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Advent of Code 2023 Day 21
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"metadata": { | |
"colab": { | |
"provenance": [], | |
"authorship_tag": "ABX9TyP6UxBHC8x9qjBnKIFl7qZp", | |
"include_colab_link": true | |
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"name": "python3", | |
"display_name": "Python 3" | |
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"language_info": { | |
"name": "python" | |
} | |
}, | |
"cells": [ | |
{ | |
"cell_type": "markdown", | |
"metadata": { | |
"id": "view-in-github", | |
"colab_type": "text" | |
}, | |
"source": [ | |
"<a href=\"https://colab.research.google.com/gist/abahgat/990f7635b384acd5729479adae81807c/2023day21.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"source": [ | |
"# Day 21: Step Counter" | |
], | |
"metadata": { | |
"id": "ON-AwwFhcGJm" | |
} | |
}, | |
{ | |
"cell_type": "markdown", | |
"source": [ | |
"## Input & Sample" | |
], | |
"metadata": { | |
"id": "r-USj-XPcEVn" | |
} | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 1, | |
"metadata": { | |
"id": "it6mcJlTcBbG" | |
}, | |
"outputs": [], | |
"source": [ | |
"sample = \"\"\"...........\n", | |
".....###.#.\n", | |
".###.##..#.\n", | |
"..#.#...#..\n", | |
"....#.#....\n", | |
".##..S####.\n", | |
".##..#...#.\n", | |
".......##..\n", | |
".##.#.####.\n", | |
".##..##.##.\n", | |
"...........\"\"\"" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"inputstr = \"\"\"...................................................................................................................................\n", | |
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".....#...#..............#..#....#..#..............................#..........................#.###..............#...##.....##......\n", | |
".#...#..#.......#.#...............#....#.....#..#....#..............#...................................................#.#.#......\n", | |
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"...#.#.....#....#.................#..#................#........#..................#......#............#....#...........#..#........\n", | |
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"...................................................................................................................................\"\"\"" | |
], | |
"metadata": { | |
"id": "n5dsGczhcTyj" | |
}, | |
"execution_count": 2, | |
"outputs": [] | |
}, | |
{ | |
"cell_type": "markdown", | |
"source": [ | |
"### Parsing" | |
], | |
"metadata": { | |
"id": "1lrtZqH2dA4E" | |
} | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"from collections import defaultdict\n", | |
"from dataclasses import dataclass\n", | |
"from typing import Dict\n", | |
"\n", | |
"Tile = tuple[int, int]\n", | |
"\n", | |
"@dataclass\n", | |
"class Grid:\n", | |
" garden_tiles: Dict[Tile, bool] # True if garden or start, key is c, r (x, y)\n", | |
" height: int\n", | |
" width: int\n", | |
" start: Tile\n", | |
"\n", | |
" def is_garden(self, tile: Tile) -> bool:\n", | |
" return self.garden_tiles[tile]\n", | |
"\n", | |
"def parse(s: str) -> Grid:\n", | |
" tiles = defaultdict(bool)\n", | |
" start = None\n", | |
" for (ri, r) in enumerate(s.splitlines()):\n", | |
" for (ci, c) in enumerate(r):\n", | |
" tiles[(ci, ri)] = c != '#' # garden or start\n", | |
" if c == 'S':\n", | |
" start = (ci, ri)\n", | |
" return Grid(tiles, ci + 1, ri + 1, start)\n", | |
"\n", | |
"parse(sample)" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "kUx3UqyJdCwu", | |
"outputId": "c4cb0d2b-03e4-4975-a880-53c71af49f06" | |
}, | |
"execution_count": 3, | |
"outputs": [ | |
{ | |
"output_type": "execute_result", | |
"data": { | |
"text/plain": [ | |
"Grid(garden_tiles=defaultdict(<class 'bool'>, {(0, 0): True, (1, 0): True, (2, 0): True, (3, 0): True, (4, 0): True, (5, 0): True, (6, 0): True, (7, 0): True, (8, 0): True, (9, 0): True, (10, 0): True, (0, 1): True, (1, 1): True, (2, 1): True, (3, 1): True, (4, 1): True, (5, 1): False, (6, 1): False, (7, 1): False, (8, 1): True, (9, 1): False, (10, 1): True, (0, 2): True, (1, 2): False, (2, 2): False, (3, 2): False, (4, 2): True, (5, 2): False, (6, 2): False, (7, 2): True, (8, 2): True, (9, 2): False, (10, 2): True, (0, 3): True, (1, 3): True, (2, 3): False, (3, 3): True, (4, 3): False, (5, 3): True, (6, 3): True, (7, 3): True, (8, 3): False, (9, 3): True, (10, 3): True, (0, 4): True, (1, 4): True, (2, 4): True, (3, 4): True, (4, 4): False, (5, 4): True, (6, 4): False, (7, 4): True, (8, 4): True, (9, 4): True, (10, 4): True, (0, 5): True, (1, 5): False, (2, 5): False, (3, 5): True, (4, 5): True, (5, 5): True, (6, 5): False, (7, 5): False, (8, 5): False, (9, 5): False, (10, 5): True, (0, 6): True, (1, 6): False, