKy/AW5crJm1NC3lT1+fUQhMaiyiBKLpfz6ozXycrKMulknh7irpMgCEJNy8vLY9PmLRw4eJjMzExcnF3o3LkjI4YPFY3PK3CrAeXLr75O67BWTHqoB7JzG5CUVtCk4hLWNemvv/ew4oeVrPju6xo5v53SvtI+Udo2WtKS0tHpdAQGBhAbG8fGzVvp2aMr/freWyPjuRWW7HVVE+QKOQNm9au169X310MQGoNqp/MFBgaQmZlZ7YlUKhXz5s22yKAEQRCEiqWnZzBn7kJcXZswccLjeHp6kpqayuaffmbm63NYOH8Ovr4+dT3MWlOTAaWvjw+urk2QXf4dJAnZpd+RXEIqzEbNnfcmwcHNmDB+3G1ds75ROihRB6shDh4cFE5UVAx//LWb4ydO0fe+PlUWmBBMJzJHgtDwVBtEffvNl2RmVB5EXU1P56uvvuXAwUN07NjeooMTBEEQjH32+TK8fbyMGokGBvjTsUN7Zs9ZwDfffs/8ebMASLt6lUWLl3DmTCR2draEDxzAw6OGG774FhRoWLl6Dfv3H6SwsKTE81NPTmDqtOlGmZsTJ/9j7doNxMbF4+LizIODH6ibJ3+Tmg4oX3n5BUg/D2dPgNoBCtIhM6pOslE1yU5pU+UX+CbtnJn08BPIZDK6du1E8xYh6HV6EUBZkMgcCULDU20Q1bZNm2pPMmL4MHrcdQ/Tnp/O7r9+t8jABEEQBGNJScmc/O8U7y9dbAigSimVSpa8u8ho29p1Gxj32GjGPjaaiIhIVvywCidHB8LDByBJEu8seY/U1DQmP/WkodnoO+++Z3SO02cieHvxEgYO6M/TT09Co9GwafMWEhIScXKs296AlgwoR4waw8Txj3Pk2DEkvcRbb85jxsxZdPHRMrqLI1o9/Lg3lb1fL0KjlRMaGsKkSeMJ8Pdn7rw3iYg8S0TkWX7etp1HHh7J6EdHodfr+Xnbdn7/4y+uXk3Hzc2VgQP6MeTBQcjlJeN9ZsrzDH1wMIVFhfy663eys3MIbtaUcePG0KplC6Pnu//AIdasXU9qahoB/n5MnPAEYWEtDY9HRUWzcvVaLl6MRiaT0aZNGE+MewwfH28APvn0C/Ly8/H09GDPnn28/dYCk4JMmUyGTCYzypbsnr+bNo+1wa2Fm2E/c7MlZ85EMm/BW6z68TtsbKxNPk4QBKE+qDaIOvnfKbZs2cqE8U+wctXqCvdJSUklMvKsxQcnCIIg3BAbF49KpaJZFQ09ywof2J8BA0rWYTQNCuTS5Vj27PuX8PABREScJSLiLP/34VL8/f2AkgBErVbx2RdfGc6xfv0mevToztOTnzRsax4awvSXZlrwmZnPkgFlqU0/bWXC+HGEtboemGg1UFwMCje2HUlhz7lrTA/3xj5sECu37WfJ0g/57JP/Mf3FaSx970MCAgMYMWwo9vb2AHy7fAUHDh5mwvhxBAUFEB19iRU/rCQ1LY3JkyYarrtt+w6aBgXx8vQXUCjk7Ni5i/kLFvHO4jcNzVvz8wv4edt2np78JNZWVmzavJXF7y7l00/+h7OTE3Hx8cxb8BZDhwzm8XGPkZebx2+//8GsOQv43wdLcHFxBuDYsRMMHNCPuXPewNOzZB3zzVmQ4oJiovZEkxyRjCa7ELWDGqmHnsywbJo0cTbsZ62wMjpOZEsEQbiTVBtEPfbYE0THxPDff6fZsfPXSveTJKncXTNBEIQ61cCrqmmKdBw+n05KlgZPZ2tkWp1ZxzdtGmT0c1BAAJERJTe8omNi8Pb2MgRQpXr27G4UREXHXGLKs08Z7aNSqejSpVO1N89uHn+3FpbrFWTJgLLU4EHh3Nund8kPkh6KsgFbkMlIzy3Gw1FNuwAH5PoIpjwzif0Hj6DVanF1bYJarcbO1hZvby8Arl5NZ9dvvzN3zhu0b9cWgAB/fxzs7Xl36fsMHzYUN1dXAOzt7Znx6nRDdurF0BDS0zPYvHkrM16dDoBOp+PF56cazv/iC88xafIUjhw5xoD+fdm69Rd69+7F6Edv9Gts164NM2bO4q+/dzNyxDAAPNzdeWrSBKOpeHnaXHK1uQAUZRdxbsU51I5qfPr7YuViRVFWIdEnL3Hpn8v0nNQde3d7U98mQRCERqvaIKpFi+ZERUfTokVztu/YWel+Xl6e/N//3rfo4ARBEG5LxsU6rap2Oy4m5rB4bQQFRTp0OgmFQoZal01xcTExMZdMCh5USpXRzwqlAr1UUspaJpMhSVK5Y27eVrJf+XOXnsec8X/3WwyzRrcm1Neh2rFbWlUBZSl/f/8bP2RGgb4Y0ENxHoPb2nM8JotXVkXTKzSZ7g9EM+yhByu9XlRUNEqlknZtjafEd+7cEYVCSVRUjCGI6tG9myGAKtW9W1d+2X7j31xra2tDAAVgY2ONp6eHofBTdMwlEhOvsHv3XqPz6HRao8+Kn59vubVMeklCKSsJbmO3XcbG1YYWo5sjk5fsp3W35rXh05n0ylQifomk+8RuABRkFXB4xVHSL6Wjslbh3cUbKUwyWnO3es06Dhw8RG5uLr4+PgwdOpg+9/Su8DU7d+4C3/+wksuXL+Po6MiA/n15eNQIw+MnT55i3YZNXL4ci5WVmk4dOzBu3BiauLgAJZ/dywdiuXwwFs01DQ4e9rQY2JyoPTHYettC6wovW+OqW3NW3eOCINRP1QZRmzetIyoqmtDQEKY8+3SF+1hbW+Hh4SEWmQqCUH9IepOqqtVHmiIdi9dGUFSsx976xq/pgkInlE7+/LByDXNnv240jU2n0zF/wSKsbayZM+u1aq8RGhLM9ytWEhsbR2BggGH7/gOHyu138OBh7ul9t2FbcXExx46dwM7Wtsrxa4p0SJKEXq9HLpcbtn/xfNfbzkgFBPhZLKAspVSUGZPaEdSOSE4BSAGd8QqA/7XScvxsPEci45ix+CvCB15i/BNjK71mRcGnJElIkoTxP5fld9RLeiizj0pV/p9rpUKBXl9yrAy4P3wA4eH9y+1nb2dn+G+FsvLXXZOh4VpMNm2eam0IoAzXUirp/HRno+l7F/68SMuBLWg5sDnplzI4u/Mcv4X8cWPN3fX1dS9Mm4qdnS1nIiL5ctm3FBdr6d/vPqPzFxcXs/jdpdx9d0+mPDuZmJgYvvjyGzw9Pbmn992cOnWGJe99yGNjHuHpyU+SmZnJlq3bmDf/LT54713slDZE/H6WuH/jaNqvKS7NXCjIKODM9ki0Gi1Ovk6VPu+aZso6sY8jlln0mqYEboIg3J5qgyiZTEZoaAhQUu78n3/+5atvlhMVFU1ebi4+Pj4MHvwA48aOwdnZuabHKwiCYJqMi1CQ0SCrqh0+n05Bkc4ogAKwsVKgDejL5dhtLHzzbYYOGYyHpzupKWls2bqNpORkFi6YY9I1WrZsQYf27Vj87nuMf2KcobDErt//MNrv4YdHMH/BIpZ9/S39+/WlUFPIxs0/IekriBDKjP9afjHZecXo9RISJV/y5XIZjnYqjlxIp3eb2+sr6OPtTbt2bVi5eq1RYQkwP6CskL1XyWfHqSkE9uXw4aNYW1vTY8hAegyBfpHnmDNvIYMeCMfd3a3cTcSQkGB0Oi2nTp8xTOcDOHr0OJIkERoSbNh28NARRgx/yJCNkiSJgwcPExIcjKlCQoKJjY3Dz9fXsC0vL5//++hTRo0cZtK/z/mp+cgUMuy87ardFyCwWwABXUuyd47ejmQkZhqtuYu5dJlvv/4CKys1AMHBzVCpVGzZuq1cEKXRFJKbm0fnTh0JDPAnMMAfhUKJa5OSLNOGjZsZNXIYQx4cBJRMyWzfri2Tn5nG4SNHGNvlESYeeJanJkzg/jJTNK/cncQLL75CW5cwk55TYyHKoQtCzas2iCpr+XcrmDL1eaPpHmfPneevv3ezbNnX/PnHr3iIhruCINS10iwUckpu+csbVDYqJUuDTldxkKJT2DFwzAsUJh7mm+Xfk5mZhYuLMx07tmf6i9Nwc3M16RoymYyZM17ix5Vr+Orr5RQVlZQ4f33mK0ydNt2wX+uwVsyZ/Rpr1qxn9t/zcXZ2ZvCg+2keGsqxY8crPHfC1Xwys4uQyUoCp1J6vURmdhGJVy0zdWna1GeZPXfBbQeUprh0+TI7du5i6pSn8fLy4p9/92NtbW0oIuHs7ERMzCVSUlJxcLC/XomvPx99/DlPTnicgEB/zp+7wA8r1zDkwQeMeljl5OTw3vv/x7CHHkQul7N9x69ERcfw7lMTKxtOOcOHDeXVmbP49LMvGTigP1qtlrXrNnAtO9vkdWPmcvQ2rs5o52lH5onS6YUxFBQU8MQE4/V0UiXTQB0c7Hnk4ZF88OHH3H1XD7p07kSP7l1Rq9XXz3eJ8xcusH7DZqPjtFotKSlpJCZeobCwkG7duhg97uPtTWBg4G09z9ogMkeC0PCYFUQtWfI+A/r3Y/bski7ukiRx/sJF1qxZx2eff8nzL7zEurWramqsgiAIpinNQimul01WqBtUNsrT2RqFouLp0UqFHH8vF3r3f5yJ4x+v9BybN64pt23QA+EMeiDc8LO1tTWTn5rI5Ju+rN98bIf27ejQvp3RNk2RDp+we9iwL65c0YjsvGIkJBQ3rfORy2VodXqu5RVVOm5zuLm58v7Sd9i4+afbCihNMWrkcIqLtXz9zfdkZ1/D19eXmTNeMpTmfuihIfzfR5/y3PPTGTVyBKMfHcVTkybg5ubKqjXryMjIxMPDndGPjjJ6DwCGPjiYAo2G9z/8iJycXIKbNWXh/Dk0DTL9y7+PjzdvL1rAjz+uZsGbb6NWq+jQvh3Tp09DpVJVfwLA1t0WSSeRl5RnUjZKrjR+f2UKmdGaO1fXJsyb+0b54yq5kTH60VH07nUXhw4fYePmLXz/w0pmvTGDAH9/ZDIZY0Y/Qteuncsd5+ToRGpaWskPJqzzq05dNL4VmSNBaHjMCqIkSeLTT/6PoDK/2Lt17UK3rl1YtXotu/fss/gABUEQzFIuC0WDy0Z1a+HKd7/FUFCow8bqxhqWgkIdNmoFXZtbLji4FdUVjXCyUxkKUpSd5VbyswwnO7XFxuLgYM/E8bcfUFa0z3tLFxv+W6FQMG7saMaNHV3hNYKbNeWTjz4w2iaXyxkx/CFGDH+oyucgk8sYNXIYo0YOq/Dxvvf1oe99faocH5RMcasoaCn1/LQpFV9fJkOPHrWrGsemDsT9HU/z0aGGdVEymQydTsep7/4DlYx240oCao2u0CjYsJLfeF9DgoPJyMhEqVDi5eVp2L5u/UZkMhmPPDzSaAwZmZkcPHiY++69x/CaLVj4Nj//vJ1pzz1LSHAzEhKvMHzYUMMxyckpfPXNcp6e/CR+vr5YW1tz4OBhBg+637DPlStJxMXFlSvwURXR+FYQBFNUGUSdPnOGrVu3GX62d7Bn/sK3jOZyA0RFx5CVlYVjHTdeFARBIDMKcpNAroJirfFjuVcaRDbKWq1g1ujWLF4bQa5Gi1anR6mQY3N9u6XKhFekurLklRe9uFE0wtfNlib2aq7lF6OXJEMwJZfJaGKnxtdNTE2qT+yV9oagwWGUPQe+PkTM6ks069UUWxcbMq5mMX/jIvLS82k3vl01ZyvRqlUL2rVrw+J332Pc2NF4uLtz6PARNm3ewrw5s8rtb6VWs2btBqKjY3jwwUFcy7pGXHwCLa+3Tnn0kVEseHMRzk5O3HVXD3Kyc1jx4yqcHB3x8iwJ0kYMf4gfV65Br9PTrn1bkpOTWb16nVivLQhCjagyiEq/ms6bby02WjAbERFZ4b4ymYyuXcqn2QVBEGqV2hEpqF+VjzcEob4OfPF8V45cSCc1qxAPZyu6NndFrZSRn1+Ara3lAxFTypJXVfQiV6PlyIV0urVwxdFOhZW6pHpcsU6PSiFHLpdhpZLXeSZNMGa0HsceOj3Tidi9sZzZFkFhbiHWDtbc0+1uHB9wxtXVxXDczc12E/Q3pmnKZDJem/Eyq9eu56uvl5OXl0+Avx9vvD6DNm3KF3mws7Nj/tw3+P6Hlbwxay5qtZoe3bsZMk9hYS2ZO+cN1qzdwI6du7C1taFH926MfexRwzlGjRyGjbU1v+zYycrVa/H392PihCfYtHmLhV8xQRAEkBUX5lY6Wfjy5ViatzQtBd6qZQvWrV1luGtUW3Zt3w5A+ODBtXpdQRCE2pZ4JYmff95B1rVrTHl2Es5OlivbrCnSMeWTIxQV68tNIVSr5Iay5Bv2xbF+TxwONkryCrVotXqUSjl2VkqyC4oZc28QI3v5GwVkN2fSLNEnqri4GKVS2eBbazwz5XkeGvpguXVStcnUNUAfRyyrdprbC62fqYkh1qo75XkKgnB7qsxEBQYGcPF8RLUnsbOzxc3NzWKDEgRBEG7Q6XTs++cA/+4/iCRJeLi7YWtj2UyUKRmm3m088HS2RidJxKXlG5UvT5cX4WinwsPZCqg8k3arUxHz8vKJi48nLi6B2Lh4UlPTaNu2NQ8NGXSbz7xuLfvik7oeQqNYA1QXxSAEQbizVRlEyWQyoyaMgiAIQu1KTU3j5207SE5JBaBH9y7c26c3SqVZdYGqVVVZda1OT2pWIQDtmjpzLbdkrZOiTPlynV7iWm4xbYOcDdus1Yoq+0EVFRWxZ+8/uLu706F9W6PHcnPziItPIDY2jri4BNKuXjV6XKFQ4G7B6ntCw9YYAkFBEBoWy/4rLAiCUJ/otRD9KwTfD/L6/+suJzeX//47TdcunVCpVBw6fJTde/5Bp9Ph5OTE0CEPEBjgXyPXrq6semmG6dSlLJztVOWKRijkMpxsVZy+nGUInKoqUpGdncO6DZtJSUnFz8+X4OCmxMXGExtX8ic9PcN4DEolfr4+BFxvxOrr623xQFIQBEEQTCX+BRIEofGK3Y3s8u9IKlsI6lvXo6mSJEls/Xk7ly/HoVQoOX8xivj4BAA6dGjHgH73YWVludLgNzO1rHpKlga5XEaAhx35Gq2haISttZLs/CJDxqqqIhX28jzWrttEXn4+VlZqcnJy+OjjL4zGo1Kp8PP1ITDQn4AAf3y8vUTQJNQK0fhWEARTiH+RBOFOI+khLQLcW9f7fkm3Ra+93i8KZJd+Qwq4p15no6JjLpUEUEolu/f+g1arxd7OjsGDw8u1lagJppZVL81YyWVgb2P8epZmrKoqg/7Rqr/x0p43bCssLKKwsAi1WoWfny+BATeCJoWi5kq5C0JlxNopQRBMUX+/UQiCUDMyLiI7twFJaVXv+yXdltjdoCsEmQJ0GojbW2+zUXq9nt9+/wsArbakt1VQYABDHnwAJ6faK8luSjEIUzJWVRWpUBVcK3ddlUpF77vvomfPbjX35ITbJjI0giAIN4ggShDuJJK+JDsjScgu/Y7kEtI4s1GlWShJBnIZ6GX1Kht181qh/KQIMjIyjfa5HBvH/gOHeOD+AbU6tuqKQZiSsaqqSEW8PpAO7VrQ0ktO4pUkEhKukJ2dTULilZp6SkIZqalpvDpzFs8+8xR39exu1rEiQyMIgnBD3X+bEASh9mRchIIMUDtAQTpkRjXObJQhC3U9QJTJ6k02qqK1Qs2lM5Rd7WRnZ4uLiwstW9TP96a6jFXVRSoUNGsWRPcygVp+fj7W1ta1Mvb6Ji8vj02bt3Dg4GEyMzNxcXahc+eOjBg+lCZNmlj8emorNb6+Pjg42Bu2iQyTIAiC+UQQJQiNQFVV0AxKs1DIS4IK5I0zG3VzFgpKnm89yEZVtlYotqA1Lop0Xh7bCy8PV9TqmisgYSlVZaxKp/zlabToJcnQkFcukxkVqShla2tbG0Oud9LTM5gzdyGurk2YOOFxPD09SU1NZfNPPzPz9TksnD8HX18fi17T2cmJd95eaLStMWSYRCAoCEJtE0GUIDRwVVVBC/V1uLFjaRZKcf2Ov0LdOLNRcXtBqyn5b73e+DFtQZ1moypbK6SysSNZY0VsloIAv7oNoEwKyKthrVYwrm8Qi9dGotPry5RBlzNrdNgtN9xtbD77fBnePl7MfuM1FIqSGxmBAf507NCe2XMW8M233zN/3iwKCjSsXL2G/fsPUlhYSFhYK556cgJTp01n1usz6NKlE2vXbeTYseP07NmdHTt/Y9rUZ1Aqlcxb8BavvPwC69dvonv3rgwf9hBjH5/Imwvm0qZNGAAnT55i3YZNXL4ci5WVmk4dOzBu3BiauLjU5ctjlsYQCAqC0LCIIEoQGrCqqqAtXhvBF893LfnCWi4LRePNRtl6ILmFVfl4XTG1oW1dMTkgr4amSMfKvy7j6WKNXi8ZyqDL5TJW/nWZu1u73/GBVFJSMif/O8X7SxcbAqhSSqWSJe8uAkpK37+z5D1SU9OY/NST+Pr6EBlxlnfefa/cOS/HxuHh4cHMV18iMNCfixejAfhpyzYmTniCZs2Cyh1z6tQZlrz3IY+NeYSnJz9JZmYmW7ZuY978t/jgvXdrtKy+IAhCQyaCKEFowKqqgpar0XLkQnrJlKvMKMhNArkKirXGJ8m90riyUR5tSv7UQ6Y2tK0LJgfkJqjscwkYfy5riCWyaTUtNi4elUpFs2ZNq9wvIuIsERFn+b8Pl+Lv7weUZKvUahWfffGV0b5qtZoXnp+ClZXx52jSxCdo1aolAAUFGqPHNmzczKiRwxjy4CAAmgYF0r5dWyY/M43DR47Qu9fdZj2vb8//UO20OpE1EgShMRBBlCA0YCZnNtSOSEH9Kj+RuvbKaN/JTG1oWxdMDshNUJcZN0tl0+qL6JgYvL29DAFUqZ49u5cLojw83MsFUEC5Y43Pf4nzFy6wfsNmo+1arZaUlDSzx5unLahy/VFVAZYgCEJDIoIoQWjATM5s2HuV/BHqlKkNbeuCJQMfUz6XI0aNMaznsRRLZtNqWkCAH8XFxcTEXKoyGyWTyZCk8u9LRduUlTQnVigq/6deJpMxZvQjdO3audxjTo5OlR4nCIJwp2skiyAE4c7UrYUrNmoFBYU6o+31IbMhVKy0PPhzQ0IZc28Qzw0J5Yvnu952liQvL48fflzFlOdeZPRjTzBl6ot88+33ZGRkmHT8rUw1/OvvPYyfOLnc9rr6XJZm08pm+aAkm1ZQpOPIhfQaue6t8PH2pl27NqxcvRadzrgAik6nY87chSxavITQkGCSkpKJjY0z2mf/gUMWGUdIcDMSEq/g5+tr+KNUKFn+3Q/k5edZ5BqCIAiNkQiiBKEBK81sqFVycjVasvKKyNVoUavkdZ7ZECpXWh58ZC9/erfxuO33KT09g1dnzOLChSgmTnicJe++zZNPPkF0zCVmvj6HRBMa2Voy8DH3c6kp0rH3dCob9sWx93QqmiJdJWeuWn0v3HGzaVOfJTHxCgvffJujR48TFx/P0aPHmb9gEUnJyUwYP46WLVvQoX07Fr/7HvsPHCI2Lp6dO39j+45fLTKGRx8Zxb59//DjyjVEx1zi5MlTLHnvQ/Q6PV6enha5hiAIQmMkpvMJQgNXXeNTofEztVT2iFFjmDj+cY4cO4akl2jVqiV79u7jy88/NppqmBnxM5Jcjbppf5S5sdhkH2f8+M9xc3Vl2EMPMmBAP/76ew+ffvYlACNGjcHd3Y1lX3wCwImT/7F27QYK4uKxtnUgtP3dqCgiJe48ob49jMZuyTVM9blwR0Xc3Fx5f+k7bNz8E98s/57MzCxcXJzp2LE901+chptbSeA6c8ZL/LhyDV99vZyiopIS56/PfIWp06bf9hjCwloyd84brFm7gR07d2Fra0OP7t0Y+9ijt3S+XG0uedrcSh+vOMQVBEFoeGTFhbkN+nfaru3bAQgfPLiORyIIglD7kpKSee75l3h/6eJqK72NGDUGR0dHJowfR1irluglPc9Ne4k3F8yhdeuSsvBXM64xZcpz9B35DEF+niz/6E0eeXgE3bp15eTJ//jhx9Usems+QYEB/Lrrd37a8jNL3lmEQqnAw92d02ciWPjm2wwc0J9+/e5Do9GwafMWEhKu4OTowHtLFxvG8uqrr/D1v1qKivXlCm2oVXKz1zBpinRM+eSIxc4nmO/tk++jlFX+GmslHbM7vFqLIxIEQagZIhMlCIJQT5lSqtvUUtmlBg8K594+vQ0/tw5rxe69/xiCqGNHDuPl6cmUR3oTE3MJnU5H9+5dCfD3JzDAHysrK6zUamxsbHByckImk+HtfaNoyfr1m+jRoztPT37SsK15aAjTX5pZbiwXErMpKLKySEVAqN+FO4qLi0lIuIKHhzt2drZ1Ng5BEATBMkQQJQiCUA/VVKluf39/o5/79r2Xb779nsmTJqBWq9mz71/69u0DQLNmTenX915mz1nIPb3vpnPnjgzo3xdFJVXgoKRk9pRnnzLaplKp6NKlE5GRZ422Z+UWo9NV3Mz1Vtcw1afprTqdjphLl4mIPMeFCxcpKiqmdVgrhg97sNbHUlvkMhk69FU+LgiC0BiIIEoQBKGeMadUt6mlskvdXAa7Z4/ufPPt9xw+cozQkGAuXoyi9+BxbNgXh6ezNZOeeor77x/IkSNHWf7dD6jVaubMmkmTJk0qPH9JSe7y2/VS+S/WzvaqGlnDVFq4oyqWash75OhxzpyJZOTIh3B0cECv13M5No7IyHOcO38RjeZGc1sfby86dWxv9jUaEjulvegTJQjCHUEEUYIgCPWMOY1vy5bKLltYAkoyIfMXLMLaxpo5s16r8FpWVmp63d2TPXv2cfr8ZWSOgazYnYJOJyEvzuLL/EQWvDiG0Y8+zMOjRvDiSzP448+/eeThkVSUVAgNCebgwcPc0/tuw7bi4mKOHTuBna3xNLbmvo7suayt9ebDlsryHTx0hD/+3A3ApUuxJCUlc/bsefLy8w37eLi7ERbWirCwFjRxcbH0UxEEQRDqiAiiBEEQall1WRBzS3VPm/oss+cuYOGbbzN0yGA8PN1JTUljy9ZtJCUns3DBnCrH06/vvcyaswD9mYuoAvoYgjddgYprkXuZvzSHhS+MIv1qCunpGbi5uQHg7OxMXl4+585dwNPTAxcXZx5+eATzFyxi2dff0r9fXwo1hWzc/BN6fflMlFopr/U1TOY25K3svTp8+JghgLK2tmbbLzsNx7i4ONM6rBWtw1ri7u5m8ecgCIIg1D0RRAmCINQiU7Ig5pbqNqVUdmnvpX8i0si3SjUK3EJDQ3Bu4k56ZjY27sHkFJQGNPbYtRxKfuy/zJ49B3t7OwY9cKMwRbu2bejWrQsL3nwbJydHln3xCa3DWjFn9musXrOev/+ej4uzC4MGhdM8NJRjx46Xez61vYbJnCxfZe/V/c2yuHj2tOFYjUaDvb0dbduEEdaqJV5ensjE2h9BEIRGTZQ4FwRBqCWmluC2dKnuioKB0mxPaeA2edprXNU2Ice5K3pJQpJAJispBGBno+SJfk0Z2cu/mivVfxv2xbF+TxxOdqpyj2XlFTHm3iBG9vKv8j0I1R9BSVG54wf0v4/u3brU6Pjru2/P/1Dluic7pQ2TWjxRiyMSBEGoGSITJQiCUEtMzYKYUqr7YlQ0//xzgPvD+xuVGL+ZKdPX0lKSSE+OI8evG5J0vYLa9USKJEFOXjEu9uWDjobI1CxfVe9VVEEb7m+pJ9DDjqxr2WRlZpGXl4+Tk2ONj7++EwGSIAh3ChFECYIg1BJz1jpVNc0tLi6BjZu2otPpuHYtu8ogypTALfrYbrz9m5KpckYmSUZT0SRJQgIa9JSFMrq1cOW732KqLWZR1Xul0aux8QiidyPIzAmCIAi3RgRRgiCUk5VbxNrdscRfzcffzZbR9wbibF9xP5+GzNQy15baz9y1TlCSCSqdXgeQmprGug2b0el0dOrYnhYtQqt8jtUFbsnp+ezZu4+WXQeSmKwiV6NFry8JnGSAXC7DzlpBVm5xlddpKExtyHsr75UlWaoEuyAIglAzRBAlCIKRP08ks3htJDq93rAuZsO+eGaNDqNfx8ozHg2NqWWuLbmfqVmQys638tfTNNWfQqfTIpfLCQ5uSlJyCh7ubiiVFf86ry4Y8HK15btvl7H3dConfrlIEwc1eYVatFoJpVKGnZWS/CJdjQcNtcmUYhbmvFeWVlONlgVBEATLkVe/iyAId4qs3CIWr41EL0koFXJUSjlKhRy9JLF4bSRZueUX0zdEN68TcrJTYW+tpKhYz+K1EYZKdpberzQLolbJydVoycorIlejRa2SG2VBKjufU3EcOp0WAL1ez4aNW1j+3Y/8uGptpc+1WwtXbNQKCgp1RttvDgZK9yss1uNgo8LFQY2DjYrCYn2NBw11obQh78he/oZ1aDc/bsp7VUpTpGPv6VQ27Itj7+lUw3tuLlM/S4IgCELdEpkoQRAM1u6ORacvmd5UlkIuQ6vTs25PLM8Mrnr6WENgaoEHS+8HpmVBKjvfNasQ9IUywgJdcHdUkZeXT15eHk2Dgip9rqZOXzN1vzuJqeXXLZk5MuezJAiCINQdEUQJgmAQfzXfsPbmZpIECVcrL11cmTpd2yHpIS0C3FuD7EZgWN06odOnI/nfghcZNeVNkwpBmNscF8qvdSqrsvPp5Wpi9cHcFRjEUDOKGpgaDNR2z6aGoDRjVRlzm/dW51Y+S4JpRPl1QRAsSQRRgiAY+LvZUlmPUJkM/NxszDrfrd6hz8vLY9PmLRw4eJjMzExcnF3o3LkjI4YPpUmTJqYPIOMisnMbkJRW0KS5YXN164Sc7UsCLg8TiwuYU4SgJprtmqK6YKCsqgI8wVh1maPD56/SuZk9mZlZZGZlodXqaNsm7JbXsNXk2rTGXswiT1uAnbLy32FVBViCIAg3E0GUIAgGo+8NZMO+eHR6CYX8xhe5kp/lPNon0ORz3eod+vT0DObMXYiraxMmTngcT09PUlNT2fzTz8x8fQ4L58/B19en+gFIemSXfwdJQnbpdySXEEM2qrqiAS397QDoEtqEVbsTqy0uYGoRAlNfk7oqaiAKGpivqsxRiP44e7cdYO9NBeJtbW1o0bziabHivRcEQWgYRGEJQRAMnO3VzBodhlxWsgaqWKtHq9Mjl8mYNTrMrDLnpXfoy34RhJI79AVFOo5cSK/wuM8+X4a3jxcLF8ylW9cuBAb407VLZ95aOBfXJk345tvvASgo0PD1t98xcdIzPDZuAosWLyE5OYURo8Zw9OhxyLjI2r/O8+r6RDbtPc9Tk6dw8uQpAHJzsmhaeADNya/JOPAZGf9tIPtqvKFogFpZMmYrlYLODlFoTn9PTkGxUXEBv7y9fPP11wC8+OJ0ujlfovjSLtIPfEr6oa+5en43CpnOaD2Rqa+JuUUNLEEUNLg1lWaOJAm1rJCyHbbs7Gxp0TwUb6/Kq1yK914QBKFhEJkoQRCM9OvoRefQJqzbE0vC1QL83Gx4tI/5faJuZW1HUlIyJ/87xftLF6O4qbiFUqlkybuLgJIGsO8seY/U1DQmP/Ukvr4+REac5Z1337u+9/UsFDIupxXg4ajitaFNCWgZSk5OLrNmzycgwJ+5s14lKlnD0UP7iTq9hZfnzyXU14EzmTeuO+qhAfz9+w6GtZOjdvbHw9mKVj5WTJ36GY8tmGPYb/efv6Lw7EaRc3t0eWkoU/dTpFYBHW7pNant9UmNuaDB/gOH+HLZN7y/dDEeHu4WPXelmaMiPYnKdgTLz1JUVFLVMi8vn/MXLnIxKprgZk0JC2tB89BQrKyM/26J914QBKH+E0GUIAjlONurTarCV9UailtZ2xEbF49KpaJZs6ZVXjci4iwREWf5vw+X4u/vB0Bg7Qd/1QAAmGBJREFUgD9qtYrPvvgKcq4gKTMo0slQKeRMutefJrZFkB/Ptr8jUMgVvDbjFVQqJR3awaiBnVn6vpbNmzbRtvUso2t5eXrSOqwVGfFneO7BuwDYtet3PD08aNWyBVCyhgjHpsg9O+JmpQB8KVBp0KREGk3TM/c1MWUdk6XWsdR1QQNT1sHd6nN1dHDA19cHtZXlG0ZXVdXw1dE9cVJ15MdV6ygoKMDL0wMbGxsux8ZxMSqai1HRKJVKQoKbEhbWitCQZqhUKsN5aytwqev3XhAEoSESQZQgCLekujUUNbm2IzomBm9vL0MAVapnz+589sVXFCYcJ9m5mLxCLS52Sq4VFFNUpMXp3E4uXCiiXfu2qFTGv/56dO/GV19/W+H1+va9l2++/Z7JkyagVqvZs+9f+vbtY3i8sFiP3sHN6Hkq7NyQinIM0/R6t/Gw+GtiyXUsdVnQwJR1cPk43PJzbdMmjHfeXlhj4686c+TAuMceYeXqdaRdTefVl5+nsLCIc+cvEBF5jvj4BM6dv8i58xdRqVQ0Dw0hLKwFwc2aVlp8wtLq8r0XBEFoqEQQJQiNQG1X1TK1QIK5fYcCAvwoLi4mJuZSldkomUyGVEHpuNJturx0lC52qOU6VApwUJbcSS/OSkQqsgFcKjm24i+SPXt055tvv+fwkWOEhgQTFRXFjFemGx7X6yX00k1LTGVyQDK6k2/JXkyWLq1dVwUN4MY6uNlvvGaYxhkY4E/HDu2ZPWcBX33zHXH2/bh24CNsg+5BnxmDXpIoaj6Ct9ec4aHQDP74/Q/SM9Lx9/Nj7GOj2bR5C8HBzZgwfhxHjx5n8bvvsXnjGqDkvd6+41d27vyt0mPMVVXmyNPTg2cmP4lGo0GlUqFSqejSuSNdOnckOyeHs2fPExl5jsQrSUREniUi8ixWVmpaNA+lS5dO+HhXvobKEuryvRcEQWioRBAlCA1cXVTVMnUNhblrO3y8vWnXrg0rV681+kINoNPpmL9gEdY21owc/hDfr1hJbGwcgYEBhn32HzhU8v/pvkTqXIjKukRmoY4Nl5sik5V80XVw1XPqv9MUF2uNslEHDh6iZYsbZdDLsrJS0+vunuzZs48rV5Lo2KEDLi7OhsflchlyuWl38i213sXS61jqqtmuKevg9p5O5fNfLgJQkHgE26B7UDr6oLBScC1mP2uOneTxsY/Srl1bkpOTWf79D+Tl5REc3KzCa67fsIktW3/hsTGPmHzM7bK3t8Pe3q7cdkcHB7p360L3bl3IzMoyBFTJKamcOh3BhYvRvPry8zUyplJ3SqNlO6VNtX2iBEEQTCWCKEFowCydjTCVOWsozF3bMW3qs8yeu4CFb77N0CGD8fB0JzUljS1bt5GUnMzCBXPw9fGhQ/t2LH73PcY/Mc5QWGLX738A8NcVT3TZgVhnZ6MszmNTQqih99GEvj7ozpxi6XsfMnLEMJRKBb/9/icnTvzH4iqmfPXrey+z5iwgNi6OpyZNMHrMSiWnWCEvdycfqPBOviXWu9TEOpa6aLZryjq4ss/V2rsDVh6tAJB0xehSjtO1zxCGPDgIKMlg+fv78cKLr1R4Lo1Gw5atvzD+ibHcHz7ApGNqi4uzM3f17M5dPbuTnp7BufMXcHC4tRshI0aNYdbrM+jSpZNJ+5vz3p85E8m8BW+x6sfvsLGxvqXx1QXRSFcQBEsSQZQgNGB1VVWrJtdQuLm58v7Sd9i4+Se+Wf49mZlZuLg407Fje6a/OA03t5KAZOaMl/hx5Rq++no5RUWFhIW14vWZrzB12nQkpHJNg2UykPQSGp2SxYsW8v0PK1n87lK0Wh0tmoeyeNECgqv4Ih8aGoKPjzc5Obl07tSx3LnDO3ux+4rccCdffr0sdE3dya/J98CUZru1OYW09LnqAIXtjYBUV5ABei0dbno/fLy9CQysuKdZYuIVCgsL6dati8nH1AVX1ybcfVePCh+zWDPqm9RmMQtBEISGTgRRgtCA1VVVrZpeQ+HgYM/E8Y8zcfzjle5jbW3N5KcmMvmpiUbbRz33Dl/viEamlyh07Uyha2egZN2SDBlOdmrc3Fx59eUXKz13mzZhhvUzZdnY2NC5U0cUCuNgYdkXnwDw6PUiEiV38lvQtfmYGgssauI9MHVqqCWnkJqyDq70uRaBoWEyQGGRHoAOzSpb41aB0ui6ijV19ZnFmlELgiAIt6VeNdvV6/V1PQRBqJSmSMfe06ls2BfH3tOp9aIBZV1V1aqLhqCm8nOzxcVRjVwuQ6+X0Okl9HoJuVyGi6MaX7dbW/cQH5/AhQsX6df33kr3Kb2TP7KXP73beNTo61D6HigVMtKuFZKYnk/atUKUCtktvQemNly1dGPWsuvgdDrjfwN0Oh1z5i7k/fffZ9bo1obrl37erBzcUFtZcfzYUaPjLsUmEBsbx4XEbPaeTqVIe+O8fr6+WFtbc+DgYaNjrlxJIi4uzqyx1wVTm1EDpF29yqLFSxj92HgmTZ7C+g2bjQLFahtWA2vXbWTGzFls/mkrTz39nKFhdVmSJLF9+688/8IrPDrmCZ6d+gJr122guFhr2OePP//muedfYvRjTzD95ZkcOnyk5l4kQRCEWlCnmahPPv0cW1tbJj05gRYt29L7nl5889UXAMTFxTNj5uscOnwEezs75sx5g9GPPlKXwxXuYHVRvMEUdVlVqy7Wz5iiWwtXnGxVWCnl6CUJrVZCqZQhl8mwvo3X5M+/dtOqZYt6eJdfhuz6/8qu/3wrTJ0aWhNTSE1ZB+d3/e/Z4G4+2HsGGT5vv2y7yo8r16DX6WnXvi0nIi6xcvU6JKUt5+NziPnlIsq8WMO1rKzUjBj+kNExycnJrF69Dmfn8hmt+sTUZtSl1q7bwLjHRjP2sdFERESy4odVODk6EB4+wISG1Tdcjo3Dw8ODma++RGCgPxcvRhs9vm79Rnbv2ce4sWPw8/UhPiGBlavWkpKSyosvPMfFi1F8/sVXTJ3yNKEhwezes48PPvyYTz/+0OLNjwVBEGpLnQZRXl6evP/B/zHpyQnEXLrE3b1KGllmZGQQfv+DABzcv49r167R656+eHp4cN9999bZeIU7U10VbzBFXVfVqo9rKMq+JgVFOmRyCdn1AOrm18TUdT1arZY9e0u+JNYXpZ9LrU6Pm9ONjOOtfi5NnRpaE1NITV0HB9A60JkuXfwNP48aOQwba2t+2bGzJJuldkHp1xt9ylGUKjm21kpyr5WMV1Okw1qtMByzfeevrFy9lgB/PyY9OYENGzebPfbaZGoz6lLhA/szYEA/AJoGBXLpcix79v1LePiA6htWl6FWq3nh+SlYWZXPbGs0Grb+vJ0F82bR4np1y6CgQAICAnj5ldd4fNwY0jMyUalUdO/WFQcHe8aNHY2zsxN6Scw+EQSh4arTIMrayprz5y+U277ih1VERUez4vtv8fLyxMvLk/vDB/DBhx+JIEqodXVVvMFU9TUjZCnx8QkcP3mKzp064GdiFsiU18Sc7KJSqeS7b5dZ9HmZSpIkDh46Qn5+Pu7u7nh4uOHm6srh8xkW/VyaOjW0pqaQmrIOrqJ1agCDB9/P4MH3G0qh21srweNGoGHvGUKu0zSj16T0mLJW/LgKtVp9S+Ovj5o2DTL6OSgggMiIs0D1DavL8vBwrzCAghuFOuYtWFTuMUmSSE29SqeO7WnbpjXTX57BPb170bVLZ4YOGYzs5uovgiAIDUidBlHRMZfK/ZIHWLW65B/KgdfvoAHcdVdPXnn1NfLy8rCzK99rQxBqSl0VbzBHfcwI3a6MzEz++msv567faHFydDQ5iIKqX5P6nF28WVFREX/+tafcdrlChUzXBig/nfRWPpemTg2tz41ZTf27+tnny7CzszNqqpuZmUVi4hVGDn+oVsZ6K0xtRl1KpVQZ/axQKgzZn+oaVpelVFTxd+F6IDR39us4uziVe9jD3R21Ws3sWTM5e/Y8R44e438ffYK3txdvvDajQZVIFwRBKKtOC0v8+edfPDxqhNE2SZI4f/4CAQH+uLm5Gba7ublSXFzMlStJtT1M4Q5XV8Ub7lQFBRp+/+Nvvly2nHPnL6BUKundqyd339XdYtcozS6W6+lkpaDgeoW9+kCSJDKzsujQoS0ODvZGj+l1xVjLtRUedyufS1OLhdTnoiKm/l29664ebN/xKytXrSUm5hKnTp3h3SXv4+HhTteunWtzyGYxpQjHosVLTDpXaEgwSUnJxMYaF9MobVhtqtJCHWlX0/Dz9TX8SUi4wtq1G1AqlURFRbN7zz7Cwloy/omxfPLRB8TEXOLgocPVX0AQBKGeqrNMVEpKCgcOHuK75cbTBq5du4ZGoynX68LZyRkoqTYUGhpS7nzbd+yq8DqhocE0r2D/6o4Tx9b9saXNIlNS08w69uVXX6d1WCsmPTne7OtqNBqef/EVhjw4CIWi5K9HsQ6KNXLS8qH0+6GVtRUSykrvvDek17kuj71yJYmVq9fj5emBi4szV9MzSE5OQacrqfAWFBTA0CGDcKyk4eitXjclS0NObj66CpI1+UVw5kJClZm9mnytmgYFcjk2josXo7kYFUNOTk6F+/r6+nEiRoG2IBu1ouQzaW1lVWlGyJQxVzYN8s8//uDCf8bHPNQcLmWAtYM7bZr7VTqFtKLrSlLJOjVLf67KZsmKNHmG7UU6UMoh/dIJtseVHPvGa6+ycfMWdv76GwqFgo4d2jNh/DhUKlW9/ntUWRGOb7/7gZzsbB54INxwniNHj5OSmlbhdVu2bGFoWN22TRucnJ1ITkrm3PnzRsemZ2RUOiYoqbrXpnUYy75azvHj/+Hh4U5GRiYHDh6iT5/eyOVyCgsL+ezzL8nNyaV9h7acP3+RggIN0dEx5OcX1NhrJY4Vx4pjxbE3Hzt4UHilj5urzoKoH39czYTxjxtlmwA0mpJvNba2tkbbi4qKALC3N74bKzRMhYWF/HfqNJcvx1JQUIBrkyYWaRYJ4Ovjg6uraVOK5s57k+DgZoZpPQqFAl9fH5ydncnJyQVApYDBYXq2R8rRaEGvB71Mj6N93d95bwgKi/XsPZ1arnhDcXExW37eTlFREbm5uaSkpFJo+Htuh6+PD+3bt6k0gLodns7WyCtZjiGXQxP72v3VWFRUTHZ2NskpqWz+aRta7Y0Mk729HaEhwWRkZBIbF49cLqdZ0yAcHOwZbH3jc1lUoEMraW+7qIipU0NVCmjuDqGhjjQPrX5/SZLIy8sjOSWVnJxcgoNNK45gjrJFRbJzS/6uyuUlNz8Gh+lRlXlJOnXqQKdOHSw+hppWWRGOJk2acG+fe7C3N226u0wmMzSs/nv3XrRaLV5eXvTv19fsAhvt27dDrVYTERnJwUM52NnZ0bFje0M7gNatw3h+2lQ2bd7Cj6tW4+zszPgnxhpuVAmCIDREsuLC3DrpLvjo6LGcOPEfanXJnO3zFy7i6OhI1y6d2b1nL2FhrTh+9KBh/9Vr1jF+wiTiY6Px8vI0bN+1fTsA4YMH1+4TEG5Z2WaRQ4cONmoWmZaWZmgWWZqJ6tKlU42N5eYgqioao0aqjat4Q02pqHhD6Zf8mIjDHDl6HJVKaegn06SJC/373UtoSHCNLjrXFOmY8skRior15db1qFXyGl8TJUkSSUnJXIyK5uLFaJJTUo0e9/b2IjSkGaEhwYbfd59/+Q0ajYbRj47C18fb6LnUt8/l4SPHuHIliaFDBiGTyYiOucQ//x4kISERALVaxbjHHsWnzPOwpPr4mgiCIAiNS50FUTdTWdnz+ONjWf7NMoJDW3HtWjapySV3XQHmzV/IDz+u4lL0eaMvVyKIanjefOsdkMHsN14z6nWi1WqZPWcBtra2zJ83ixGjxjD5qYkcO36CM2cisbOzJXzgAB4eNdzwGRgxagwTxz/OkWPHkPQSb705jxkzZ9G5cydGPzoKrVbLj6vWsG/fv2g0GkJDQpg0aTwB/v7MnfcmEZFnDdd/5OGRjH50FOMnTmb8E+Poe18f/vp7Dyt+WMnTk59k9Zr1ZGRkEhQYwIQJj9Oieajh2KioaH5YuZqLF6Oxs7Ol73334u7mysrVa1nx3de19trWJ6WBiqZId71fkx6lUo5cJsNVkYGX9pxhX5VKRbOmgQwc0A8nJ8daGV/ZAO/m0vC32vurqpLpRUVFXLoUy4WoaKKiosnLyzccp1KpaNo0kNCQYEJCmuFQQca9sLAQmUxWrnpcVm4Ra3fHEn81H383W0bfG4izfd1VmDt79jybfvoZuVzO4AcGcuTocUOQaG1tTbeunejapRM2NrfW9FgQBEEQ6oN6mUsfPuwhPvr4U06dPkOH9u0A+Off/Qwd8qAoidrAWbJZZKlNP21lwvhxhLVqWe56237Zwd69//DiC8/hYG/PylVrWbL0Qz775H9Mf3EaS9/7kIDAAEYMG1rpVNH8/AK2/bKTZ595CmsrKzZt3sqit5fwyccf4OzkREJCInPmvUmXzh1ZMG8Wcrmc7Tt+ZfeefRZ4xRquw+fTuZZfTHZeMXq9hERJG1i5XEYLh4tGPWGLi4s5fyEKDw8P+txzd62Mz9Kl4SvKuv24K5LhHa3ISksgNjbesNYLwNHRgdCQYEJDgwkKDECprPrXcUUlpv88kczitZHo9HokqaRQ2oZ98cwaHUa/jl639Dxux9Wr6WzbvhMoCZi2bf8VAHs7O7p370Knjh2wsmo8JcQFQRCEO1e9DKKmPPs0y79bwcKFi1i9agV//PEX586dZ8V339b10ITbZMlmkaUGDwrn3j69Kzw+IyMTD3d32rVtg1wuZ8qzk9l/4BBarRZX1yao1WrsbG3x9q78C6dOp+PF56ca9nnxheeYNHkKJ078x3333sNPW34mKCiQV15+0RDkv/jCc8yd/ybx8QkmPc/GKOFqPpnZRchkJYFTKb1eIrnQmSCnApr6e2Nnb4dapcLGxpoOHdpVe15LZl4sVRq+tGR6YZEOGykbOzJwlrKwLsrneJliZ36+PoSEBBMYFERMuozUa4VcybfGTy8z+5dxVm4Ri9dGopcklGVuSOj0EovXRtI5tEmNZqRuzrq1C7Tjx1XrKCoqBiA/Px87Ozvu6tmNzp06VBskCoIgCEJDUi//VQsObsbvv+3glVdn0rxlG7y8vNi8aX25poBC41dVs8hS/v7/3959x0dRbQEc/21L75VUWkKTjnQQpPeuoKKgYEFFEAGV3kHsDRsiKh1EpOgDFKRI770GEgiBkN6z9f0RsrCksIFUON/P5z3Z2Zk7d2Y2u3v2zD03KM/tu3TuyKHDRxg9dhwtmjelcaOG9OrZrUB9sLOzswiy7O3t8PX14ebNGCBrvrOWLZpZZEkVCgVNGzfON4jK79avh0FSqg4TJlRKy4yjUqngTHow9RqXp3/X0Dy2zl125kVvKJzMS2Fcg4yMTDZsO4p7+mmciUejNJgnj9CblCSb3GhSvzpdWtXF0dGB85HJTLJykt/8LPs3HIPRaBFAAaiUCvQGI8u3hfNqAc+vtXLLulXkDI6mVIv1UlNTOXv2PI0bPV4k/RBCCCFKSqkJonSZKRaPG9Svx79bNpdQb0RRKczJIrPlNxGkn185Pv34Aw4dOsL+g4cY8+54OnZox6AXnrO6zxpNzj8TtUqF0Xhr0kogl/kpc/TzTrl9Cb2fL9Klmauj5taEnub5OAFuPVbg6liwLElCipaZS0+iM5iyzjlZ/6fVG5m59GSBMy8Peg3i4uP566/NhEdcwWg04nErlkk32hCrcyNW70q83gmDSUFDhwAcHR0KdZLfKzFpub7uIOscX43JvXT0g8rrGOLTvbElBV9PZ+zt7TAZjRiNRqpUybvcrBBCCFFWlehku+LRU5iTRVpj374DnDlzjiZNGjH8jdeYMO5d/li73pxFKowxdiGhIezbf8AcVEFW9bU9e3KfSPLuL6Gujhqc7NRodUZmLTtJhtaQ63ZlTYCXAx5ONigUYDSZMBhNGE0mFArwcLIhwKtghQUWbblsDqBQ3ArMFFlBrM5gYsnWy1a3VRjX4FLYZS5dDsdkMqF29OR8mj/7UmqwN6UmFzKDiDe4gEKJyWQiMTWrdHthTvIb5OVAXi9fhQICC3h+rZXXMejtfTmjeJyazbsx+IVneXHwQIa89AJNGjcskn4IIYQQJUmCKFHs3nz9NSIjrzF12kwOHDhExJUrHDhwiMlTZhB1/bpV5catdenyZT7+9HP27ttPeMQVdv63Czs7O3MRCTc3V8LCLnHjRjRpaWn3aC13vXt25+rVq3z0yeecPXee8+cv8PkXX+c5SWVhfpEuzRpV9cTFUYOPmx0+rnZ4ONvg42qHj5sdLo4ai8lg+/R7hgMHDuXb3vFLCVn/uCNwcIv8Hce43ZbPW2Hf2VjS0jPIPPYT6ZG391uQa1C3bm2eHziAUSPfILh2GyIyy5Git7PooNFoQsHtrNuNhAwMhtzTR3qDkeiEXGb/zcOA1uVRKZUYjJbtGYxZt1D2b1Xe6rYKojCPQQghhCirJIgSxS57ssiKlSowf8FCxowdz/wFCwkKDuSD2TMIDAgotH3169ub9u3a8sP8hYwZ+z6nz5xl7Ji3sbe3A6Bnz+7EJyTwxvCRrF33533tw9/fj+lTJ5GSnMLkKTOYM/djfHy86dunV67rPypfQrMnPrVR6NBH/ofp9CK0h78h8/jPPKY5TlpKYoHauzvoBDBoXDGqswJi+3vcBjdx0jQW/rwIuHUNjAqU9h4obSwn9rb2GqhUKsoHB2Fvb0+glwPuLjYoFFnjkXR6I3qDEYVCgbvL7aybr5sdKlXu6SO1SomPW84KfHlxc7Jh3IAaKO/ap1KhYNyAGkVWVKIwj0EIIYQoq0rNPFH3S+aJEmXN9uPRzFt/3mI8SbaUDD1vdA8tlIpxpUFsbBzjJkzBxt6FkDotCA4sh4+DjvXr1xd4YuW/9l9j1rJTQM4xVgDjnqlB58f989z+zomVC/saZGgNvPTJXqJi0zABRhMob91q6OfpwIJRjbGzURXJJL8JKVqWbwvnakw6gV729G9VtPNElfRExUIIIURpIEGUEMXsUfoSWtgTKyv8m5MZGwaYSCzXFbeoP9DaB+FcsSkLRzVi5coVVk2s3KdPb/6JCiZx/3c4VmiJre9jZN44SerlHdhXfBLX5MPEx1s/sbKbuwfzFy4mPui5XIIoexaMamK+pkUxyW9hsqZi4fnIZGYsOUlCqhad3ohGrcTN0YYJz5aOYxBCCCGKWqmpzifEoyL7NrdZy06SkqHP8UW6KAOo4iyrXhQTKzskHUMT0IQkvLFRKFApwM1Rw4wX67J508YCTazcOMnEe/shQ2ckPVWLQmcEgxZv3VmGvFawiZU3/v0vmECpVGIwGs2jopRKJRk6I/vPxZozW4U9yW9hKljFwrt/fyvTv8cJIYQQBSJBlBDFKDklBRuNpkS+SBd3WfWimFi5R7dOdO/R03zeNi+3p0WTAEIDnNm+sWATKzs7g6OdmmZ1ffGuWIGblxLYFG7k3XeGF3hi5VdHjCcxOS2rUt8dAaPRaCI+SUvkXeXGC2uS38Jkbfn17PX0BhPerrZ5rieEEEI8zCSIEqKYxCck8M23PwIQHBRIaGhlalSuVCxfpgtzfqKiEhgUzPbj0eYsWUBAYJ4TK5tMWWXT73Q/EysrFFAl0IU2LYLYogtj+31OrOwZWJ3o69dQKi0LLihvTXybXeI8W2mcaDm7auTd48TsbVWkZOjN2TRr1xNCCCEeZhJECVFMHOwdqFixPGFhl7kcHsHl8Ag2/70Vd3c3QkMqExJSieCgQNTqwv+zLIkvvgWdWPn7/11C72g0Z8mUsZHY6y3na4pO0DLsy/3mbJoxMYMN+67RuFUyoQElN7GynU1W8GTNxMKldaJla6tGPirVJYUQQoj8SBAlRDGxtbXhmf79SEtLJ+zSJc5fCCMs7BLx8Qns23+QffsPYmOjoWKFCoSEVCIkpBLOt+azynb5cgRanZYqoSEF2nf2F1+j0URqph693oharcTRVl1kX3zvnFj57sISBoOByVNmYGdvx+jRowHQ600WQV6y0UhCqpYMrcGcpVmxIxyTUwXzeokKBQaDiVnLTjKkqRIXJweaNGlEkyaNaPtkayZMmkqXzh3x9vYq1ImV+/TugVKZdTwmk4mbEadR3mpfbzBhMplQKBSolAqLiYVLc0bQ2tLlUuJcCCGEkCBKiGLn4GBPzcdqUPOxGhiNRq5GXuPChTAuXLhI9M0Yzp47z9lz5wEoV86XkMqVCA2phL+/H+v//B8JCYk0b9aE1q1aWB0Y+LrZYTCZiLiZhtFowkRWViVWqb01IW7RfPF98/XXGD9xClOnzaRH9674+HoTfeMma/5YR9T160ydMoF9Z7MmtrXRWBaf0KiV6ExYZMm0OiMud80XpVYrSNca2HXoLCcP7uT1Ya9Qrly5fCdWdnZ2wsHBcn4oa/Tu2Z3RY9/no08+p2ePbigVCjb8+T906cmgyHmLodFkwtZGZZ5YuDTfCteoqic/bQojPdOQo2qk/R3HYO16QgghxMNMgighSpBSqSQ4KJDgoEDaPPkEiYlJXLgYxoULYVy6HM716ze4fv0GO//bjaODAx6e7iQmJvHfrj1kZGTQqWM7FArFPcfY1K7oRmKKDqPJhOqOcTsGo4nEFB21KrgVyfFlT6y8avXvzF+wkPj4BNzd3ahXrw4jR7yJl5cnu8Mi8m7AhEWW7NZddTnoDUYq1m6Fv7stP8xfSFJSIgEBATkmVv7s8694Y/hI+vXtw4D+/Qp8PNkTK//8y2ImT5mBo6MDbdu0pmq1avzw0+Ks2/3MVepMKG4tyWbOCJog9Y7KjI52RZcRtJa1VSNLsrqkEEIIUVrIPFFClFI6nY7w8Cucv3CRCxfDSExMyrGOXzlfWrTvyZwVpy3G2Nw979D249F8/vtZEtOyAqnssTtKhQJXBw0j+1QtsQyItRPfluZJirPPb0KqFoPRZJ4nSqVU4OZoYz6/pfk6ZMvQGqyqGmntekIIIcTDSDJRQpRSGo3GPDbKZDKxafMWzpw9R0pKirm4QdT1G3y9ZAtak2++Y2xuJGSgVCoI9nEkLUOPzmBEo1LiYKcmKU1bohmQh+E2ssiYNOJStCgVCtR3jBcymSAu5XaJ89oV3UhIvSMjeGtVg9FEQmrRZQQLKrv6YW5FNLKVxjLtQgghRHGRIEqIMsBoNHLk6HF0Oh0ALi7OODg4oDXZcPKGJ472lhmAu8fYZBcDUCrAyd7yz76kiwGU5G1khVVqPDFVl1VM4q4S5woFmIwmc4nzY5cScHXSkJiiQ28wmjNRKqUSVycNxy8nlGhgUlorB2YrjaXhhRBCPJokiBKiDFCpVAx58XnS0tLx8fHCzi5rnM/KHRHoo3IfU3TnGJvSnMUBrJ58uDAnKS7MgMHFUYMCBUajyWKuKKMxa1xUdonzGwkZGI0mssdJZRf4ABMGo6lEM4KluXIglP4ATwghxKNFee9VhBClgZeXJ8HBgeYACqwvN52dxbHRKEnJ0JOQqiUlQ4+NRllqigFk3x7Wt0UQLWv65Nkna9fLz90Bg6ujBic7NVqdkVnLTpKhNdy7kTsEejng7mKDQpEVvGr1RvQGIwoFuLvcLnHu4WRDUqoOUKBWKbFRK1GrlICC5FQd7k6aAh9LYcmuHGhvmzOrmX5r/FNJKezrJYQQQjwoyUQJUYYVJMNUmFmcsq6wS403quqJnUZJwq0xRNlhrckEdhql+TqYc1C35pHCvJ7p9nMlpDRPoluaS8MLIYR4NEkQJUQZVtBxQo96MYA+/Z5h3HtjuJHuVegBgyEpErew30moOAiTUoPCXN38drAUn6LF1UFDSobeYr4upVKBr10qly+cZa/2KsnJKSQnp+DgYE/7dk+aJ/YtSqV5Et3SHOAJIYR4NEkQJUQZJxmmLKmpqfy2eg279+wjPj4edzd3GjSoR5/ePfDw8LBYt7ADhn1nY83zQ3m72KJHba5+mJZpWeDDzlaFh7MNqZl69HoTarUCD00q/rozRJ2DqHOWbTdr1hjnWxMGF6XSPG6uNAd4QgghHk0yJkqIh0BhjBMqy2Jj4xg9Zhznzl3gxcHP88Gcmbz00gtcDLvE2PcmEBl5zWL9RlU9sbdRkZ5pOZYmr4AhQ2tg+/FoVu6IYPvx6BxjcG4kZGC8tcjJXo27kw1O9mqUipwFPuxtVGTqjDjba3B3tsHZXkOKzg4TltfM1taGOrVrkpGeURin6J5K87i5gl4vIYQQoqjJZLtCiFLhQcpXT5s+GxQw/v13Ualu/zak1+sZP2EKDg4OTJ40jj79nuHloS9y8NBhjh8/iR4blN41MXrXR6NWYW+j4p3eldm9dT27du0hMzOTCpVCuWrbgJTDP6Os2BW1R0UUN/bjpbjOk0805c+/NtGqS3/W7YtCf24N6jqvYECNSqlAk3CC9GtHUelT8PR0p3WrltRp0o65q86SrjWgiz6BKfowaFPw9/ejfHAgmZlaNBo1Op3efBz+/n7UqfUYNWpUx97eLrdTUGhK6yS6d1bnu/u2VanOJ4QQorhJECUKJHtMyeOP1y/QdqNGv8djNaoz5KVBRdQz62zZuo2ff1nEzz/9UKL9EJZyK19t7RfkqKjrvDH8bT6aO4tKlSrmu26ffs/g7OzEwGcHEBIawpGjJ1i8eAkNWvekxROteTzUg9mzZxMdfZMXnn8Obx9fJn+7kcyoY5gy4nCq3gMbj0okhe1Cf/0AjRo+Tp9e3fH18+eV2evRnbs1JkqhwT7+IJrk89gFN2f6K624cf0aixYvo0b1arz62mus23KIpfM/oX2PAbRtVofdu/5j899bqFu3LhkZGVSvXhU7W1tOnT5DZmbWPFMqlYoqoSHUqV2TSpUqFMtYqdKktAZ4QgghHj0yJkqYFWRMSUEF+Pvj6WndLTcTJ02jcuVKDB408IH2KXIqjZOVPuj8ROERV9BoNDkCqNyOFaBjh3a0b98WgIoVynP16hWirp2iZc2nOXHiFCdPnuazT+YSFBTI9uPRGD1q4qDSkHphs7lttVqBXqGiUbunqFIl8NbtfVm/RxmNJkwmLbYJx0nx64yjR3mCg4OpElKR4OBgRr3zLs8PfIYgd9BoNAzs3RZnZycqVwzCzc2VypUr8c+W7bi6ONOu7ZN0aN+Gs+cucOzYCcIuXeb0mbOcPnMWJ0dHatWqQe1aNfH29iqsy1EirH1dPuqFUYQQQpQeEkQJIGtMyYSJU/H09ODFwc/j6+tLdHQ0q39fy9j3JjB18gQCAvzvu/13Rr1ViL0V96O0TlZaFOWr8zpWgIoVK1isWyE4mFMnTwNwMSwMP79yBAUFArerwjl6hlgEUQDYuBCfZjIfg05/O6mv1CWiMOlxivqTjCh4/vlvzZPwmkwmoqNjqF+vDrVqPsbIUWN4omULGj7egB7du6JQKHisRnVzCXSNRkPNx6pT87HqJCUlc/zESY4eO0FcXDy79+xn95791KlTi+5dOxXoHJUWpfV1KYQQQuRHgigBwNfzvsPPv5zFmJLywUHUq1uH8ROmMP/HhUyeNA6AmzExzJj1ASdOnMLR0YGOHdrzVL/e5i99ffo9w4uDnmf/wYOYjCamT5vEmLHjaNCgPgP690Ov1/Pr4qXs2PEfGRkZhIaEMGTIIIKDgpg4aRonT53m5KnTrF23gaef6suA/v0wGo2sXbeBzX9vISYmFi8vTzq0b0v3bl3MtzS9Omw4Pbp1JVObyf82biYpKZnKlSoycOAzVK9W1eJ4d+3ey9JlK4iOvklwUCAvDn6BGjWqmZ+/cOEii5Ys4/z5iygUCmrWrMELA5/F398PgC+/+obUtDR8fX3Ytm0HM6dPeaAgs6g9aLanKD1o+erg4EB0Oh1hYZeoVKlivscK5CjgoFKrMJqMACgUCkym233JrgpnymUGJ4XydlW4yJg0ktN1OJNVLU55628o1a8TBqU9/VsF06XR7deHj7c3NjY2jB83ltOnz7L/wEE+/fxL/PzK8f67Y/Ic9+Ti4kzzZk1o1rQxkdeiOHbsBCdPnSElJSXfc1RalebXpRBCCJGfR+uGepGrqKjrHDl6jIHPDrAYlA+gVqv5YM4McwAFsGz5Sho3fJzZs6bRu1cPVq5azaZNf1ts99vvf9DmydYMf3NYjv2tW/8n27fv5K3hrzN96iSUSiUfzP0EgJEj3iQ0pDJt2z7J119+StcuWb+u/7jgZ9au+5P+T/fjw7kz6de3N7+vWcuPP/1s2faGPzl//iKjRr7F9KkT8fHxZvKUGVwMu2ReJy0tnbXrNvDKyy8xY9okPD09mTVnLgmJiQBEXLnCpCnTqVa1CtOmTmTs6LdRq1SMmzCF+PgEczsHDx5Gr9MzccL7+PqW7luMsrM9d5auhqxsT/qtcSYl5UHLV/v7+VG7dk0WLVmGwWC0OFaTyUjS8ZUkn1pjPvbzkUl5thUaUpmoqOuEh0cAt6vCpV63rDuu15tQKhTmqnCJqTruiL0w2rhhUmhQ6VMwaFwx2bgRGBDA1avXWLZsJWq1mgsXLvLvth3UqFGNQS88x5eff0xY2CX27N13z3OmUCgIDPCnS+cOjB41nGf697vnNqVR9rVKP/Al2rgw8/LS8LoUQggh8iOZKJHnmJK83D2m5NLlcLbt+I+OHdub1+napSOtW7XMdfu4uHh8vL2pXasmSqWSYa+9zK7de9Hr9Tg6u5KmUxAZr+d8jJJGnvbExMSycdNmJk54nzq1awEQHBSEs5MTc+Z+RO9ePfC6Nd7KycmJMaNHmrNTI0JDiI2NY/XqPxgzeiQABoOBEcNfx8+vXNY6b73BkJeHsX//Qdq3a8Mff6ynZcsWDOj/lLnPtWvXZMzYcWzZ+i99+/QCsrIJQ4cMNmfgSrPSPFlpYcxP9ObrrzF+4hSmTpuJR6VG6FMy0KalkRF5EEN6Ai41+5rXTUjV5dlOtWpVqVunNrPmfMigFwYSEOBP64Bo1h05CkBqhh5thh6VSoGXh705S+LiqMHiVaBUk+leF9uY3RgNekzpTmzbfp35P/5Mj+5Z2dPMzEy+nvctKckp1Klbi7Nnz5OenoG3V8HGN2XqjDnGExl0GUU2vjEv91O0pTS/LoUQQoj8SBAlCiy/MSXZgoKC8ty+S+eOHDp8hNFjx9GieVMaN2pIr57dzGMjkmLTIC2ZsPXn+WlTGD2qZ6JWq6ldq6ZFOw0a1EOlUnPhQpg5iGrSuJFFxbIMrQHPoGoc2PUv249Ho9MbsbOzMwdQAPb2dvj6+hAfHw/AxbBLREZe499/t1vsz2DQWwSagYEBZSKAgtI9WWn2/ESzlp0kJUOfo3y1NbdzeXl58tHc2axa/TvbdqzFmJhImo0jGvcKOFbphMr29tgaN0dNnu0oFArGjnmbXxct5fsfFqDVZlKjRnU+njWOt99+hydq+VC/fijhxyI5eiTavF2glwPOt9rVG4yYjEb0rrUxKW1wTD7FPyv3ctzbi6ef6kP3bl0AeOyxGgx/83V+W72GXxcvwc3NjUEvPEfNmjWsPnfnI5OZseQECak6dHojGrUSF00mthFrKefjVSTjGwtT9uvSkMtzJf26FEIIIfIjQZTIMabkXjRqyy+hd44pyaZW5f3F18+vHJ9+/AGHDh1h/8FDjHl3PG3btmFnXChanRGVUoFao8TBTk16poHfdl6xuFUqm8lkwmQyYRnH3F4xOyhLuRKNIUPPvPXnUSVcQplL39QqFUZj1rYKoFPH9nTs2C7Hek6OjhbHXVYURranKIUGOPPN8IYPVL7a2dmJFwc9zzPPPMuwL/ej1RlzHKtr0xH0797QYrsunTvSpXNH82M7OzteHvoiLw990WK91auWmv/dsubTDHz2afPjRlU9sXMPIqriEABMpqzXUYZzNdwr1GPBqCa5HkurJ1rQ6okWVh/jnTK0Bib/eozrcVmT8ZpuLTNGbcRW48AX48fhYJf1t5rb+Ma7xy5Wr16Nbdt38O28Lyx+HPhg7ic4Ojrw5huvsf/AQZYsWc61qOt4eXrSq2c32rdvy5at2/jq62+BrDGR3t5efPfNlwAcPnKUZctWEh5xBXc3N7p27URKSioHDx5i+ozp/LQpDO1dx1ZaXpdCCCFEXiSIEhZjSu6erNRgMDB5ygzs7O2YMO7dQtnfvn0HsLOzo0mTRjRp0oi2T7ZmwqSpaGoNwtnFHd0dN0bZ26pItvVCr9dz7PgJ8+18AAcOHMJkMhEaUtm8bM/e/fTp3ROt3sSsZSfJ1BpQJIVh41IOJzs1yQYT+kwDGVpDnl/QQ0IqEx4eQWBAgHlZamoan33+Ff369sLNzS3PYzt48DA3om9iY6NBo7HBxkaDjc2t/2ps0NhosNFkLdPcWmZjo0GtVj9QVuteJaIfJNuTlpaGvb19rv0rzJLp9ypfbTAYiLwWRYC/H6p8gvTCyGzdHwUKhQKFAhQmsoJ7U9byorDz5E2i4jJQgLnyn0KbiCY9kgSPXuw+E0vburczrtnjG+/02+9/MHjQQGpUr4bRZOS31Ws4deo0jz2WlQ1LTk7h4KHDTJ0ygdjYOOZ++ClPP9WHRo0acuTIUb79/kcCgwJp2qQRiYmJ/L5mLR/MnmH+geH4iZPMnPUBHdq345VXhpCRkXWb4dWr13B1cTZfq3d3Z40r05rSsFGrcHPUFPG1EkIIIR6MBFECsBxT0qN7V3x8vYm+cZM1f6wj6vp1pk6ZUGj7unT5Mn/+tZHXh71CuXLl2PnfLtQaGwzYAKC0cUCfEo0hIxGl2g6DypGQWk34/It5vDT4eYLLB3H2zDl+WbSU7t06W4zxSE5O5sOPPqN8zeakxl9DGXscffINXOo8CYCNWoHORL5ls3v36sHoseP46utv6dC+HXq9nmXLV5KYlJRvps5gMLD5n3/R6/UFPicKhcIy0LKxMQdbNjYaNLce3xl4Za9zM1nPsu2RpOtAZ1SiUKpZuFHDu/1rUTXI1byP+8n2nL9wkeUrVhMY4E+7tq0JDLwdWBZnaerMTC3LV64mIuIK3bt1pk7tmvmuXxiZrYLYdzYWo8lEhXJOpGXo0RmMaFRZ2dS0zPsr075r916+/W4+H82dhY+Pd47nD5yLw2QyWfzoodLGYVKo0Nt4cvBcnEUQlZu7xy4+VqM6/27faQ6idu3aja+PD9WrVSUs7BIGg4HGjRsSHBRE+eAgbG1tsbWxwd7eHldXVxQKhcWtsitW/EaTJo155eWXzMuqhIYw8u2xOfqiABQoboWcZeM2WSGEEI8uCaIEYDmmZP6ChcTHJ+Du7ka9enUYOeJNvLwK77aafn17o9Pp+WH+QpKSEgkICKB7/yFsOJ31Bdcu4HFSzv1F4sGF2AU1Qu3TkK49nibm4l4WL12eVZjCx5sB/ftZ3IYF0KNbV9IzMliz4if0qamonX1wrtkXtaPll9D8Bqz7+/sxc8YUfv11CVOmzcTGRkPdOrUZOfJNNJq8x9OoVCpeeP4ZoqKuo9Vq0Wp16HRZ/9VqtWh1Wf/VaXVZy3Q6dLeW6/V6MjO1ZGbefWOTdcyhTfb3aS2s/HU3arX6VvCVnfHSkK4DvUlJrJ0tCeFO2NvZmoMyjUZjEcxlZmqxt7PjauQ1Fv6yhOrVqtDmyVbYOzoXemnqvLJa6ekZLFu+ishrUdjZ2XEx7BIHDh6mY/s2FkHd3YpjYtbsCar//ncX2qRE9DaOaDwq4RrwOEpbJ+D+CyS4ODsTEOCPja1NofT17vMLOccutmnTmvk/LuTlIYOxsbFh247/aNOmFQCVKlWkbZvWjJ8wlSdaNqdBg3q0b9cm36zgxbBLDHttqMUyjUbD44/X59Sp0+YS55BVnMPGwx6QEudCCCFKPwmihFn2mJIXBz2f5zp3jgvJdveYktzW+XDuLPO/VSoVA58bwMDnBpiXZWgNbLm4P2sshJMPbvUHAbfGRmiUNKrmjV3tnvTp3TPfY1AoFfTr2wufKs2Yt/58jglcbX0fQ+daNceA9Tv7B1lVBydNfD/P/eRWuh3A368c/n75//qfG6PReCuwyg6ytObH2UGY7o7HulsBWeTNZC5FJaJRGlGYjCgxoDAZsv6LAb1en5UZS0/Psc8UIDqyYP08feYcp8+co0rd5qRrTYU2QW5eWa23ugWxY/M6kpKSAcjIyODUqTMA5mUl5c4Jqp/s3Ie/jqViZ0ol4+p+Eo8txeWxvqgcPO67QELNmjWYPXNqns83rOLBpoNRWeOvbiVujDYeKEwGNNpYHq9yO1uX2/kFiE6wDNqbNmnM/B8Xsm//QUJDKnPhwgXGvDPS/Pwbr79Kp04d2L//AAt++gUbGxsmjBubZ8W/rHm3ci7PHkOZXeL8bg8y0bIQQoj7t2z5Cl5/YwQB/n5s+Wcj3t4574QQWSSIEqVCYY9jKe2FFO6mVCqxs7PFzq5gX7ZX7ojgn8gIXO1zZsgSUjPp3zKILo/7kJyaweSfj2DQ67DTmFBiRGEyYNDr0ChNdGvki9GgN2fMsgO5TK2WlJQU0tLSMRhuf9lNTMnEYMg9K1fQzEt+E67+/ttqbMgwL7OxscHH24uWLZtSuVIlq/dRFO6coFpnMLE9PKuYhXPN8iQdX0HqpX/RhPREe/ArblZ/jkmrDpsnnzaZTGz483/89dcmYuNiCQoM5LlnB/Db6jVUrlyJwYMGcuDAIWbN+dD8o8Td2wQEBOKtrk36lb3obb1J92yMUeOCzt4f1+RDNKnWB7h9fjO1eozn16BUaXCq0Ys4YMWOcDo8ebvoha2tDS2aN2Xbth1cuxZFvbp1cXd3AyAy8hrHjp+gU8f2VK5Ukaf69WHE22P4+5+tPP1UX3Ib0hcaUpk9e/bxRMvm5mU6nY6DBw/j6OBQ4BLnhTkGTwghSlJY2CU++vhTduzYSXjEFWxtbWlQvx4jRwynU6cOJdav+PgEUlJSiL4Zc993xzwqJIgSpUZhjmMpueICxSv/0uUqynk64ujoyMGwVBL1djjZOd0RkgBqiMnQY+Mdmusv/jv/282/23YCWVXr6tevQ4P6dTkansE/F8/nsd+CZV6ysxG5ZbUS0j3x19zEaNDfytZpuRp5jYsXL5doEJU9QfVHc2ehUilRqTC/3lK1BkwhfVGplNholKQDa9euMxdwAFix8jfW/LGeZ595mtq1a3H9+nUWLPyF1NRUKlfO/bhy2+ann5eiNySjUvuCjQobtRLnqp2wifiDObPn0KN7V64kqkiNvgA3j+SYM0urM+bI9rRt05pxE6YQHhHB0CGDzcuVSiU/LfyFmJhYnmjZnGtRUcTGxuF1a14rNzc3UlPTOHPmHL6+Pri7u/HUU32YPGUG3/3wI+3atiEzI5NVq3/HaMzKRBWkxHlxjsETQoiitG3bdrr37Ev6HXeJpKen88+WrfyzZStzP5jN2yOHl0jfhr32Cs8+0x97e3tsbArndvKHlQRRolQpzHEsxV1coCRYm3G730lNy5XzpUL5YKpXq0KtWo+Z31AbVXUstExffn27ZgyiVdOW9G4WQEJiIjE3Y0lMSqJqlVCr2y8KuU1Qndfr7dndlgUcMjIyWPPHega98Bydbk1QXT44iKCgQN4a8U6u+8tvm+FvvcPjVTyo1riyeZ+6zKbm8Y0xsfEYVfbYelTMMWeWwWjKce1DQ0Pw9/cjOTmFBvXrmZf7+ZXj/ffGsHjJctat/xNHRwe6dL59XLVr1aRRo8eZMm0mrq4ufPfNlzxWozoTxr/LkqUr2Lp1Mu5u7nTp0pEqoaEcPHjI/Pq9V4nz/LKVMnZKCFHWjBr9Lunp6djb2/PNvC9p3Kgh4eERvDViFOfOn2f8hEn0f7of/v5+JdI/V1fXe68kJIgSD4/seWnuVBzFBUqStRm3+51sN6RyJUJyyYwUZqbPmr4plUo83N3xcHe3ut2SkNfr7c4CDpGR18jMzMTkXIGVOyLMt6X5+/lRvnz5HNtuPx7N6bMXyMzMpE7dehbP+fv5UaFCeQK8HOjb4vY+7Gxuj2/cfjyaeevP43hXps+j+UhSMvS5Xnt7e3sa1K+Xo2hEvbp1qFe3Tq7HrlKpGDv67RzL69apTd06tXMsH9C/H3Arg8cI0rUG0lK1ub6OsrOVDrZqktNvv94cH6D6oRBClJQzZ84C0KF9W557Nmt8eEhIZWbNnMarw94A4NChw5SvmPWD4fvvjeHw4aNs274DJydHnurXlzmzZ2Bvb29u89y580yaPJWt/24nLS2NqlWr8PbIt8ztZ1uydDmff/EVp0+fQa1W06xpE6ZPn2J+b582fSbTZ8wGIDkxBju7rEJEUVHXmTRlGn/99T/i4xOoVLECQ4a8xIi33jBPgaLT6fjyy3n8/MuvXA6PwNvbi5YtWzBtyiSCggKL6nSWGAmihCjjrMm4FcUYscLK9JW18WtQ8Amq75x8+srNNAAWbg7DqHK0uC3NdEcVhmuxWbd5zFt/Hn1yNADvLTjChBcaW9y+ZsqtcsMdCnp+r1y5yrlz5xn+xmv3PK7CYM3r6EZCBhlaAzGJmRhNJnMxjdgkBY726vuqfiiEECWlcqWKnD5zlq3/buevvzbS+VZxrp49u9OzZ/cc68+e86H53+np6cz75jtSUlP58YesSc7Pnj1Hy1ZtiY+PN6939OgxBr84lNTUVF55OWsi+K/nfcvIt0dbtL1x02Z27PyP7dv+sZiL8043b96kZas2hIdHmJedOXuOMWPf4+bNm8yckVUEaeTbo/n+hx/N64SHRxAevoSNGzdxYN/uEsusFRXlvVcRQhSFDK2B7cejWbkjgu3Ho8nIpUqZtbIzIH1bBNGypk+OQCY7c2SjUZKSoSchVUtKhh4bjfKBxojda79w7+Msqr4VpTsnqDYYjBbPGQwGJkycyoxZH+TYLkNrYOH2BFBq0KRcxtVRg5OdGq3OyPSfdpo/oDK0BlbsCAfAyU6Nq4cPKDVkRJ9n1rKT5nN47VoUEREROfZzp4Ke33+2/Ev1alUJCPC/39NTYPd6HXk42ZCUqsNkAqVCgUqpQHmr8l9yqg53p7ynHhBCiNJm5oxpqNVqkpKS6NGrL7XrNGDmrDlERFzJdX1/fz/+XP8He/fspFmzpgAsWbLM/Jnx9qgxxMfH4+Xlyfq1v3P0yH569+oBwPgJk0lPTychIYHxEyYD0KpVS/bt/Y8/1/+Bp6cHaWlpzJkzN8/+Tpo8jfDwCOzs7Fiy+GdOHDvEsNdeAeDjTz7j6tVI0tPT+WnhLwC8PPQlTp88ymeffgTAzZsx/Ljgp0I4c6WLZKKEKAElMUi+JMaIWXucZXH82v1MUL3vbCwZBgX2gQ1JC98JJiNqt2BUGQmkXt6Fg5OLeT2t7nZwplCpsQ9sSPrVXaSYjPy1ww5/Zx1LlizHze3etzhae371ej3btu9g4HPPPODZKVymW//DZDLfNpL10HT7OSGEKCO6d+/Kfzv/5Z3RY9m5cxenz5xlytQZzJg5h5eHvsQHc2Za3Kr33LPP0L59WwDmfjCLFi2fRK/Xs/O/XTg5OfL3P1sAeOH5gebJ0l979WV+X7OWhIQE9uzZy82YGFJTUwGYNnWy+fa9saPfYfnKVXne1WA0Gln12+8A9OjelaZNmgDwxuuv8c2332MwGNj89z8M6P+UuY0KFcoTElKZkJDK+PmVw2QyUaFChUI+iyVPgighillJDpIvzjFiBT3OsjZ+7X4mqM4uouEU1AiFSkNG1BGM4f+hcvAE/2Y4Zp4yr2e0THBhf2ubtMjDLP5+DxXLBzHkpcGsXLXaqv5ac37VajU//fiddSegGMWnaHF10JCSocdozAqcFIBSqcDRTkVCiq6kuyiEEAVSv15dtv6zicNHjrJw4S+sWLmKmJhYvvn2ey5eDGPD+jW5bler5mPmf0dERHDhYpg5ePnk08/55NPPc2wTHnGFGzdumB/fWZxp1KgRjBo1Is9+3rx5k4SEBCCrSuyKlb/lWCciIgJ7e3tGvT2CuR9+zPgJk/nyq3m0eqIlXbt2oV/f3mg0D98dAxJECVHM8ivp/TBNMPooHGdBJ6i+s4iGnX897PxvF4pIydDzXPf2tKzpw/bj0ag9KuLkP9KiLTv/eug9avFG99sl6X/+dfFDX4bW180OO1sVHs42pGbq0etNqNUKHG3VpGkN9zWZsRBClIT4+HjCb922F1K5UlbBns8+Zs7sGbz40sv8tnoNmzb/zZ69+3LdXq/Xm/+tUCgsHuclM9Ny3OjdRYPyo9ffe6hB9nxSM2dMpXWrJ5j/4wI2/72F5StWsXzFKqZPn8WmjRsIDAywer9lgYyJEqKY3W+58bKmoMeZkKLl2/XnGb/wKN+uP09CysM3yV+jqp7Y26hIz7T8ULq7yENu66Wc30zShW0W68XHJxAZeY0K5YOL7yBKQPb5yNQZcbbX4O5sg7O9hkydsdQWHxFCiNzs33+Qho2a0bBRM/NtcpBVFXXgc8+aH1++fDnX7Y+fOGn+d/ny5alwR1XXSRPHoctMMf8vMz0JXWYKr74ylIoVK5jXO3vu9jyPf/75P8aNn8Snn36R6/58fLxxcHAA4IUXBlq0n72PWTOnERl5jT179+Hp5cnyZYu5ERXBksU/o1arOX/hAt98+32BzlNZIEGUEMXsfsuNlzUFOc5/Dl+n7/SdLNsWzs4TN1m2LZy+03fyz+HrxdXdfBVWERBrizzktp7RpRL66KPUdzzHtasRHDt2gjkffISPjzcNGzYozMMtdcpi8REhhMhNkyaN8PDwAGDK1Oms+m01Fy5cZO++/Xz86Wfm9SpXrmz+96LFS9i4cTOHjxxl3PhJANjY2PBk61YEBPjTsmVzAD76+DMW/PQz586d5++/t9CuQ2c+mJtV3KF9u7bmYGjc+InsP3CQLVu28uZbI/nwo0/Ytn1Hrv3VaDT06dMrqx+LlvDxx59x5sxZtm/fwdP9n+XN4SMB2LL1X1o+0YbmLVpz6PARNBoNrZ5oaS6Rnj0e62Gi0GWmlOkxuRs3bACgY9euJdwTIayToTUw7Mv9aHXGHCWnbTTKh2biUGuPMyFFS9/pOzGaTKiUt4Mug9GEUqHgt4ktcHMqudvVciuO4aLOYEjHijSunXMOLWtkaA1WFdG4ez1N2lXWrl1LeHgEKpWKenXrMHjQQNzd3R7wKMsGa8+bEEKUZhs2/MWAZ58nIyMj1+f79unFsqWL0Ng65dnGq68M5asvPwOy5p1q9WR74uLicqxXoXx5jh09gL29PV98+TXvjH43xzr29vZs+Wcjjzeon+s8UdHR0TRv8SSXw8NzbOvu7s6RQ/vw9PSgecsnOXr0GAqFAl9fH+Li4tFqtdja2rJ92z/Ur1fXirNTdkgQJUQJuPOL+d0T1RZVdb6SYM1xfrv+PMu2haNW5UyM6w1Gnmldnle7huZ4rjjcHQgqTHrcdeE4GyIBBaPefgtH+5Idj5ShNbDvbCw3EjLME/dKYCGEEKXbxYthfPrZF/z99xauRkbi6upCSEgIQ4e8yLPP9EelUpmDqMGDXyApMZG//rcJBwd7nn1mALNnTcfW9vYdHWFhl5g2YxZ///0PcXHxlCvnS/duXZk44X28vLzM6y1avJQvvvya06fP4OrqQtMmjZk2dTLVq1cD8p5sNzo6mukzZrPhz7+4fv0Gnp4etG/fjkkTxlGhQtYthQkJCUyaPI116zdw40Y03t5eNGnciPfffzfXSdfLOgmihCghj8qv6vc6zvELj7LzxE006pxBlE5v5IlaPkwfVDJvvtuPRzNv/Xmc7NTYG2Lx1F1AbcrEBEQTxNM92pRocYzcsmQPYzAuhBCPouwgaszoUcyaOa2EeyPuJtX5hCghZa2k9/2613EGeTmgyH3oFAoFBHrZ5/7kPRRGhuZGQgYKQybe2nM4GmIAyFQ4EWtTheh0mxItApJdQj5TZ8RkAqPJhNKkIFNntCghfyM6muPHT3LhwiUef7wejzeod+/GhRBCCJEvCaKEECVqQOvyrNxxBYMx55golVJJ/1bl89k6d4UxmbHJZMKYGEE15RFUBgNGlCRoKpCkCgCFArVKX6JFQPadjSUpVUdimg6jyYTJlBV0KhUK3ByULFq+lozkGPP8HgBpaWkl1l8hhBDiYSJBlBCiSN0rI+TmZMO4ATWYtewUOr3RHAyoVUrGDahR4KIShTGZcUxMLBv+2sSVK1dRASm4E28bikFpZ26rpEtrR8akEZeiRalQoFQosmafBUwm8DaEcf1KrMX6KpWKEydPc+VKJM4uzrg4O+Ps7ISriwvOLk64ODtjZ2eHIq+0oBBCCCHMJIgS4hFi7S1uhVWswNqMULCPI/6edsQkatHpDWjUKrxcbQj2cSzwPh9kkl+9Xs+u3Xv5b9deDAYDjg4O1H68GYv2ZJCuNaI3aC2KY5TkGLbEVB0mkwmF0jLoUSggIsObQMcUTPrMW8sUGAwG4uLiiYuLz7NNjUaDs3NWQJUdaLk4O+FyR6Blb2//UAday5av4uDBQ3w4d1ZJd0UI8YjTZaaUdBdEPiSIEuIRYW1AUxi3woH1GaHs9YxGCLhj/FNBMkd3ut/JjCOuXOXPPzcRE5uVwalbtzZtn3wCe3t7mjcqfUVAXBw1KFBgNJpQ3hFIGY0m0kwOVGrYnUqOsfy7bSc6nQ57e3v69u6OwWAkKTmZpKQkkpJTSE5KvvU4Ga1We89AS61W5wy0sjNbLllBl4ODw30FWqmpqfy2eg279+wjPj4edzd3GjSoR5/ePczzqgghhBClgQRRQjwCChrQPMitcNmyM0IOtmqS0/XmEueOdmrSMm9nhB4kc5Sbe03y6+1qw7VrUXh7e6HRaMjIyGDL1u0cOnwUAA8Pd7p27kj58kHm7UpjEZBALwfcXWxIStVhNJowkXVHn1KpwMVRQ6C3I41rVqRKlRD+97+/ibp+A3cPd1xdXPJsMzMzk5uxiRw4HUlMXCK2Ci0utgZSU1NITk4hKSmZzMxM4uMTiI9PyLMdlUplEWi5ujjj7OxsEXg5OloGWrGxcUyYOBVPTw9eHPw8vr6+REdHs/r3tYx9bwJTJ08gIMC/8E6gEEII8QAkiBLiEWBtoFKYAc2NhAwytAZiEjMtCh/EJilwtFebM0L3mznKS6Oqnvy0KSxr3NJdk/za26hQp0awYN2/PNGyGd5eXmzc9A8pqakolUqaNW1Mi+ZNUKtL/1tjo6qeuDposFUrMZpM6PUm1Oqs8VF2d4zXcndz45kB/bJu/btHdigiRsusZWG3spBqVCrNrVsXW5izkJmZWpKTb2evks3/TTFntzIyMkhISCQhITHPfdna2tD/6b4EBwUC8PW87/DzL8f4999FdWvOsPLBQdSrW4fxE6Yw/8eFTJ40jvT0DBYtWcquXXvIzMykRo3qDH1pMK+/OZJx743h8cfrm2/Je/LJVqz5Yx2pqWlUCQ1h6JDBFoHY4SNHWbZsJeERV3B3d6Nb1845+mnN/gCOHD3G8uWruHQ5HCcnJxo1bMBzzw7A0dHB3M6SpcvZvWcvKSkpBPj706NHV1o90dLaSy6EEKIUKf3fFIQQD8zaQKUwAxoPp6wsiSJH4QMT+vRkDMnX2Lj5HJdPnCVQ6UwyVXK0oVYpC1wBz+7WeKVZy06SkqG3mOT37R4V+N8fywG4cDGM7Tt2ARAY6E/Xzh3x9vbKr+l7Ks6Jb+88znStAYUyK0iyy2O81r0CKGuzkLa2NtjaeuLllXdRDa1WmxVU5RNo6fV6DHoDAFFR1zly9BgfzZ1lDqCyqdVqPpgzA8h67cz+4EOio2/y8tCXCAjw59TJ08ye82GOPkRcucrBg4d55+230BsMLFq8jJmz5/LZJ3OxsbHh+ImTzJz1AR3at+OVV4aQkZHBb6vXcPVqpDlbZ+3+stqaS88e3Rg69EUSExP55dclzP3wE6ZOmZDVzq1t3nrzdRwdHThx8hTffvcjOp2edm2fzPfaCCGEKH0kiBLiEXCvW9yyAxVr17OG6db/uCMD4q5KooZDGBqFgXOHb6/ripboPDJH91MBLzTAmW+GN8wxjumvP/9Eq9WiUCi4du06trY2tHmyFfXr1XngYgmFNZasIPI6zvsJ3AozC2ljY4OnpweennmPY7ozMxYecQWNRkOlShXzbffkydOcPHmazz6ZS9CtDFb54CBsbDR8/c33FusqlUpGvf2WORP09sg3eW3YW5y/cJHHalRnxYrfaNKkMa+8/JJ5myqhIYx8e2yB97dixW+0aN6Mgc8NMC/z9fFh5arVxMcnEBl5jbBLl/nxh2+wtc2qNlm5ciU0Gg1r/lgnQZQQQpRBEkQJ8Qi41y1u2YGKtetZIz5Fi6uDhpQMvXnMjkalRY0BvUmJWmE0r9ukWTPCDxpzZI4epAJeQoqW/+2PIjI2jQBPBxSp1zh56gyQ9QXe1tYGtVqDXq9/4ACqMMeSFVRhjdcq7Nsq7+V+zvnFsDD8/MqZA5psTZs2zhFE+fr6mAMoAB9vbxwc7Ll5M+ZWW5cY9tpQi200Gg2PP16fU6dOF2h/F8Mu0fauQCggwJ+RI94EYPuOnaSnp/PCYMv9mUxGhBBClE0SRAnxCMjvFrc7AxVr17OGr5sddrYqPJxtSM3Uo9ebQO1NOgk4cHusjLe3Fx1bNaR1M2OhVcBb9M8lvv/zItkhwcWoVAxXTuF0xzteZqaWzEwtaWnp97WPOxV2cYySUJhZyIIKDg5Ep9MRFnYp32yUQqHAZMoZ6OW2TJPLuDaVSoXRaLyjrZz7MN4R2BRkf/lRKBR4enowaeL7OZ5TKpS5bCGEEKK0kyBKiEeEtbd+FdYtYtlZrUydEWd7DbaGRLy1p1GjxYAKZwcb0tLSadmimXksT2EEGtfj0s0B1J3JjlOpQVSwi6ZHmzqU9/fGydkJZydHnJycHnifxZ3FKQqFmYUsKH8/P2rXrsmiJcssCksAGAwGJk+ZgZ29HX1792Thz4sID4+gfPlg8zq7du8t8D5DQyqzZ88+nmjZ3LxMp9Nx8OBhHB0czOtYs7+QypU4evQYrVvdLhIRGXmNlatWM3jQQEIqVyYuLh61Sk25cr7mdZavWIVCoeDpp/oWuP9CCCFKlvwEJsQjJDtQ6dsiiJY1ffIMjKxd7177GjfgMWzUCuzSwymXeRQ1WtIVLnTt2RetVkc5Xx+qV8tZUCI/GVoD249Hs3JHBNuPR5OhNVg8/+Uf58wZKJPp9v/i9c4cTqnMv5fsCQ2tjF8530IJoOB2FsdoguR0PfEpWpLT9RhNRZ/FKSzZ10utUnAzMZPI2DRuJmaiVimKZWLhN19/jcjIa0ydNpMDBw4RceUKBw4cYvKUGURdv87gQQOpVq0qdevUZtacD9m1ey/hEVf4669NbPjzfwXe31NP9WHf/gN898OPXAy7xKlTZ5j9wUeYjLeDYWv391S/3uz8bzeLlywnLOwSR44e45NPvyAlJRU3NzeqV69K7do1mTXnQ/btP8Dly+EsX7GK31avoUb16g987oQQQhQ/yUQJIYpMoIeaDkHXuHgxHBQQFFKTft3b4mhvQ0jgS9jZ2hVobIw1xRsiY9PybSMy9sFv37tbo6qefLvhApevp4ACczn3mwlQzsO+SLM4hU+B4tb/K249Lg5eXp58NHc2q1b/zvwFC4mPT8Dd3Y169eowcsSb5mqAY8e8za+LlvL9DwvQarNKjr839h1ef3Nkgfb3WI3qTBj/LkuXrmD81sm4ubnRtUsnqoSGcvDgISDrNjxr9lerVk3GvT+GZctWsm79nzg5OdK0SWOefaa/uZ13x4xiybIVfP/DAlJT0wgOCuT998ZQs2aNQjl/QgghipdCl5lSsJu7S5mNGzYA0LFr1xLuiRDiTtdv3GDlqjUkJiZhZ2dHj+6dqRIact/tZWgNDPtyP1qdMcftZjYapbl4w3s/HuG/UzF5ttPiMS9mv1S3wPvOr3R5htbAS5/s4XpchsWcWEqFgnIediwY1aTIMzkPytrzK4QQQgjJRAkhisi27f+RmJiEv185+vTugZub6wO1Z23xhmY1vPINoppVL9hcUNZkv/adjSVDZ8wag2XKKu2uICuQytAZy0RhiYehOIYQQghRXCSIEkIUiVZPNCekciXq1qmFSvXgGQxrizdk6rPKjKdk6HOs52SnRptHG7mxtnT51Zg04pO0KBRZY6CyGY0m4pO0RMYU/i2Ehe1hKI4hhBBCFBcpLCHEI6JPv2c4cCBrrMePC35m1Oj3inR/5Xx9aVC/bqEEUFCwCYNdnTRUKueIk70aW40SJ3s1lco54uqkKVCRh+zszJ23t0FWdiZda2D/uVgAklJ1mDChVFr2T6lUYMJEYqq2IIdaIkqyxLkQQghR1kgQJcRDIDU1lV9+XcywN0Yw4NkXGPb6COb/uJC4uLhc1/fy8sTf369A+5g4aRoLf15UGN3N1b2q7jWq6om9jYr0TMvluU0YbG+jQm8wEeBpTwVfRwI87dEbTAUu1Z2dnTEaTSSn64hPziQ5XYfRaLLIzrg6anKddyhrbJQCV0eb+zgjxcva8/uoudfrUgghisvQV4Zh7+hGdHT0PddNSEhAY+vEz79Y/7ndtn0nevbqZ378eKNmjB5TtD+4lmVyO58QZVxsbBwTJk7F09ODFwc/j6+vL9HR0az+fS1j35vA1MkTCAjwt9imZ49uJdTb3Fkz7qikJgw2mExE3EzDaDSZxzrFKrW4ON7OagV4OeDhZENimi5HYQkPRxsCvOwt2r1XoYqSUJjn7WFhzetSCCGKQ3p6Or///gd6vZ7lK1Yx/M3Xi3yfq1YsxdXVpcj3U1ZJECVEGff1vO/w8y9nMUlp+eAg6tWtw/gJU5j/40ImTxpnsc3Cnxdx8WIY06dNArJu9Xt5yIscOHiIk6dO4+7mRocObenVszsKhYKJk6Zx8tRpTp46zdp1G3j6qb4M6N8Po9HI2nUb2Pz3FmJiYvHy8qRD+7Z079YFpTKrL68OG07bNq25ejWSAwcP4eDgyBMtm/HMgKfRaDRWjzuC4p8wuHZFNxJTsgIj1R236hmMJhJTdNSq4AZkZXFcHDXY2qgwGk3oDEY0KiVKpQJbjdIii1Oav5gX1nl7GBTkdSmEEEVt3foNpKSk0KF9OxYvWVYsQVSFCuWLfB9lmdzOJ0QZFhV1nSNHjzHw2QHmACqbWq3mgzkzcgRQeVm2YiVNGjdk9qxpdO3aiSVLV/D331sAGDniTUJDKtO27ZN8/eWndO3SCcgaW7V23Z/0f7ofH86dSb++vfl9zVp+/Olni7Z/X7OOSpUqMnP6FJ595mk2bf6HFStXA9aPO8pWnBMGH7uUgJujBpVSgdFkwmA0mQMqN0cNxy8nmPc1bsBjaFQK0rUG0jL1pGsNaO6aqPbuL+aujpqsYhc6I7OWnSw1t4qZTJgzao+qgr4uhRDCaDRxMSqFY5cSuBiVgtFYeG+iS5Ysp1mzJrw+7FUOHjzEmTNnLZ4/fOQoLZ5og5OLJ9Wq12bJ0uU52oiNjWXQi0Px8gnA2zeQIS+/RnJycp77DKlSg7dGjLJYNu+b76harRZOLp40bd6K3Xv2Fs4BlkGSiRKiDAuPuIJGo6FSpYoP3FbHDu1o374tABUrlOfS5XB2/LeL9u3b4unpgY2NDY4ODvj5lQMgJiaWjZs2M3HC+9SpXQuA4KAgnJ2cmDP3I3r36oGXZ1YGpnGjx+nVs3tW2xUrcPPmTf79dwfPPdu/VFeFu5GQgVKpINjHkbQMvTnD5GCnJilNm0vf8p+otrSXES/NWbLiVppfl0KI0sVoNLHxYBRrdl0lOV2HAgVGTLjYa+jVLJCODfxyFB4qiJiYGDZu2szcD2bRrl0bXFxcWLJ0GdOmTgYgOTmZLl174Ovry4Ifv0OpVDJj5hyLNjIzM2nfsStpqWl8M+8LMjO1vPf+eEaOgh9/+Naqfsz98GMmT5nO+HHvUq9uXeb/+BM9evblwrmTuLo+2DQmZZFkooQQQFZwc6cKwcHcvJn3fEsXLlxErVZTu1ZNi+UNGtRDpVJz4UJYnm2XL1+emzE3gdJdFS67b0oFONmrcXeywclejVJh2bfsDJPeYMTL1RZ/T3u8XG3RGywzTKX5i3lZyZIVl9L8uhRClB5Go4nP15zlp01hpGXqcbBVY2+rwtFWTVqmnp82hfH5mrMPlJVavmIVBoOBPr17YWtrS5cunViydDmmW7cL/LTwF+Li4vn9txU8/VQ/+vXtw6oVSy3aWLxkGSdOnGTVqqU81a8vA597hk8+nsuyZSu4efPmPfuQnJzMjJlzeGv4G0wY/z5du3Zm6ZJfAApUvOJhIkGUEGVYcHAgOp2OsLBLD9yWRq2xeKxSqzAajfluk9vtXiaTCZPJlDXxbHbbGsu21SqV+QOlNFeFs7Zv1t76VZq/mN/rGHaduMa5cxfY/PdW5i/4ha/mfU9iYlIJ9bbolebXpRCi9Nh4MIrdp2Nwtldjq7F8/7TVqHC2V7P7dAwbD0bd9z6WLF1O48aNzEWi+vTuSXh4BDt3/gfAocNHqFWrpsUPll5elu9RW7ZspWqVUKpVrYper0ev19O4USO0Wi0nTpy8Zx92795Leno6PXt2N2+vVqupX68uhw4fue9jK8skiBKiDPP386N27ZosWrIMg8Ey4DEYDEyYOJUZsz4olH0pFJZf/kNCKmMw6Dl2/ITF8gMHDmEymQgNqWxVu9njiWw0SlIy9CSkaknJ0GOjUT5QVbjCKE1tbd+szTCV5i/m+R1DqPEgu/63jBWrfmfvvgNcv36DjIzMewbZZVlRvS6FEA8Po9HEml1XsdUoc3xGZlMosgoM/bHr6n1lo86fv8C+ffvp2qUTKSkppKSk0KJ5M+zt7Vm8ZBkA16Ou4+uT/63g0dE3OXP2HPaObub/hVSpAcC1qOv37Ef0rWxVq9btLNrYsvVfoq7df4BYlsmYKCHKuDdff43xE6cwddpMenTvio+vN9E3brLmj3VEXb/O1CkTCmU/bm6uhIVd4saNaJydnW5V4mvH51/M46XBzxNcPoizZ87xy6KldO/WGQ8PD6vbLkhVOGvKgxfm2B5r+mZthsmijHh6Bj7GCOKU/tjYOpb4F/M8j8FkQqPIOVmwUqHg73+2EhDgT2BgAH7lfHNkHMs6qVYohMjPpRupJKfrcLDN/+u0rUZFYrqOSzdSqeznVKB9LFmaFShNnDSViZOmWjz32+o1fP7Zx/j4+nD69Jl823FycqJ27Vp89+3XOZ6raEUVPicnRwBWrlhCYGCgxXPOTgU7poeFBFFClHFeXp58NHc2q1b/zvwFC4mPT8Dd3Y169eowcsSbOVL696tnz+589vlXvDF8JP369mFA/34MHTIYLy9PFi9dTlxcPD4+3gzo348unTsWuP3sanr5sSY4KorS1PfqW6Oqnvy0KSwro3TH7XC5ZZiyv5j/uvwPbly5TqBdIm8MewVH+5KdkDfPY9AauaJpQD3ni8TFxaNQKNBoNKSlp3P23AXOnrsAgFKppFw5XwID/AkM8Ccg0B9Xl7I/v4g1r0shxKMpNUNvLiN0L0qFgtQMfYH3sXTpCpo3b8qM6ZYB1LFjxxkx8h3Wb/iTBvXrs3z5SiIirhAcHASQY0xz82ZN+WfLVvz9/PD39zMvj4q6jqfnvb8nNG7UCJVKRUTEFXr17GFefuPGDby9vQt8XA8DhS4zpUwXsd24YQMAHbt2LeGeCCGKUobWwLAv96PVGXMEKjYapTk42n48mnnrz+eogAeQkqHnje6hRfKl+M4A7+6JanPLfs3/8Weu38iadb5pk0a0bdPqvvZbmBP35ncMFXzs2PDXJk6cOAVAz+5dMGHi6tVrXI28xs2bMeZBztmcnZ2ygqrAAAIC/Cnn64NaLb/dCSEeDhejUpj489F7ZqIAUjP1zBhUp0CZqF2799CqdTt+/WUBA/o/bfGc0Wikcmh16terx88L51O1ei3KlSvH+++NAWDGjNmcPHWa+T98y6AXBpKYmMjjDZthZ2fLe++NxdfHhz/WrmPxkmWcP3sCT09P2rbvhJOjE3+sWQVklTjv0rkTX3z+CQDvjH6X776fz7tj36FpkyZcunyZSZOnMm3qZF4e+pLVx/WwkE8zIUSZYG158JKqgFeQW7+0Wi03Y27/Srh7zz6CAgOoUiWkQPss7JLk9zqGnt274FfOl8NHjuHt40U5X19zdcbMzEwir0URGZkVVEVGXiM5OYXTZ85x+sw5AFQqFX5+Wdmq7NsAH9XbQIQQZV9FX0ec7TWkZepzFJW4U6bOgKu9hoq+jgVqf8mSZXh4eNC7V88czymVSga9MJC5H35CZmYm69et4Y03RzBo8FCCAgOZOHEcr7x6e0JeV1dXtvyzkXffG8eIke+g0+moX78u69f9blUmCuDDubPx9fVh/vyfmD3nQwIDAhg96m2GDnmxQMf1sJBMlBCiTFi5I4IV2yJwdcw57iYhVcszrSvQt0VQiWWiwPqs0LnzF1ix8neUSqW5OIOdnS2vv/YyDg72VrVnbWaupJhMJmJj47gaeY2rVyO5GnmNmJicE9S6uroQEOBPUEAAAYH++Pp4o1LJmCMhRNnw1/5r/LQpDGd7da7FJUwmE8npel7sUInODf1LoIeiqEgmSghRJlhbvKEg45MKU0GyQuHhVwCoWiUUFxcnkpKSOXf+IpnaTHMQda/2SvvEvQqFAi8vT7y8PKlbJ2sy5vT0DK5di+JqZCRXr14j8loUiYlJJCYmcepU1qBotVpN+eAgenTvjKNjwX61FUKI4taxgR9nriSx+3QMthqlRUYqU2cgU2ekaXUvOjbwy6cVURZJECWEKBOsDY4sKuBl6HOM7SmK7ExBi1mUDw4i8to12rVrjauLCyaTCZ1Oh42NjdXtleaJe/Nib29H5coVqVy5IpB1T39MTCxXrkaabwOMi4vnYtgl4hMSJYgSQpR6SqWCEb2qUi3IhT92XSUxXYdSocBoMuFqr+HZJwPp2MAPpdK6AhSi7JAgSghRJhQkOCru0tQFzQpVqRJiMf5JoVCYAyhr2yvNE/daS6lU4uPjjY+PNw3q1wUgLS2N9PQMPD2tL5GfrU+/Zxj33hgef7x+gbYbNfo9HqtRnSEvDSrwPgvTlq3b+PmXRfz80w8l2g8hRMEolQo6N/SnYwM/Lt1IJTVDj6Odmoq+jhI8PcQkiBJClBkFCY6KszR1dlbIqM8g4+p+tLEXMGpTUGocMTqX5/JV1wL1xZosU9dG/iVy22JRc3BwwMHBIcfy1NRUflu9ht179hEfH4+7mzsNGtSjT+8eBZqTLDcB/v5WD6yeOGkalStXYvCggQ+0TyHEw0epVBR4HihRdkkQJYQoU0rjvD2+bnYoDakkHVmN0tYZhwpPoLRzxZiZRGrEPjYt/4o2tSYREGDdoGJrskwlcdtiSYmNjWPCxKl4enrw4uDn8fX1JTo6mtW/r2XsexOYOnmC1ec2N++MeqsQeyuEEOJRIEGUEEI8oEZVPfkqYgvYuuFcsxcKhRKAdLU7zjWD8Y75i/k/LmTypHGkp2ewaMlSdu3aQ2ZmJjVqVGfoS4N5/c2R5lvRQn2UGC/9RVxCBAqlCo17RRwqtSbToMbeRkWQi445cz/m5MnTGAwGyvkHU71RB2pUC8VeG8W7I15h3lefUa6cr7mPGzb8j/V//sW8rz7LtYJUafb1vO/w8y/H+PffRaXKOrflg4OoV7cO4ydMMZ9bgJsxMcyY9QEnTpzC0dGBjh3a81S/3uZj7tPvGV4c9Dz7Dx7EZDQxfdokxowdR4MG9RnQvx96vZ5fFy9lx47/yMjIIDQkhCFDBhEcFMTESdM4eeo0J0+dZu26DTz9VF8G9O+H0Whk7boNbP57CzExsXh5edKhfVu6d+uCUpnV31eHDadHt65kajP538bNJCUlU7lSRQYOfIbq1apaHO+u3XtZumwF0dE3CQ4K5MXBL1CjRjXz8xcuXGTRkmWcP38RhUJBzZo1eGHgs+YJNL/86htS09Lw9fVh27YdzJw+5YGCTCGEEDlJECWEEPdwr9Ll8bE30SdG4FT7GVIzjegN+rsm220OZJW6nf3Bh0RH3+TloS8REODPqZOnmT3nQ4v9/Tj/RwLdFNwM6EtmRjray1vQX9yGc2h7hncJYurUaTRp3IhJE99Hr9Oxfed/bF39PZ3mzCA4qDY+Pt5s276D/k/3M7f57/YdtG3TulQGUPmd36io6xw5eoyP5s4yB1DZ1Go1H8yZYbFs2fKVDHx2AM89O4CTJ0/x8y+LcXVxpmPH9uZ1fvv9DwYPGkiN6tW427r1f7J9+05GvPUGzk5OLFq8jA/mfsLXX37KyBFvMvfDTwguH0yfXj1wujXH1Y8Lfmb3nn0MHjSQChWCuXjxEj//sojomzd5+Y75U9Zt+JOKFSowauRbqFRK/vxrI5OnzGD2rGlUrpRVbCMtLZ216zbwyssvYWdry2+r/2DWnLl89eWnuLm6EnHlCpOmTKdH9648P/BZUlNS2bT5b8ZNmMKnH3+Au7sbAAcPHqZD+7ZMnPA+vr6lK3MrhBAPAwmihBAiH9aULg+PuIJGo+H797rmO17r5MnTnDx5ms8+mUtQUCCQlVGxsdHw9Tffm9eLjYujbp3a9B/Qjf3nYjlx0h+VPpkXnmrImt9/p2KFCrz6yhDz+tWrVyMxMYk//9rIsFeH8mTrJ9i+/T9zEHU1MpJLly7z7thRxXHKCuRe5zf73Fa6FWTcS8cO7Wjfvi0AFSuU59LlcLbt+M8iiOrapSOtW7XMdfu4uHh8vL2pXasmSqWSYa+9zK7de9Hr9Xh6emBjY4OjgwN+fuUAiImJZeOmzUyc8D51ameVcg8OCsLZyYk5cz+id68eeN0ab+Xk5MSY0SPN2akRoSHExsaxevUfjBk9EgCDwcCI4a+b2x/x1hsMeXkY+/cfpH27Nvzxx3patmzBgP5Pmftcu3ZNxowdx5at/9K3Ty8AfLy9GTpkcKkMmoUQ4mEgQZQQ4qFk7cS392qjIKXL7zVe62JYGH5+5cwBVLamTRtbBFHPPdOfz774iitXr9K44eM826khrq4uAISFXeLY8RP0f+YFizYMBgO1aj4GwJNPtmLlqtWcPXuOqlWrsH37TurWqW3+Ml9aWHN+C6pixQoWjysEB3Pq5GmLZUFBQXlu36VzRw4dPsLoseNo0bwpjRs1pFfPbnmuf+HCRdRqNbVr1bRY3qBBPVQqNRcuhJnPe5PGjcwBVLbGjRqyfsNf5sd2dnbmAAqyysL7+voQHx8PwMWwS0RGXuPff7dbtGMw6C0CzcDAAAmghBCiCEkQJYR46BRk4tv8WFu6PDg4EJ1OR1jYpXwzJgqFApMpZ9W9u5c9/nh95n31GXv37mfv/gP89PMi3nz9VZo1awIKaNTocZ595ukc7djZ2QFZWYhaNWvy77YdVKkSyvYd/zHoheesPu7iYs35rWzluc2mUWssHqvUKowmo8UytSrvYNrPrxyffvwBhw4dYf/BQ4x5dzwdO7TL9/zlckkxmUyYTCYs45icKxpNRrhjHY0m58eyWqXCaMzaVgF06tiejh3b5VjP6Y55tVTqh6ewiBBClEbKe68ihBD3L0NrYPvxaFbuiGD78WgytIYi39+d2Q1XRw1Odmq0OiOzlp0s0P6tndDW38+P2rVrsmjJMgwGyy/sBoOBCROnMmPWB4SGVCYq6jrh4REW6+zavdfi8V//20RScjLt27dlwrh36dWzO78uWgpASOXKRERcoZyvL4EBAQQGBOBXzo9ly1dx8WKYuY22bVrz3649HDt+goyMDBo+3sDq4y4u1pxfa89tYdm37wBnzpyjSZNGDH/jNSaMe5c/1q7n5s0YgBzZnZCQyhgMeo4dP2Gx/MCBQ5hMJkJDKpuX7dm7H6Px9jGYTCb27NlHSOXKWCskpDLh4RHmax8YEIC7mzs//7yYGzei7+eQhRBC3AcJooQQReZ8ZDLDvtzPvPXnWbEtgnnrzzPsy/2cj0wusn1mZzfunDsJsrIb6VoD+8/FWt1WQSa0ffP114iMvMbUaTM5cOAQEVeucODAISZPmUHU9esMHjSQatWqUrdObWbN+ZBdu/cSHnGFv/7axIY//2fR9u7de/niy284ffoMFy5c5Nix43h5Zd0S1qljOzIyMpj74aecOnWG8+cv8MmnX3D69BmqVq1ibqNx44aAiW+/m0+rJ1qiVpe+Gw+sPb/WnNvCcunyZT7+9HP27ttPeMQVdv63Czs7O3MRCTc3V8LCLnHjRjRpaWm3KvG14/Mv5rFz5y4irlxh8+Z/+PLrb+nerbPFHFbJycl8+NFnnD17jvPnL/D5F19z4WIYffr0tLp/vXv14MLFML76+lvOnbvAqVNn+GDux0TfvGn1uDEhhBAPrvR9qgohHgoFHU9UWKzNHlmjUVVPqye09fLy5KO5s1m1+nfmL1hIfHwC7u5u1KtXh5Ej3jQHQWPHvM2vi5by/Q8L0GqzSpy/N/YdXn9zpLmtUaPeYsGCn5k5+0P0ej01qlfjlVdeAsDFxYVZM6ay8JdFzP7gIwCqV6/K9KmTcHN1Nbeh0Who2aI5f/1vE23btrb6mIuTtefX2nNbGPr17Y1Op+eH+QtJSkokICCAsWPext4+61bJnj2789nnX/HG8JH069uHAf37MXTIYLy8PFm8dHlWYQofbwb070eXzh0t2u7RrSvpGRl89MnnJCenULlSRaZOnkDFCuWt7p+/vx8zZ0zh11+XMGXaTGxsNNStU5uRI99Eo9HcuwEhhBCFQqHLTMn920YZsXHDBgA6du1awj0RQtxp+/Fo5q0/n2O8C0BKhp43uocWyaS5hb3fO8dX3T2hbUHGV5WERYuXcvz4yRxlwEuTsnx+C+LVYcPp2aNbjsBKCCFE2SSZKCFEkSjMjFBBFCR7ZI3QAGe+Gd4w39LlpZHBYGTrv9st5ooqjcrq+RVCCPFokyBKCFEkCjKeqDDZ3cpizFp2kpQMfY7sxv18Ob9X6fLS6PDhI6SlpdOiedOS7so9lcXzK4QQ4tEmQZQQokgUdkaoICS7AX9v2UrTJo1wcHAo6a4IIYQQDx0ZEyWEKDIFGe9SGJPjCiGEEA+b9PR05nzwIcuWreRqZCReXp706N6NmTOm4uKSNRH7tOkz+eTTL0iIu5FnO59+9iWff/ElZ08fx9a2aO4GeZRIJkoIUWSszQgV1uS4QgghxMPEYDDQq/dTHDt+nPHj3qN6tWqcPXeOmbPmcPrMGTZv/DPH/HV5eXnoi3Tr2rnQAygvnwDeGv46kyaOL9R2SzsJooQQRepe411KqhS6EEIIUdot/PlXtmz9l507ttK4UUMA2rZ9khrVq9G+Y1dW/76Gvn16W9WWk5MToaEhRdndXBkMBlSqh+9zXCbbFUKUqMKcHFcIIYQocelxhdbU4iVLadmyuTmAyta6dSvq1KnN4cNHLZb/tvp3ataqh4ubN0+0bseJkyfNz02bPhM3D1/z45eGvkqrJ9vzzbffE1KlBm4evnTt1ourVyPN6+j1eiZPmUbl0Oq4efjSpNkTbN78j7k9ja0TiYmJTJ8xG42tE5cvh3P5cjgaWycmTZ5K/ceb4O0baG7vu+/nU7deQ1zcvAmpUoMpU6djMBjMz4dUqcE7o9/l2edewN2zHD7lghgx8h10Ol3hnNBCJEGUEKJElVQpdCGEEKLQpVxDcehrSIkqlOaOHTtB/Xr1cn3uwL5dzJg+xfw4LS2NSZOmMXnyBH5a8D3Xo67z4kuv5Nv+gQMH+eXXxXz68Yd8+cWnHDx0iLdHjTY/P3vOXD77/CveHTua5UsXEeDvT+++T3P69BkGD3qBrVs24eTkxKBBz7N1yyb8/MqZt/3u+x954/XXWLN6xa3H8xn1zliee+4Z1qxewZjRo/j8i6/56ONPLfr09bxvqVy5EsuXLmLokBf55tvvmTlrTkFPXZGT2/mEECWqpEqhCyGEEIVNcXkL6NJQXP4HU82BD9xeUlIS5Xx9770ioFKpWPP7SvMtezExsbw5fCRpaWl5Vmp1dnZi3R+/4eXlBcDp02dY+PMv5ue3bP2XDu3b8srLQwBo1aolffr259y58/Ts2Z3g4CBUKhXBQYG0aN7Mou1pUycx5KXB5setWz3Brv+2Uad2LQCeeKIlO3bsZOOmzbw79nbg9vTT/Zg+bQoAHTq042ZMDN98+wPjx72HRqOx6lwUB8lECSFKVKOqntjbqEjPNFgsL45S6EIIIUShSbkGCWFg65b130LIRplM1hfRtrW1tRjzlB183bwZk+c25Xx9zQEUgK+vr8X6rZ5oycZNfzPngw85ffoMdnZ2/LnhD3r27H7P/nh5WX5+V61ahWPHjtOoSQvcPHyxd3Rj+YpVxMVa3v7o5upq8bhXj+7ExcUREXHlnvssThJECSFKVPbkuDYaJSkZehJStaRk6LHRKO97clwhhBCiuCkub7n1D+Wtx/88cJsuLi7ciI5+oDYKEojdbdLE8XwwZybLV6yidt3HqV6jDvN//Om+2vp63rcMGfoqbds8yepVy9i9aztdu3S+53Y+vlnFqR70PBQ2uZ1PCFHiZHJcIYQQZVp2Fkpll/VYZXc7G+Xkd9/N1qhRnUOHD+f6XPOWT9K+XRumTJ543+3fi1KpZNhrrzDstVe4ejWSXxctZtjrw3FwcODZZ/oXqK1ffl1M1y6dmT1runmZh6cHly9fzne76BtZwZOvT96VfkuCZKKEEKVCdin0vi2CaFnTp0wGUBlaA9uPR7NyRwTbj0eToTXceyMhhBBl3u0slMLivw+ajer/dD927PiP4ydOWCzfsmUr+/btp1atmg/Ufn7S09N5rGY9Fi9ZBkBgYADvvzeWihUqsH//AfN6SqXSqmyXwWDAzu72OGej0ci5c+dzrJeYlGTxeM3adXh5eRIcHHS/h1IkJBMlhBCFQCYMFkKIR9TdWahshZCNevWVoaxY+Rvde/Rh4oRxVChfntNnzjB7ztysIg+9ez14//Ngb29PnTq1eO/98WRkZFCxQnm2/ruNy+HhtHmytXm9wMAA/vxrI9WqVaVTxw55tteta2c+/OhTvvr6G0IqV+aH+QvYu3cf5csHW6y3bNkKKpQPpmWLFvy7bTs///wrkyeNL1VFJUAyUUII8cDunjDY1VGDk50arc7IrGUnJSMlhBAPsRxZKPMTD56N0mg0/Ll+DU8/1Y/pM2bRrUdvPv7kM57q15fVq5ajuHufheyH77+h/9NPMXvOXHr1eZp16zbw/Xfz6N69q3mdGdOmcP36dd54c2S+RSzef28sr7w8hFmzP+C55wfj4+PNtKmTcHRwIDU11bzeU/36cP78BZ7q/yzffT+fN15/zaJ6X2mh0GWm3P9os1Jg44YNAHTs2vUeawohRNHYfjyaeevP42SXM7mfkqHnje6htKxZuu7lFkIIUQhSrqE4Mj8r65RbQGMygSEDU92XH2hs1KMipEoNunTuxBeff1LSXbknyUQJIcQDkgmDhRDi0ZRnFsq8QuGMjRKlj4yJEkKIByQTBgshxCMoLQbiL4BSBYZ8fixTKLLWS4sBB6+81xNligRRQgjxgBpV9eSnTWFZEwTb3q4qKBMGCyHEQ8zODVPN5wFrRsYowM6tiDtU9l04d6qku2A1CaKEKCEZWgP7zsZyIyEDXzc7GlWVeZHKquwJg2ctO0lKhh69wYhapcT+1nK5rkII8RBSqsG9ckn3QpQQKSwhRAnIrRx29hduKYdddmVoDTJhsBBCCPEIkEyUEMXs7nLY2dIzs5Z/M7yhfPEuo7InDBZCCCHEw02q8wlRzPadjSVdazl2BsDeVkX6rUyGEEIIIYQovSSIEqKYSTlsIYQQQoiyTYIoIYqZlMMWQgghhCjbJIgSopg1quqJvY2K9EyDxXIphy2EEEIIUTZIECVEMcsuh22jUZKSoSchVUtKhh4bjVLKYQshhBBClAFSnU+IEhAa4Mw3wxtKOWwhhBBCiDJIgighSoiUwxZCCCGEKJvkdj4hhBBCCCGEKAAJooQQQgghhBCiACSIEkIIIYQQQogCkCBKCCGEEEIIIQpAgighhBBCCCFKqZSUFN4fN5HQKo/h5OJJteq1ef2Nt4iJiSnprj3SJIgSQgghhBCiFNLr9XTp1otFi5fw9ttvsXbNKkaPfpvNm/+hbbtOpKenF+r+EhIS0Ng68fMviwq13YeRlDgXQgghhBCiFJr/40/s2bOX/ft2Uad2LQDaAE+2bkXtuo/zw/wFvDX8jZLt5CNKMlFCiEdWhtbA9uPRrNwRwfbj0WRoDSXdJSGEEMJsxcpVtGrV0hxAZatcuRJzZs/Aw8PDYvm8b76jarVaOLl40rR5K3bv2Wt+btr0mVSoVIXVv6+hZq16uLh580Trdpw4eRKAl4a+irdvIABDX34Nja2Tedvk5GTeHD4S/8AKOLt60eKJNmzfvsNi33q9nomTplChUhUcnT2o/3gTVv++pjBPR6kimSghxCPpfGQys5adJF1rwGAwoVIp+GlTGOMGPEZogHNJd08IIUQZ8OPZX0jV3/uWOke1PUOqvlDg9k+cOMULzz+X63PD33zd4vHcDz9m8pTpjB/3LvXq1mX+jz/Ro2dfLpw7iaurKwDXr99g0qSpTJ48AaVSyfvvT+TFl15h/97/eP/dMfR/qh/devTmvXdH07FjBwBMJhNPPf0shw4fYfq0yfiVK8ePCxbSuWtPtvyzkcaNGgIw7I23WLZsBVMmTaBataqsWv07A555nuXLFtG7V88CH3tpJ0GUEOKRk6E1MGvZSbQ6I052t98G0zOzln8zvCF2NqoS7KEQQoiyIFWfjqPa3qr17kdiYiK+vj7mxyaTCYPh9l0TCoUClUpFcnIyM2bO4a3hbzBh/PsAtG37JEHlQ/j5l0XmW/4UCgW/r15JaGgIADExsbw5fCRpaWmEhobg7e0FQEhICC2aNwNg8+Z/+GfLVtasXknXrp0B6NKlE/XqN2LixCls2riBM2fOsnDhL3z26Ue88fprAHTt2pmoa1G8996EhzKIktv5hBCPnH1nY0nXGrC3tQyU7G1VpGsN7D8XW0I9E0IIISyZTCbzv3/5dTH2jm7m/3Xo1BWA3bv3kp6eTs+e3dHr9ej1etRqNfXr1eXQ4SPm7W1tbc0BFEA5X18Abt7Mu9Lflq3/4uLiQpcunczL1Go1Tz/djx07/0Ov17P1320APDPgaYttn312AGGXLhEeHnH/J6CUkkyUEOKRcyMhA4PBlOtzeoOR6ITMYu6REEIIkZO7uxtXrlw1P+7WtTO7d20H4N33xpmXR9+8CUCr1u1ytNHmydb33M+dgdrdYuPiKOfri0KhsFju5+eHXq8nOTmZuLg4bGxscozR8vfzAyAuPp7y5YPv2Y+yRIIoIcQjx9fNDpVKketzapUSHzfbYu6REEIIkVPdOnXYs3ef+bGnpyeenp4AuLm6kZCYAICTkyMAK1csITAw0KINZycnHoSnhwc3oqMxmUwWgdT169exsbHBxcUFDw8PtFot8fHxuLu7m9eJun4dAK9bfX6YyO18QohHTqOqntjbqEjPtKzGl55pwN5GRcMqD9+bvRBCiLJn8ODnOXLkKL+t/j3Hc3dmjxo3aoRKpSIi4gqPN6hv/l9QYIDF7Xv3olQqc7T9ZOtWJCYmsnHjZvMyo9HIqlWreaJlC1QqFa1bPQHA8hWrLNpbsWIVoSEhBAVZBnYPA8lECSEeOXY2KsYNeIxZy06SkqFHbzCiVimxv7VcikoIIYQoDQb0f5q1a9cz+MWXOXbsOK2eaElmppZ/tmzlr/9t5J1RIwHw8yvHG6+/xrjxk0hMTKRpkyZcunyZSZOnMm3qZF4e+pJV+3NxccHFxYUVK1bh4GBP3z696dChHa1bP8Hgl4Yybepk/P38WPDTz5y/cJHvv/8GgOrVq/H8888x9t1xpKWmUa1aVX7/Yy0bN21mxfLFRXV6SpQEUUKIR1JogDPfDG/I/nOxRCdk4uNmS8MqnhJACSGEKFV+/eUnvp73LQsWLOSjjz9DpVJRrVpVvpn3JYMHPW9e78O5s/H19WH+/J+YPedDAgMCGD3qbYYOebFA+/tw7mzeHzeRw0eO0KN7N+zs7Fi9ajnvvT+BKVOnk5SUTJ06tflz/RoaNXzcvN1333yFv58fX3z1NTdvxlClSihLl/xCr549Cu1clCYKXWZK3iPJyoCNGzYA0LFr1xLuiRBCCCGEeJR8cfI7q0ucv/XYq8XQI1FcZEyUEEIIIYQQQhSA3M4nhBBCCCHEfXBU21s1ka412SpRtkgQJYQQQgghxH0YUvWFku6CKCFyO58QQgghhBBCFIAEUUIIIYQQQghRABJECSGEEEIIIUQBSBAlhBBCCCGEEAUgQZQQQgghhBBCFIAEUUIIIYQQQghRABJECSGEEEIIIUQBSBAlhBBCCCGEEAUgQZQQQgghhBBCFIAEUUIIIYQQQghRABJECSGEEEIIIUQBSBAlhBBCCCGEEAUgQZQQQgghhBBCFIAEUUIIIYQQQghRABJECSGEEEIIIUQBqEu6A4Vl44YNJd0FIYQQQgghRCnWsWvXQmlHMlFCCCGEEEIIUQAKXWaKqaQ7IYQQQgghhBBlhWSihBBCCCGEEA89o9FYaG2ViSBKr9eb/71u3Qbq1mtIxcpVadOuIxERVyzWXbnqN1q2akv5iqG069CZ8PCI4u7uQ+3mzZtUq14bv4DyvD1qDD8uWMjZs+eIiLhCXFwcAAkJCbw09FUqhVSjeo06fPb5VyXc64dL9t/D4SNHafVke6pWq0WjJi34++8tOdad9813NGzcnAqVqtCnb38SEhKKubcPp+xrsGPHTlo92Z6QKjWo/3gT1q5dn2NdeU8qXL8uWkLd+o2oVr02DRo2ZcnS5ebnjEYj06bPpFbt+lQKqcaQl19Dq9VabJ+ZmcnIt0cTWuUxqlStyfvjJmIyyQ0Z9yO/awGWn90AERFX6D/gOSpUqkLNWvVYtnxFcXb3oZTXNbh+/QYDnhnIYzXrEVrlMZ4bOIibN29abHvk6DF69upHhUpVqNegMf/8s7UkDqHMy+/v4NvvfqBK1ZqEVKlB0+atcnxOW/OeJayT13XYf+AgL7/6OgCDX3qZWrUbWGz3IJ8JpTaIMhqNXLhwkdffeIu5H34MwL//bqP/MwN55ZWhhF04Q2hoKF98+bV5mz/+WMfA51+kUcPHuXj+NO3atqFn736kpqaW1GE8FO68Ft//8CMenh7s3L6VTz/5kEEvDOS99ydQtXotDAYDWq2Wbj36sH79n2z63wa2/buZzz7/gl8XLSnpwyjT7v57yMjIoHefp6hQoTxnTh/jvXdH0/epAVy7FmXe5quvv2HEyHd47tlnCLtwBh8fb/oPGFiov8I8Su6+BoePHKVTlx6MHT2K82dPMvzN1+n71AB27Nhp3kbekwrXiZMnGTL0Vb768jPOnD5Gxw7tGTR4CLv37AXg3ffGM33GbKZNm8z5sye5HnWdN4aPNG9vMpl4/oUX+e77+SxatJAjh/excdNmZs3+oISOqOzK71qkpqay6rfV1Knb0Lx+XFwcHTt149ixE+zZtYPfVi1n+Fuj2Lr135I7iDIuv2vw9qjRJCUlc+zoAf7buZW//reJQYOHmre9eDGMzl26k5iUyNHD+/ny80/o/8xATp46VYJHVPbkdw0OHjrM8LfeZv4P33D+7EmaNmlMrz5PceXKVfP293rPEtbJ7zqUDw7il18WkZiYyJUrV8jUZpq3e9DPhFIbRPXq/RRNm7fih/kL0Ov1GI1GXn7lderWrcNrr76MQqGgd88e9OvXB8g6EVOmzcDZ2ZmpUyaiVqt54/XXOHfuPBv+/KuEj6Zsu/NaGAwG/tuxlUqVKgIQHx/P3/9soX//p/D29mbDn3+xd+8+3h45nJCQyvj4+DDwuWeZO/ejEj6Ksu3uv4dTp88QGXmNnj26oVAoaNmiOWlpaezdtw8ArVbLjJmzqRIayvA3h6FUKhn19gi2bP2X/QcOlvDRlE13X4OPP/6UmjUfo2vXzigUCgYPep7q1ary0cefAfKeVBTOn7+Am5sbzZs1BaBnz+4ArFmzlhs3bvDlV/No2+ZJevfqiUqlYuSI4fz8869ERV0HsrK3v69ZywsvDKRxo4Y4ODgw7LVX+OTTL8jMzMxzvyKnvK7F26PGEFKlBoMGD+Xc+fPm9X/+ZTEXLl5k4sRxlCvnS9WqVejUsT0ff/J5ifT/YZDf38OZs+fo3LkjKpUKHx8fmjVtwua//zH/gPPlV/OIiYll5oxpuLq60qJFc6pXr8a8ed+V2PGURfldg/i4eADcPdxRKBQ8++wAMjMzOXToMIBV71nCOvldBzs7O4xGI+cvXMyx3YN+JpTaIGrtH7+xf+9/5se7du/hcng4zw98FqUyq9udOnWgSeNGABw7foITJ07SskVznJycAHB2dqZOndqsW/9n8R/AQ+Tua6FQKFAoFAC8+/4EbGxsmD1zOgCLFy8FoGPHDub1mzdrypmz5zh//kIx9vrhcvc1qFSxAkqlkoMHs96MN276G4DKlSsD8L//bSI2No727duiUqkACA0Nwdvbi/XrZTqA+3H3NThx4iSNGj5ufqxQKGjcpLE5KyLvSYWvUcOGGAwG86/l2beLZWRksHzFKgwGg8V7T7NmTTCZTOagNfv9qVPH9uZ1mjdvSlJSEjt23L624t7yuhaNGzUkKjKc/v2fslh/8ZKsc9+hfVvzsmbNmrJl67+Smb1P+f09tHmyNXtuvRfd/ZzBYGDZ8hW4urqav0NB1mf1+g3y3lQQ+V2Dli2b8/LQl8yf00ePHgPg8cezbiez5j1LWCe/63Ax7BIAFSuUz7Hdg34mlJl5ojZt2gxAmydb5/r82bNnAahbt7bFci9PTxmDUER2/reLX39dzOyZ0/HzKwfA2bPnUCgU1K5V07yep5cnAOHhEYSGhpRIXx82bm5uvD7sVT76+FNsbW349LMvadvmSWo+VgOAs+fOAVC3bh3zNgqFAi9PTy7L30Oh8PTy5Pp1y18LvTw9iY+PJzU1Vd6TikBAgD83oiJQq7M+urZsyRrDUb16NY4fPwFAvTvOt6OjI/b29oSHhwNZ708Adevc/rvw8sx6f7p8ax1hnfyuxd1MJhNnz54jODgILy8v83IvL090Oh3XrkXJZ8N9yO8avPrKUAwGAwBJSUns238AHx9vPDw8iI6OJjY2jpYtm5t/ZIOsv4Vr16LQarXY2NgU/wGVQfldA1tbW+Z9/QWQNRzl/XETee65ZwgI8Aduvx/l954lrJPfdfjn7y20ebI1nrfe6+/0oJ8JpTYTdberkddQKBTY2dnRp29/atWuz9BXhpmLGURF3QDAw8PDYjs3N1dibsYUe38fdiaTifETJuPl5clrr71sXh51/QZubm7mFzKAm6srADdj5DoUprFj3iEwMIDpM2aTlpbG2DGjzFna7FsBPO/6e3B1c5O/h0Iy6IXn+WfLv5w+fYbMzEy+/+FH83iz5OQUeU8qItnvLRERV/jq629xcnKi/9P9uH791vm+64PSzc2Vm7fOd9StoNfT0+OO590AiJH3pwLL61rcLTExkYyMjJx/C65ugHw2PIi8roFCoTA/N3PWByQnJzPkpcEoFAqibv2t5Px8yPqsjomJLcYjKPvu9Xdw+vQZvvhyHlqtlueeGWBebs17lrBeXtdhybLljHp7RK7bPOhnQpkJom5cv4G7uzvHj5/ggzkz2bN7B9E3onn2uUGYTCYyMzMAcHBwsNhOq9Xi6ORYEl1+qG3a9De7du1m+Juvm29VgqzUqYODvcW6Wl1WpRknR7kOhSU8PIJGTZrj7u7O6lXLKR8cTMfO3Vnw089A1nWA3P8enOTvoVA8P/BZZkyfwnPPD6Zt+85ZH3wxMahUKry9veQ9qQhlZmYy4NnniY+P5+ef5uPu7n77NW9/1/uPVmt+j8rM5e8iuxKWo7w/3ZfcrsXdMjKyxhbk9rcAWHyGiILL7xqs+WMtn3z6OU2bNmHc++8Ctz8f7PO8HvK3UFD5XYPq1avx26pljHjrDbp068m8b7LGnVnzniUK5u7rcP7CRVQqFR06tMt9/Qf8TCgzQZSTkyO2tjZ069aF0NAQHB0dGf3OSP7ZspWrVyPx8/MDsn4BvlNiYhI+3t4l0eWH2oKfFgLQp3cvi+X+fn65XgMAbx+5DoXl8y++4vr1Gyz65Se6d+/Kzh1bsLGx4f1xE9Hr9fj73/p7SEm22C4pMQlv+XsoFAqFgteHvcqhA3vYuX0LTz/Vj7CwMPz8yqFSqeQ9qYiYTCbeGvkO+/cf4MO5c+jRoxsAfubXfIrFuklJyfjceu8xr5N8++8i+/3JR96fCiyva3E3b28vVCqVxXkHSEy6de7l7+G+5XcNTp8+w0tDXqVypUr8tnIpdnZ2QNbnNEDKXe9NSUlJ2Nra4uzsXHwH8BDI6xp88snnVKtem7379qNQKHj/vbG4uroyfsJkdDqdVe9Zwnq5XYddu/YQExNDrdr1qVmrHvv3HyQy8ho1a9Xj+vUbD/yZUGaCqICAABITkyxqt/v4+ABwIzqaoMAAAC5fvmyx3ZmzZ2nQoF6x9fNRsWv3Huzs7KhatYrF8sCgAJKSkoiNvX07wJkzZ7G1teWxGtWLu5sPrXPnzhMaEkK1alWBrL+Fli2aExcXR1xcHIGBgQBcunT7nt709HQuXb5Mgwb1S6TPD7vExET27t1Pxw5ZA1TlPalofPX1NyxYsJAPZs9kxFtvmJfndr4vXgxDp9PRoH7Wa978d3H59t/FmTNZY9fq15NrUlB5XYu7qVQqAgL8iYi4YjHFwpkzZwgI8MfX16c4uvtQyusaxMXF0bvP0/iVK8ffm/+y+PEs+4eeS3e9N50+c5YGDeqbC0cJ6+R1Db7+5luat2hmLkBkZ2dHSEhlUlJSSE5Otuo9S1gvt+swcsSbXLp4lhPHD3Pi+GEaNmxAQIA/J44fplw53wf+TCgzQVTTpo1JS0vj1OnT5mVnz55Do9FQJTSEZs2a4uvrw46d/5kDrUuXLhMZeY0ePbqXVLcfWklJybi6uuR4s+3dqycAO3fuMi/b+d8u2rZ5Un7dKkSBgQFcv3HDYlK+69ev4+Ligre3N106d8TGxoadO29Xl9m7dx9Go5FuXTuXRJcfOjdu3OD5F140P/7+hx/R6/UMfO4ZAHlPKgJXrlzlvfcnMHvmdEaNsrzHvfetrPidFZV2/rcLNzc3nniiBQB9br0/Wa7zH4/VqC6FDQoov2uRm969epKYmMixWwVAIOv69OjeTb6036f8rsGkydMwGAxs+ed/BN76sp5No9HQvVsXTp06bf7B02AwsHvXHnp2zz2bKHKX3zUwmUzUqV3L/Po2Go1ERUURGhKCh4eHVe9ZwjoFfT/K9qCfCWUmiOrdqyehISFMnz6LzMxMkpOT+eDDj3l92Ku4uLhgY2PDqJEjOHbsOMuWryQzM5OJk6YwoP9TNKgvvzAWturVqxEdfTNHHf0Xnn8Of38/Zn/wIYmJiRw8dJi1a9czZcrEEurpw+nll4eQmprKD/MXYDKZ2LFjJydPnebtkcNRKBT4+Pgw5KXBrFu/gZ07/yM5OZlpM2Yxdsw7+Pr6lnT3HwqpqWms+WMda9eu59vvfmDa9Fm8PPQlmjdvBiDvSUVgw59/UaNGdd55Z6R5mclk4vc1f1CtahW6dO7Egp9+5uzZc9y8eZMPP/yEWTOnodFoAOjSpRO1atXks8+/4Pr1G1y+HM633/3AnNkzS+iIyq78rsWdP+5kG/baK1lzpk2dQXp6OuvWbeDMmbOMGT2qGHv9cMnvGixfsYpPPp5r8X6fkJDA//63CYC33x6BSqVi0uRp6HQ6vvn2e2xtbRgyZHAxH0XZlt816NypI7+tXkNsbCwmk4nPPvuSqKjrfP7ZxwDUrlXznu9ZwjoFfT/K9qCfCWWmxLlarWbzpj95480RVH+sDq6urvTu1YPx494zr/P2228BMH36LN57fzxPPNGS7775Sn7lKgJvvjGMMWPf4+ix4xZz5bi6uvLvls28OXwkteo0wNXFhV8W/ki9O0ptiwfXoH491v2xmklTpvHZZ19ib2/H3DmzeOuOWwk+/eRDHB0dGfTiUEwmEz26d2OqBLOFplKlisz9YBbD3hiO0Wjk1VeGMmf2DIv3G3lPKlwmk4mwsEvUqn37VpeExEQCAwPp1LEDy5b+yoi3R9OhU1dsNFlfCF8e+pJ5XZVKxeaNG3jjzRE0atIcB3sHZs2cTqdOHXLbncjHva7F3SpXrsTmTX/yzuixVKlWk3LlyrH6txUEBQUWZ7cfKvldA7Vaxegx7/H+uAkA6HR6UtNSmTZ1MgDNmjZhzeqVTJoyjYqVqxIaGsLq37LmjhLWy+8abPxrHZMmT6Neg8bY2dpRsWIFtm/7x2Jurnu9ZwnrFPT9KNuDfiYodJkppnuvJoQQQgghhBACytDtfEIIIYQQQghRGkgQJYQQQgghhBAFIEGUEEIIIYQQQhSABFFCCCGEEEIIUQASRAkhhBBCCCFEAUgQJYQQQgghhBAFIEGUEEIIYSWTqXhnBSnu/QkhhLCOBFFCCPEI27z5Hx6rWQ9Xdx+ebNuB4ydOYDKZMBqNhb6vomq3IFJSUjh85Cirf19DcnJygbbVarW8/OrrHDp8pGg6l4sP5n7Exo2bi21/QgghrCNBlBBCPKIyMzN57vnBnDt/nqZNGtOndy/69XsGDy8/duzYCcBff22kYuWqjBj5zn3vZ/Pmf6j/eBOLdovDmTNnmTptBoNeHMqx4ycA+OTTz2nUuDn9BwwkNjauQO09N3AQri4u1Ktbpyi6m6uXh77EO6PHsv/AwWLbpxBCiHuTIEoIIR5R586fJz4+HoAePbrh4uJC2KVLpKSkmNdZsnQZV69G8v0PP5KWlnZf+7kWFcXx4ycs2i0Oe/ftZ8bMOSxZsoz4uIIFTHfbuHEzBw4eYs7sGSgUikLq4b15enoyffoUhr0+HIPBUGz7FUIIkT8JooQQ4hEVd0cmxtHRMdd13nrrTdo82ZrZs2bg4OBQTD0rfSZNmcbrw15Fo9EU+757dO9GSnIKi5csK/Z9CyGEyJ0EUUIIIRj68mu8M/rdHMu/+fZ7tmz9lzFj3zMva9u+ExpbJ3zKBdG9Rx/cPcvxWM16rF27vkD7vHHjBn37DcDT25/KodWZ++HHALw09FU0tk5obJ14YfAQ3D3LUb5iKIsWL7XY/vLlcNp37IKLmzf1GjSmdp0GaGydCKlSA8DiFsR2HbqwfMVKi+3HT5iEl08A5fyD+eijT/Ps59WrkRw6dJjOnTual2X3r0mzJ2jctCXOrl7Urd+If//dxtBXhuHlE5Cjz9Omz7Q4Lp9yQZTzD2bEyHfYuHEzNWtljU3r0bMvMTEx5u1UKhUDBz7Dgp8WFuj8CiGEKDoSRAkhhOCrLz9jxvQpBdomISGBN15/jVkzp3Hu/HmeHvAcYWGXrNo2OTmZTl16sHbdep57dgDvvTuG8RMmc+PGDYv16tWpw6effMi1a1G8NuxNrl/Pej4xMZHOXXrw77/b6d6tC0sX/0J6eobFtnM/mGX+97o/VtOndy+L54OCgvji80+IjY3j/fETOXzkaK593bT5b1xcXKhRvXqO586fv8BPC76nYoXynDx5ivYdu1KjWjXmfjArR5/v5Ovjw5zZM4iNjWPeN9/x5vCR/LHmNyqUD+av/21k9pwPLdZ/omULdu/eS2xsbN4nVQghRLGRIEoIIQR2dnbY29sXaJugoEA6derAKy8Pwc3NDYPBwMKff7Fq2+UrVnHixEkA3nt3DI0aNQTgRvRNi/Wef/5ZOrRvB2QVwjhyK9BZumwFFy5eBGDWzOlUq1aV4PJBFtva2tqa/21vb5fjVrynn+5H2zatzY/37t2Xa19PnDhJtWpVUSpzfmS2aN6MGtWrU7deXfOyF154jk4dO5j7fPTosRzb9e//FE+0bGF+3LlzRypXrkTTpk0A2HNXX+rXr4fRaGTv3v259lEIIUTxUpd0B4QQQpRN2QUWVCoVQUGBJCQkWJ2J+uOPdQC4uLjg51eOXxctxsXFherVqlqs5+XlZTFX0o3oaADWr/8TAGdnZ4KDLYMna3m4u+Pj42N+HH2r7btFR0fj6eGR63OeXp4AqNW3P07v7vP1GzkzUV6enpaPb7Xj51cOIEdGzsnJCXt7+1zbEkIIUfwkEyWEEOKBqVQqAOLi4q1aPyIiAgBvLy/mfPAhs2bP5dtvvsy1cENu1fCuXLkCQEhI5QeqlmfNtjExsbi6uRZ6uwXdzs3NlZs3b+b5vBBCiOIjQZQQQogCOXDgUI5lly+HA+Dl7WVVG7Z2dgAkpySj0+nYs2s7T/Xrm+f62bfSZZf5TktLB0CbmWle5+4S4LmVVM++hTC/trdt2865c+fNz7u4OJOZkZFju3u5u901t7Jv+ckORrO3SUxMZMXKVQCkpqblWUVRCCFE8ZIgSgghBAA2Njbmf0dcuUpGRga7/tttXnbjxg1iY2Ope9dkszdv3iQhIQGAJo0bWdVuVFQUAJ4eHkyaOJ7q1atlPR9xheSkpBxt+Ppm3XZ37tx5MjMzzbf1nTt/gUuXLnPhwkX277eckPazz7602G9iYiKXbgV7dypXzheAU6dOYzQamTFrjkU5dx8fH+Lircuw5dbuyZOn0Ol0VmWnfH2ztrl2LYq4uDjWrtvAxYth6PV6kpKSzOdBCCFEyZIgSgghBACPPVbD/O+XXxmGf2BFrly9al7Wtl0natauz5kzZwFISkrm/PkLTJg0FQBPTw/69e1tVbt1atcG4PSZsyxdtoLo6Gi2bdvOa8PeJP5WQHanjrcKNXz8yWcElQ+hceOsQhQ6nY7adR+nZu36FuunpKSQeEcw9vIrwyhfsUqOABCgc6es0uVr/lhHOf/ypKSkEhgYYH6+Ro3qnDlz1mKckzWy+/zFl18TEFSJqlVC77lN+3ZtUSqVGI1GKofW4PU33qJ7966Eh2fd/li+fPkC9UEIIUTRkCBKCCEeUXcHBbVr1WTG9CmUK+eLjY0N7du14cK5Uzz//HO4ubkRExvLq68M5bHHskp9a7Va+vbrz7JlK2jd+gnWrf3dolBDfu3++ssC1qxeSd26dXj1tTdo1qI1i5Ys4/vv5hEcHJyjjVkzptKpYwccHR2pUiWUH3/4jl9+XkDlSpVwdnZizOi3zYFVYmISbdp1YuGCH8z7tbOzo2fP7ni4u+doe+aMqXTt0hknJyeCggKZ/8M3Fs937dKZGzeiuXDhYoHO76wZU+nYoT2Ojo7UqFENZxeXe25Tvnww3337NcHBQWg0GubMnkHNxx5j3/4DuLu7U/+OKoBCCCFKjkKXmVKwn9aEEEKUaYmJiXzy6efs3buff7ZsBWD+D98y6IWBVm3ftn0ntm/fSfnywVw4d6oou2qV1NRUfvl1MVOmziAuLg5vby8OHdhrvp2uMLR4og29enRn9Oi3C63Ngnj9jbdISEhgyWLrSsgLIYQoWpKJEkKIR8w7Y94jNTWN0e/cDghcXe+dJSmNjEYjbdp1wtnZmfLlszJYHu7uhRpAAcycPoV5336HTqcr1HatkZCQwLLlKxkxYnix71sIIUTuJIgSQohHjI1Gg5OTIzt27gSyqsjVrZNzrFBZkJKSwvHjJwgPD+fkyaysWO3atQp9P61aPUHTJo35/POvCr3te5n74Sd07dKJxrcmJBZCCFHyJIgSQohHzKyZ07h4MYyv532Ht7cXX3z+CRUqFKxggZubGy1btiiiHlrPxcWFLz7/hJ8WZt3m1rRpE2bNnF4k+/rh+2/YuHkzBw8dLpL2c/PLr4s5ceIk877+otj2KYQQ4t5kTJQQQogCuXLlKgEB/uZ5kB4lCQkJqFQqnJ2di2V/N27cwNPTE7VaXSz7E0IIYR0JooQQQgghhBCiAB69nxGFEEIIIYQQ4gFIECWEEEIIIYQQBSBBlBBCCCGEEEIUgARRQgghhBBCCFEAEkQJIYQQQgghRAH8H3GNXMHsTU9lAAAAAElFTkSuQmCC\n", "text/plain": [ - "Text(0.5, 0, 'flip length (mm)')" + "
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+gv+ybsUEfM1eLsJ/as7CH+dW/trN5Voc5gS+GD+qXtSy+L9mq+nc0oY+vjiHNJll/I/x6HuzJr4jEWGN3MP4tH5349Of3d/mPlsSFIpj8E3uDqK1tvOd+g5tSuBHTbyY2n+H5uJrQxM7Sw+X87VFaZlCptdZZwa1AbCF0+qtV5Xle62pPgtqA9ycvwPbV8qlq6ITw1/wN9F68Av+otgJSaMSgf9bpdllm0mIvSL5nUdN/WojvRlHLyWeI/Tm+MxKmZ72oyH+pZPWO7de/sa0c6jfPFMnGE06fklf2F/HN6NIshz+gr8fvtnINcB/gkLxvMDnDe6ZcP9pXxxzYsuehv+no9XgF/K/9l2Ib/fe6shVmVMz1TEtZfrBKY+bWbdpYb7lY0hvn19tg/5xfPB5X1Ao3hsUivu2u+8swk5QV+OPRasdR3vWCS5sknEZtbW1LwF7N0hjN5zO16ySMgwtSsvzHUr7/khNJxkzK2V6y5VhCoBrVdsb3YrPc7oLsEmlXErK7/gZkv+GuA5/cVmxUi5Z9QbUJBjvoKSeyJB8QRwutanjm1wu6W/4bspyjuRpfJPLJXU4AGi3VqlejXW7WQ/qXYu6+QWXduygyeMXNhPZBh/g1kuVVzUGn//0L0GhmFYD2w1pTV9exddWAxAUimtRW7sJvg3+x/A1jaMj173TEpbNVVAobktyQPkgvtZ1dWCJSJku6mR5KuXSg/j88HE7BoXimmEe5aQOf7fnVRNbKZcuxDcnuJLmmnFtjM84E29+lapOL/5mP7MHknze3Y5P5bkqMCryvqV11Oy6sF3utdT+aHwN+GClXLqlzrrD6nxtQSvX+7a+IyrlUu7fa4PeBCJ19KkmJQ2F+yjwvng7mLBnfbv5g4ejZ/E1xXn8mGp2G90cqrHdc6QXx6ddaWn+JuLbJybJkpInKZCuV5sxKcO2h4VKubQQnyHjjLBt4xR8G9lJ+D4Cm1Jba7Q+vtbu9K4VdHFpuUVvqZRLCyLP30fyd8fBlXLp+oTp9fJR5yXpWgy+Fu6hhOndKNM0/A+hKMP/1f8KyT3op+VZgPBH+fvCZgbb4DPNrIc/Dzehtp0y+A6zF8fe87Qfv8uQ/KNxUpNFTHrfXsR3Qk3KgtGN962hoFB8K77DdfxfG4fvgJzWv6NqOJ6vWSTV9I4OCsWV6tQCp31H1Ks17qhBD4DblTTiyF0pHTu2osl2Kf0k7Cx3P7Vte64g/UOeZsSNQd6nxyftb7vt8O0FFxPmiK3XmzluQcK0CUGhuGS8l3JQKG6KH72qb4UdixbrXBQUiuPxbY3jx203ehAAB350qZ1SZsd72KeNtFRT4xn+8M8yGEOrKfWSyvRMUjAR5o3dtsX9ZHEJftTAeG3owST/6/ZKuE7uwmD2+vD2pqBQPAjffjVqefz3VTRtZtJnFvxnc1ZsmysDzeZ5TnrfHkgKfsOgs+ejTgaF4gR8G+ukIZE/XymX4sczSSfP126kpfwbPltQ3A7UpnuLzotz9LBJowLg9iSlttowKBRHVcqlN4OVcFSSb3WvWF13LbUB3p7AZpVy6Y5GK4d5cnevlEtJeR5Hgn47PtNTph8dFIoXhLWbUceRLQNEUpqlJfEX+Tf/4gyDp69l2O6wEBSKu+CzfMxLW6ZSLs0LCsXbqQ2Am23nnZugUPwkPlBL8gC1AVLSdQ987eJtsWlHkS29W9rfnI3aRyeVacWgUFytUi7F/7U4hS50IKqUS/ODQvEyage6SAviLm8z9++bwmBxzSaaZaV1LIqfh2mp0bantm3mqTQfWyS9b+sEheKy0etMeC04mx432wyD0avw53rcNyvl0rkJ05N08nxt9TOUxXUk58E/ISgUr6iUS4s1uQkKxfdT+x0IcE+lXOpq2r0oBcDtmUVtG+AN8aPTfBP/d/HG+ATfSb+WRoqp1Oa6XRL4U1Ao/gif/+9x/F/rY/C1BpPxKeN2Ce9nk5zofCToq+NTKZduCWut41/U6wPXBYXiF/A1ACvi06plzQF8F5A0nv0vg0LxQHxy+LXxg4ek5Voezk7Ej552A36QnHvwPe7n4dsHroL/AZQ0xHAuAVCCUWGvc8NnelgTn7XjcNJ7dL8MHJqQkWBWyvLTgkLxf/FJ/yfgz42s6QrTskJ8LDyeDzJUe/pGpKIhqUyGHxb1s/g2zKvj0/V9ImOZ2jGN5JHe0pbNy9r4vLkP4Wsr/4xPg/lv/KArY/Cf77TPbvw8vCtlualBoTgPf55PxPeLyTLi5Sxqv0NXAH4V+NEzH8PXln6VJkf36pTw8/MbkmtjS8BXYjnj416PpECclTA/r/M17TN0dFAo/iPcd/WftuhnKIur8Z/FeC7gKcC1QaF4Er5j+Fh8m+bE9LH4QUB6RgFwe64kuRPc4SSPxvI6rQ0bOKxVyqXZQaF4OrW1dWPwvVw/2/1SDR99eny+TJgcP+bdJHfuyeJy4DvU1uaszjDq5NKmZfDBe9YAfnr+RQHggvDWrNfwbXrjNbrga8C+Tm2nlskkjzbZ9HUv/KzMobZn+DuoDcJ+jm9PC/5anBQobEttrXSmMrXpBnxO3jUbLPcU6en32vH28BYfea+eV/AdfKNuwHc+jnfSXJ7agX+yuJLknLLvpTYHPfT2O3Q70j/PRZJ/0EYdxtCPnE6er/fiP7/x+G57/I+gqDNoYRCjsGnfsfhAOH4d34Xmmj3dhB/NtWeUBaI936L5UXPOwSdHH5Eq5dIZ+IwIkqDfjk84OtOPm1z8MTKMwFcpl57IsO0n8LWng+BpelwjEvoPfuSq+EA6AFTKpX/QfK/0h/HDJWfRTBvKxVTKpatp/sfDX0kelSp3Ye1aM68nj9y/efl6vPlO2BwhrRYvbh4JfQVSXECsfXwdv8UP5tMr7Wa6eVMnz9cwC80VLRQrk0q5VMbnMG6lBvnvwH4t1j7npqcBsJmtZ2bnm9m9Zva6mU1vcr1xZvZTM5trZs+b2c/NrOu9JMO2K3uR3jO+aiq1ifFHnEq5dDQ+rU3WQP8h6g8nPSL04fE5Cvg+9TtV3INP55TUkzctFR/A54l1yElwG77Wpd9yDLfSjOEufB7pnrWHwwcuZwIbVsqlRrWRR+Frseq5F5/KKi2rSJpTaW1UvA9SW3MZ9ydgH7qb+nFaTstk8RLZX+PL+NrAtE6Y3wJ+1mAbD+A7O/2tmR2GIyDuSeMg+NfAIXSng1e3dPJ8/QzNpWBsS6Vc+iG+tvfBJldZBJwHbF0pl57tWMGa1Osa4AB/8j9I8wcQ4Ff4oe+OAA7Ft5G8PN+iNafix/PeiKGL9gJgIb5W7Gf4sauPGUa/7juq4seaXxuf4eB8/DH5Lz6XaHVs83vwvZ0/C2xcKZfWr5RLZ/eivN3WT8enUi69USmXPo1v9vAL/F+5r4blvQnf1m/LSrn0KH4I3LjU4S3DXukF/N+CN+LTxS3C/5i8GvgosE2lXOpm7uxcVMqlD+Lbxh2Jf49vwrfhXoCvLXkZfwxvxdeOFoApYe7YTnoDf47Nw7cDvBNfq/Y1/HV41Uq5dEIzHbHCwGUf4EP4Tp5z8O/ff/Cv93/xX3KPZC1kpVyaj/8r+Fh8LVl1243Wewb/N++R4Xpzw/WexHfaOQTYtdLcsKu5CXv216u5vK1SLj2Q8z7vwrelLQAn478f/4b/nL2K/0t9Pv7H9ZX4tqbrVMqlMyoJQ3WH23y9Ui4djB/B7mr8ObwovL8Rfz3YpFIuNRX8Rrb7KLA5vjPtrWG5XsF/Zi4D9qmUSwfUyQPblzp5vlb8yK6b4puy3YL/EdqRGKRSLk3HN3/aGx/c3sPQZ3YB/n0s4/sDrFMplz45XN5Lc653P6jMbJRz7o3w8aXASs65HRussw3+Dd3BOXdTOG1LfG3Rbs65RrVKIpKjoFBcAV+rHU/3dH2lXNqtB0USERGpq6c1wNXgN6M9gKerwW+4ndvxNa7tDEksIhFBobhTUCjWzcEbjgT1bZJHfkpLsSQiItJT/ZgFYjK+nVHc/WTLNyki9R0AHBIUir/Hd6qYiW+iUE3ltTW+d/l2CevOJ/92jSIiIrnoxwB4Ar4NW9xcYJ34xJVWWslNmjSpw0USGXmWGLMary+7AviOewdmWXf0i/9efsmXn5szZUqWAeJkOJk5c+Yzzrl4OjIRkRGhHwNgSO4JaknTJ02axJ133tn5EomMMKd+dxq/vuZPmdc78oC9+cxhH+xAiaSbzKzjvchFRHqlHwPgudQmSQcYT3LNsIi0YIklsnUReNvqq3LiUR9l+y036VCJRERE8tGPAfAD+LRMcZPpUSo0kZHoxKMOYrd3bcGtd1f4x4OPMvup//LsvPm88uqrLLP00owdsyxrTFyZjdZfh+232JitNt0Qs9xyxYuIiHRMPwbA1wJfMbN3Oef+DGBmU/Dtf6/taclERpAllhjFVpu8g602eUeviyIiIpKrngbAZrYcPgE7+ET6y5vZ/uHza5xzL5nZw8AM59zhAM65v5rZdcBFZnYcPrn7mcCflQNYRERERBrpdQ3wKtSOcV19vjZ+tKIlgSViyxwInAtciM9lfBVwTMdKKSIiIiIjRk8DYOfcLHz2hnrLTEqYNg8/hOphnSiXiIiIiIxcPR0JTkRERESk2xQAi4iIiMhAUQAsIiIiIgNFAbCIiIiIDBQFwCIiIiIyUBQAi4iIiMhAUQAsIiIiIgNFAbCIiIiIDBQFwCIiIiIyUBQAi4iIiMhAUQAsIiIiIgNFAbCIiIiIDBQFwCIiIiIyUBQAi4iIiMhAUQAsIiIiIgNFAbCIiIiIDBQFwCIiIiIyUBQAi4iIiMhAUQAsIiIiIgNlyWYXNLONgZ2AjYFVAAfMAf4OzHDO3d2REoqIiIiI5KhuAGxmywJHAp8AJjdY9kHgh8CPnXMLcyuhiIiIiEiOUptAmNmhwEPAufjg1xrc1g+XfShcV0RERERk2KlXA3whvpmDAQuBm4DbgAeB58LpKwAbAFsC7waWBVYHfgJM61ShRURERERa1agN8O3A94DLnXML6i1oZm8B9gWOBqbkUjoRERERkZzVC4B3dc7d2OyGnHMvAj8DfmZmO7ddMhERERGRDkhtA5wl+M1zXRERERGRTlIeYBEREREZKE3nAQYwszHAR/AZH1bAd4SLcs65w3Mqm4iIiIhI7rIMhLE5cA2wUoNFFQCLiIiIyLCVpQb4HGDlBsu4NsoiIiIiItJxWQLgLRga/vg3wDPt7tzMNgSmAtsA8/D5g091zr3eYL0pwNeBzfHNMO4Cvuycu63dMomIiIjIyJYlAJ6PrwE+yjl3ebs7NrMJwPXAfcA+wLrA2fiOeSfVWW/NcL27gEPCyccDfzCzjZ1zj7dbNhEREREZubIEwL8BPgWskdO+j8KPHLefc24+8EczWx44xczOCqcl2QsYG643D8DMbsHXSO8J/DCn8omIiIjICJQlAD4RP8LbmWa2OnArvtnCYpxzNzW5vT2A62KB7iXAmcAOwJUp640GXgNejEx7MZwWz0ohIiIiIrKYLAHwa8CTwFbAF1OWcRm2ORlYbMAM59xsM3spnJcWAP8WOA0428zOCKd9FZiLr6UWEREREUmVJQA+C3g/Q5ke2q1tnUBCDTI+kJ2QtpJz7ikz2wm4CjgmnPxvYHfn3Jw2yyQiIiIiI1yWAPiA8N6ABcBzwBtt7j8pbZqlTPczzVYDLgVmAkeEkz8FXG1m2zrnZrdZJhEREREZwbIEwMuF9yc7507PYd9zgfEJ08eRXDNcdTy+3Ps75xYBmNmNwEPAcQzVCouIiIiI1BiVYdlq57Z7c9r3A/i2vm8KU5yNCeelmQxUqsEvgHPuVaCCT6UmIiIiIpIqSwD8WfwgGCeb2fo57PtaYHczGxuZdgCwEJhRZ73HgY3MbKnqBDNbGtgImJVDuURERERkBMsSAJfxKcg2A+43s2fN7NHY7ZEM2zsPeAX4nZntamYfB04BzommRjOzh83sgsh6PwFWBy4zs73MbG/gcmA14EcZ9i8iIiIiAyhLG+BJ+M5pDt9RbQKLt+Gt23ktzjk318x2Ab6HT3k2DzgXHwTHy7hEZL2ZZlYATgYuDif/HdjNOZdX8wwRERERGaGyBMBQm/qsrVRozrn7gJ0bLDMpYdoNwA3t7FtEREREBlOWAHinjpVCRERERKRLmg6AnXP1OqaJiIiIiPSFLJ3gRERERET6XqY2wGa2FX6gifWBFahtA+ycc8rFKyIiIiLDVtMBsJl9hKGsC4mLkCELhIiIiIhIL2SpAT6JNrM+iIiIiIj0WpYAeB18De9f8fl6n+lIiUREREREOihLAPwvfBB8unPuug6VR0RERESko7JkgfgevgnEHh0qi4iIiIhIx2XJA/wdM9sAODrMBvFX/PDF8eVOy694IiIiIiL5ypIFYi1gd3wt8JbhLYkCYBEREREZtrK0AZ4KrI3vCJeWDUJp0ERERERkWMsSAO+ID3BfAmYAzwJvdKBMIiIiIiIdkyUAfhkYAxzpnLukQ+UREREREemoLFkgfhveL92JgoiIiIiIdEOWGuAfADsBZ5vZ0vgsEM/HF3LOzc6pbCIiIiIiucsSAN/LUAe4H6Ys4zJuU0RERESkq1oJVquZHiw2LS0zhIiIiIjIsJE1AE4LchX8ioiIiEhfyDISXJYOcyIiIiIiw5KCWhEREREZKAqARURERGSgpAbAZjbdzHbNukEz293MZrRXLBERERGRzqjXBnh74Dozexj4JXA1cI9zblF0ITMbDWwG7AV8GFi3Q2UVEREREWlbvQD4MWBtYD3gK+HtVTObDTyLz/ywArAWMDqyngGPdKS0IiIiIiJtqtcGeDJwPPAMPqg1/DDI6wFbAVuGj5eKzH8G+DywYeeKLCIiIiLSutQA2Dm3yDl3NrAmcDC+CcTzDAW71dvzwFXAQcCazrlz480kRERERESGi4Z5gJ1zrwI/B35uZga8DVgZH/z+F5jtnHN1NiEiIiIiMmxkGgkuDHQfD28iIiIiIn1HeYBFREREZKAoABYRERGRgdLTANjMNjSzG8zsJTN7ysxOM7Mlmlx3PzO7w8wWmtmzZlY2szGdLrOIiIiI9LeeBcBmNgG4HnDAPsBp+BRqpzax7hHAL4BrgT2AI4CHyNimWUREREQGTy8DxqOAZYH9nHPzgT+a2fLAKWZ2VjithpmtBJwLHO2c+3Fk1mUdL7GIiIiI9L1eNoHYA7guFuhegg+Kd6iz3ofC+1KnCiYiIiIiI1cvA+DJwAPRCc652cBL4bw0WwH/BA43syfMbJGZ3WZm23auqCIiIiIyUmRqAhF2MvsIsD6wAn4wjCjnnDu8yc1NAOYlTJ8bzkszEdgAOAn4AvBseF82s7c7555ucv8iIiIiMoCaDoDNbHPgGmClBos2GwCD7wBXs6uU6VWjgLcAH3TOlcOy3YIfnOPTwFcy7F9EREREBkyWGuBz8UMg15NlSOS5wPiE6eNIrhmuei68n/7mTp2bb2YzgQ0z7F9EREREBlCWAHgKPsCdD/wS3/TgtTb2/QCxtr5mtiYwhljb4Jj7w3LEm18Y8EYb5RERERGRAZAlAF4ALA0c65y7KId9Xwscb2ZjnXMvhNMOABYCM+qsdxVwMrATvkkGZjYO2Bz4vxzKJSIiIiIjWJYsEFeF9y/ntO/zgFeA35nZrmb2ceAU4JxoajQze9jMLqg+d87dCfweuMDMima2F3AFsAj4fk5lExEREZERKksAfCLwJPB1M9us3R075+YCuwBLAFfiR4A7F1+7G7VkuEzUQcDlwDnApfjgd+dwmyIiIiIiqcy55H5rZvZowuRx+BRlDniBoQ5pVc45t26uJWzTlClT3J133tnrYoiI9BUzm+mcm9LrcoiIdEK9NsCTSM7qUO2AtjwwNjK9UfoyEREREZGea9QJLp5pIet8EREREZFhpV4AvFPXSiEiIiIi0iWpAbBzrl4qMhERERGRvtR0Fggze9TMHjGz/0mYt66Z/cjMzs+3eCIiIiIi+coyEMYkfCe3ZRLmTQSOCOd/ov1iiYiIiIh0RpY8wPWMy2k7IiIiIiIdVbcG2Mz2AfaJTf6Smf038nwU8O7w8aIcyyYiIiIikrtGTSA2BQ5lKL+vAXukLOuAB3MplYiIiIhIhzTbBthSHke9AXyjveKIiIiIiHRWowB4euTxyfha3mnA7Mj0N4BngRudcw/kWTgRERERkbzVDYDDXMAzAMzs5HDyBc65WzpdMBERERGRTsiSBm3t8P7fnSiIiIiIiEg3ZAmAqx3hJpqlNQNmgXPu2faKJCIiIiLSOVkC4FkMBcGpzOw54GLgK865BS2WS0RERESkI7IOhGFN3FYEjgX+YGZL5FdUEREREZH2ZQ2AHcm1wPFpBmwNfKyVQomIiIiIdEqWAHgF4G7gKWBvYDx+COT3hdPuBtbBjxz3VLjOgXkVVEREREQkD1naAH8d2Aw42Dl3TWT6VWY2Dt/u9wTn3FFmNhb4GfDO/IoqIiIiItK+LDXA+4X3LyfMWxje7xve3xrej2uhTCIiIiIiHZMlAF4+vD/dzDauTjSzADgltky1ZllZIERERERkWMnSBOJufMe2ycDdZrYQ3/ltuXC+A2aGjzcK75/Io5AiIiIiInnJUgN8IvBa+Njwge8YhtKfvQZ8KZx/ZHivIZNFREREZFhpOgB2zt0E7Ak8mjD7IWAP59zN4fNjgXfgg2YRERERkWEjSxMInHM3mNn6+GwQb8c3e3jIOXd3bLkH8yuiiIiIiEh+MgXAAM45B9wV3kRERERE+krmANjMdgPWxw+MYfH5zrnTciiXiIiIiEhHNB0Am9m6wOXAhg0WVQAsIiIiIsNWlhrg7wJBg2VcG2UREREREem4LAHwDvgA9zXgBuBZhtKiiYiIiIj0hSwBcDXYPc45NzWPnZvZhsBUYBtgHvAT4FTn3OtNrj8KuAP4H+C9zrmr8iiXiIiIiIxcWQbCmBHe/yuPHZvZBOB6fK3yPvi2w58HTs2wmSOAt+ZRHhEREREZDFlHgnsJ+JKZrZrDvo8ClgX2c8790Tl3Hj74/ZyZLd9o5TCAPgP4cg5lEREREZEBkaUJxPeA+cAU4HEzewB4LraMc87t0uT29gCuc87Nj0y7BDgT3974ygbrnw78Bd8eWURERESkKVkC4B3xzRUcsBTwzth8I1sWiMnAjdEJzrnZZvZSOC81ADazjYHDgE0y7E9EREREJFMTCPBBrsUeR6dlMQHf8S1ubjivnqnA951zD7ewXxEREREZYFlqgA/rwP6Taozr1iSb2YHABsB7O1AeERERERnhmg6AnXOlnPc9FxifMH0cyTXDmNlo4Fv4dsKjzGw8UO0wN8bMxjrnXsi5nCIiIiIygmRtAgGAmS1nZpua2bvb2PcD+La+0e2uCYwJ5yUZA6wBnIMPoOcC94bzLgHubqM8IiIiIjIAsjSBIKxx/TZwIDAacGY2DrgiXOSTzrkHm9zctcDxsVrbA4CFDOUcjnsR2Ck2bSLwS+BLxDrViYiIiIjENR0Am9kY4CYgINLpzTm3wMyWxo/mth/wzSY3eR5wDPA7MzsTWAc4BTgnmhrNzB4GZjjnDnfOvQZMj5VrUvjw786525p9PSIiIiIymLI0gTgO2IjkjA9Xh9N3b3Zjzrm5wC7AEviUZ6cC5wInxxZdMlxGRERERKRtWZpAfBCfnWEGflCMSyPzHgnvJ2XZuXPuPmDnBsvU3aZzbhatpWETERERkQGUJQBeJ7z/P+D52Lw54X0eQySLiIiIiHRMliYQr4f3SUHzmuH9ovaKIyIiIiLSWVkC4Gozh6OBZasTzWwsvjMbwEM5lUtEREREpCOyNIG4EtgY32Y3mv/338By+PbBV+ZXNBERERGR/GWpAT4HeBLf4Ww0Q8MVLxfeP4HPESwiIiIiMmw1HQCHact2Am7HB8HVG8AdwC7OuXjnOBERERGRYSXTSHDOuYeBrc0sADYMJ9/vnPtH7iUTEREREemATAFwlXOuAlSqz81sG2CLcN538ymaiIiIiEj+srQBrud9+Pa/5+a0PRERERGRjsgrABYRERER6QsKgEVERERkoCgAFhEREZGBogBYRERERAZK3SwQZvbVJrezXQ5lERERERHpuEZp0E5haMQ3EREREZG+12weYGswX0GyiIiIiPSFRgHwbBTcioiIiMgIUjcAds5N6lI5RERERES6QlkgRERERGSgKAAWERERkYGiAFhEREREBooCYBEREREZKAqARURERGSgKAAWERERkYGiAFhEREREBooCYBEREREZKKkDYZjZjS1szznndmmjPCIiIiIiHVVvJLgdyTYMsmVcXkRERESk6+oOhYwPakVERERERox6AfBhXSuFiIiIiEiXpAbAzrlSNwsiIiIiItINPc0CYWYbmtkNZvaSmT1lZqeZ2RIN1tnCzH5qZg+H6/3TzE42s2W6VW4RERER6V/1skBc2ML2nHPu8GYWNLMJwPXAfcA+wLrA2fig/KQ6qx4QLnsm8BCwMXB6eP+BFsosIiIiIgOkXhvgQ2ktq0NTATBwFLAssJ9zbj7wRzNbHjjFzM4KpyU50zk3J/J8upm9DJxvZms55x5vocwiIiIiMiAaNYGwjLcs9gCuiwW6l+CD4h3SVooFv1V3h/erZCyDiIiIiAyYejXAp3Z435OBxQbbcM7NNrOXwnlXZtjWtsAbwD/zK56IiIiIjET1skB0OgCeAMxLmD43nNcUM5sIfBm4uE6zCRERERERoMdZIEhuY9z0iHJmthTwa+BF4LM5lktERERERqh6WSC+Gj680Dn3ROR5Xc6505rc91xgfML0cSTXDMfLZ8BFQABs55yb2+R+RURERGSA1WsDfAq+JvZ64InI80aaDYAfwLf1fZOZrQmMCec1ci4+fdpuzrlmlhcRERERydwEIs8sENcCu5vZ2Mi0A4CFwIy6hTA7ETgaOMg59+eM+xURERGRAVavBvgifI3v07HneTkPOAb4nZmdCayDr2U+J9qZzcweBmZUB9gws48AXwemAU+a2daRbT6SkiZNRERERASonwXi0HrP2+Wcm2tmuwDfw6c8m4dv1nBKQhmjwyO/J7w/NLxFHYYPjEVEREREEtWrAa7LzFYCcM490+o2nHP3ATs3WGZS7Pmh1Aa+IiIiIiJNydQG2MxWMrPzzexZfNOIp83suXDayp0pooiIiIhIfpoOgM1sDWAmcAR+oIpqx7fx4bQ7wywOIiIiIiLDVpYa4G8BaQGuAWsAZ7ZdIhERERGRDsoSAO+OzwKxADgO2Dq8HQfMxwfBhbwLKCIiIiKSpyyd4EaH9yc4534QmX67mb0CTI0sIyIiIiIyLGWpAb49vH8sYV512sz2iiMiIiIi0llZAuATgVeBI83szZpjM1sC3wluEfDVfIsnIiIiIpKv1CYQZnZhwuRHgH2Ax8zstnDalsBbw3lF4Ka8CykiIiIikpd6bYAPJX3o47cC7w8fW7jcesC6wOF5FU5EREREJG+NOsFZk/PqLSciIiIiMmzUC4BP7VopRERERES6JDUAds4pABYRERGRESdLFggRERERkb6nAFhEREREBooCYBEREREZKAqARURERGSgKAAWERERkYGiAFhEREREBooCYBEREREZKAqARURERGSgKAAWERERkYGiAFhEREREBooCYBEREREZKAqARURERGSgKAAWERERkYGiAFhEREREBooCYBEREREZKAqARURERGSgKAAWERERkYGiAFhEREREBkpPA2Az29DMbjCzl8zsKTM7zcyWaGK9cWb2UzOba2bPm9nPzWzFbpRZRERERPrbkr3asZlNAK4H7gP2AdYFzsYH5Sc1WP1XwAbAEcAbwJnA5cC7O1RcERERERkhehYAA0cBywL7OefmA380s+WBU8zsrHBaDTPbBtgd2ME5d1M47UngNjPb1Tl3fZfKLyIiIiJ9qJdNIPYArosFupfgg+IdGqz3dDX4BXDO3Q48Fs4TEREREUnVywB4MvBAdIJzbjbwUjiv6fVC9zdYT0RERESkp00gJgDzEqbPDee1st468YkzZ858xsweb6F8IiKDbK1eF0BEpFN6GQADuIRpljK9pfWccyu3UC4RERERGaF62QRiLjA+Yfo4kmt4G603vsF6IiIiIiI9DYAfINZm18zWBMaQ3MY3db1QWttgEREREZE39TIAvhbY3czGRqYdACwEZjRYb6KZvas6wcym4Nv/XtuJgoqIiIjIyNHLAPg84BXgd2a2q5l9HDgFOCeaGs3MHjazC6rPnXN/Ba4DLjKzY8zsXuB24FVg+0EdSa6VUfXMbIvwODwcrvdPMzvZzJbpVrnz1urogpH1R5nZTDNzZrZ3J8vaae0cCzPbz8zuMLOFZvasmZXNbEyny9wpbYw6OcXM/hAeg+fM7Hoz26obZe4UM1vPzM43s3vN7HUzm97keiPuuikig6tnneCcc3PNbBfge8CV+Pa75+KD4KglgfgX1YHA94Fv40eCmw5cDZzGAI4k18aoegeEy54JPARsDJwe3n+gg0XuiDZHF6w6AnhrRwrYRe0cCzM7Av+5PAs4Hp95ZWd632m2Ja0ei7BJ1vXAXcAh4eTjgT+Y2cbOuX7NLhMAewK3AktlWG9EXTdFZMA55/ryBpyI7xC3fGTaF/B5hJevs942+GwR20embRlO27XXr6vLx2LlhGkfD4/FWr1+Xd06DpFlJwBzgMPDY7B3r19TD86JlYAXgCN7/RqGwbE4CngdGB87R14HPtnr19XG8RgVeXwpML2JdUbcdVM33XQb7Fsvm0C0SyPJDWnpWDjn5iRMvju8XyW/4nVNq+dE1enAX4AbOlC2bmv1WHwovC91qmA90OqxGA28BrwYmfZiOM3yLmS3OOfeaGG1kXjdFJEB1s8BsEaSG9LqsUiyLf7vzX/mU7Suavk4mNnGwGHAcR0rXXe1eiy2wr/3h5vZE2a2yMxuM7NtO1fUjmv1WPw2XOZsM1vFzFbBN9OaC/ymQ2UdrkbidVNEBlg/B8CdGEmu3nrDWS6vycwmAl8GLo7VlvWLdo7DVOD7zrmH8y5Uj7R6LCbi23meBHwReC+wACib2ao5l7FbWjoWzrmngJ3w7eGfDm/7Abun/Hsyko3E66aIDLB+DoChCyPJ9ZG2XpOZLQX8Gv8X72dzLFe3ZT4OZnYgPuj7WqcK1SOtnBOjgLcAhzvnfu6cKwP74tu9fjr3EnZPK+fFavg2sjPxf/PvET6+2sze1olCDnMj8bopIgOqnwNgjSQ3pNVjAYCZGXARYe9w59zcPAvXRZmPg5mNBr6F79E+yszGA8uHs8fE8lT3k1bPiefC++nVCeG/ATOBDfMpWte1eiyOx2e+2N85Vw5/DHwA/2NgpDSVadZIvG6KyADr5wBYI8kNafVYVJ2LTw+1j3OuX48BtHYcxgBrAOfgv+TnAveG8y5hqFNgv2n1nLgfX6MX7+Rl+Lbh/ajVYzEZqDjnFlUnOOdeBSr4VGqDZCReN0VkgPVzAKyR5Ia0eiwwsxOBo4GDnHN/7lwRu6KV4/Aivp1n9PbhcN6XgI92pqgd1+o5cRU+2N2pOsHMxgGbM/TDoN+0eiweBzYKmwcBYGZLAxsBszpQzuFsJF43RWSQ9ToPW6s3fMeLfwN/BHbF5699EfhabLmHgQti08rAo/gOLfvie73f3OvX1O1jAXwEX9v3U2Dr2K0mR/Bwv7VzTsTmT6L/8wC38/m4PFy3COyFDxLnABN6/bq6eSzwQf8i/CA7ewF744O9RcAmvX5dbRyP5YD9w9tf8TXa1efL1TkvRtR1UzfddBvsW1+O7AS5jCR3LnAhvhb8KuCYDha3o9o4Fu8J7w8Nb1GHAdNyLWiHtXlOjChtHouD8O2iz8EHS38BdnZ92ja81WPhnJtpZgXgZODicPLfgd2cc/1aGw4+x3c8jVv1+dr42u0Rf90UkcFmzqkDr4iIiIgMjn5uAywiIiIikpkCYBEREREZKAqARURERGSgKAAWERERkYGiAFhEREREBooCYGmZmS1nZt8ws4fN7BUzc2bmwnnTqs/N7JTIOqdEpk/rULl2jOxjVif20W1mNj3ymg7NaZtHRLa5cx7b7CQzuzks68PRwSlERESy6ts8wDIsfBM/ipy0KfojAfi2c25eh/c3BjgtfHqrc+7GTu4vJ2fgB6JYF/gUPietiIhIZgqApR3vjzz+GvAH/Ahq9VwIXB8+froThepTJ0ceT8MP1tBJnwBWCx9/r8P7yoVzrmxmj+AD4BPN7PvOuVd7XS4REek/CoClHW+NPL7QOfdYoxWcc7OB2Z0rkjRiZgYcFT59Cfh9D4uT1S+Bk4CV8UPyXtLb4oiISD9SG2DJrNq+F7DI5EfD9pnTG6yb2AbYzA6NTJ9uZhuZ2ZVm9ryZvWBmV5tZkFP532Nmvzez/5jZq2Y2x8yuMLN3Jyw7K1KuXczsODN7MGzz/JiZfS5hneXM7P/M7CkzW2hmd5jZe5Nee+RYRj3WqL2vmX3UzO42s5fD/XzDzJod3nlz4O3h45uccy/Gtr1YOc1sTzObGb6WR8zs0+Fybw+P23wzm2dml5jZyrFtRdsuH2ZmnzezR8Nt3R4OUYyZFczstnD6k2b29ZTXc3Xk8YFNvl4REZHFqAZYhqN1gVuAsZFpewLbmdk2zrn7W92wmX0T+GJs8krAe4G9zOxTzrnzUlb/IUOBI8Ak4Gwze8o5d0m4/VH4GtVdI8tNCafd22q5Yz4HvDPyfDXgBOB5fLvsRnaIPL6twbLvAg5m6MfyOsBUM1sDOBJYIbLsAcB4oJCyrROA9SPPtwCuNbPT8O2Rqz+oVgdOBOZT+3ruBl4FlgK2N7NRzrk3GrwGERGRxagGWFpxBhCvLf1gOC2PTnFrAH/DtzE+jKG2wuOA77a6UTPbg6HgdyHwBWA34PPAK/jPw1QzWz95C6wDnArsDcyITD828vijDAW/DvgWPnj/CbBpwjbrHct3A9ckrPNOYCqwF3BpSjnqiQbPDzVYdl3gN+G+fhuZ/kXgBXzQG33PdzezDVK2tR7++O0FVH/EjAZOB27E/wj5cWT5mtfjnHuFoSY0E4A1G5RfRESkhmqAJTPn3EPAQ74p6ZvudM7NymkXC4F9nXPPAJjZCwwFeruY2YrOuWdb2O7hkceXAn8NH98O3IAPVJfEB90nJqx/nnPulLBMzwC3htOjAfOHIo+vdM59IXx8rZlthq8NflOLx/Jq59wxYTlmAvuH0yea2Vjn3At11gXffraq0XF8CjjIOfeamc0BPhCZ90nn3LVhOY4Cqk1U1gf+mbCtSyPHLwDOCqe/DHzIOfecmd2Kr1mu93qeizxeBXi8wWsQERFZjAJgGY4eqAa/oT9HHhu+VrKVAHjDyOODw1uStLbG0VRh0f1HmwFEm0j8Jbb+n4kFwC1KK0e1LI0CYEt5nOR259xrKfv6a+Rx9P1agWS3RB5Ht/VP59xzAM65Z2I/BpJeT3SBRllHREREaqgJhEitsSnTozWPr6Us41Ie5+nNckSC06pGAS3AfyOP04LVqucjjxdra1snV3FaGdK2lbadtG1FyzynzroiIiKJFADLcDTZzFaMPN8u8tgBj7S43WjnuW845yx+w7dJ3bPF7cPibWq3js17V531osFypz+Xf488TmuvOyyZ2TLA28KnzwP/6mFxRESkT6kJhAxHywKXmdnZ+KwC34jMu7HF9r8AF+BzxwIcH6bZmoGvjXwbvnnC+/Gd0Ka3uI9f4ztzAexrZmfgmz68n/rNH57FZ6MAOMrMrgrLdXsHBnuYHnm8Zc7b7rTN8D9SAG5WBggREWmFAmAZjmYBGwGXx6bPp/lMBzWcc9eY2Vn47A9LhvdfqL9WZr8AivhMEKOAL1V3j89ssXHKen8EPhw+Pj68gc9y8ETOZbwLeBDfWW17M3tLPBfwMLZX5PEve1YKERHpa2oCIcPR48A2wBX4oHcBUAbe5ZyrtLNh59wXgfcAlwH/BhYBc4H7gIvwGRVuTd1A4+2/AewDnAP8B59e7S58zXO089qC2KrHAr/Ct+/taMcu55wDzg+fLsviQ1oPd9XBL+aweAo4ERGRppn/LhTprXDEs5+GT2c453bsXWnaY2bmYh+scPjhO/CjsAF8xjn3na4Xbqg8Y/DtlVcDbnPOxdsrDztmtidDI8F9zjl3bi/LIyIi/Us1wCL5m2pmXzGzbc1sDTObAkxjKPhdiB9comeccwuAr4RPt6oOSTzMVXMzPwp8v5cFERGR/qY2wCL5Wwn4FH5437hFwJHOuae6W6RazrkL8B0D+4JzLj5inoiISEsUAIvk7zJ8rtoAHwy/jk/XNQP4rnPuHz0sm4iIyMBTG2ARERERGShqAywiIiIiA0UBsIiIiIgMFAXAIiIiIjJQFACLiIiIyEBRACwiIiIiA0UBsIiIiIgMlP8HUsIsX+PcrHwAAAAASUVORK5CYII=\n" - }, - "metadata": { - "needs_background": "light" - } + "output_type": "execute_result" } ], "source": [ "# Add title and subtitle -----------------------------------------\n", "# Title\n", - "plt.suptitle(\n", + "fig.suptitle(\n", " \"Palmer Penguins Data Visualization\",\n", " x = 0.122,\n", " y = 0.975,\n", @@ -381,14 +481,17 @@ "ax.spines[\"bottom\"].set_linewidth(2)\n", "\n", "# Customize labels and ticks\n", - "plt.tick_params(length=0)\n", - "plt.yticks(fontname=\"Lobster Two\", fontsize=15)\n", - "plt.ylabel(\"bill Length (mm)\", fontname=\"Lobster Two\", fontsize=18, fontweight=\"bold\")\n", + "ax.tick_params(length=0)\n", + "\n", + "ax.set_yticks(YTICKS)\n", + "ax.set_yticklabels(YTICKS, fontname=\"Lobster Two\", size=15)\n", + "ax.set_ylabel(\"bill Length (mm)\", fontname=\"Lobster Two\", size=18, weight=\"bold\")\n", "\n", - "plt.xticks(fontname=\"Lobster Two\", fontsize=15)\n", - "plt.xlabel(\"flip length (mm)\", fontname=\"Lobster Two\", fontsize=18, fontweight=\"bold\")\n", + "ax.set_xticks(XTICKS)\n", + "ax.set_xticklabels(XTICKS, fontname=\"Lobster Two\", size=15)\n", + "ax.set_xlabel(\"flip length (mm)\", fontname=\"Lobster Two\", size=18, weight=\"bold\")\n", "\n", - "\n" + "fig" ] } ], @@ -396,9 +499,13 @@ "chartType": "scatter", "description": "A custom scatterplot with auto-positioned labels to explore the palmerpenguins dataset made with Python and Matplotlib. This blogpost guides you through a highly customized scatterplot that includes a variety of custom colors, markers, and fonts. The library adjustText is used to automatically adjust the position of labels in the plots.", "family": "correlation", + "interpreter": { + "hash": "dca0ade3e726a953b501b15e8e990130d2b7799f14cfd9f4271676035ebe5511" + }, "kernelspec": { - "name": "python3", - "display_name": "Python 3.8.6 64-bit ('base': conda)" + "display_name": "plots", + "language": "python", + "name": "plots" }, "keywords": "python, chart, plot, matplotlib, scatterplot, annotations, repel, custom", "language_info": { @@ -411,14 +518,11 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.6" + "version": "3.9.5" }, "seoDescription": "This post explains how to build a highly customized scatterplot with repealed annotations in Matplotlib to explore the palmerpenguins dataset. Step by step code snippets with explanations are provided.", "slug": "web-text-repel-with-matplotlib", - "title": "Scatterplot with labels and text repel in Matplotlib", - "interpreter": { - "hash": "dca0ade3e726a953b501b15e8e990130d2b7799f14cfd9f4271676035ebe5511" - } + "title": "Scatterplot with labels and text repel in Matplotlib" }, "nbformat": 4, "nbformat_minor": 5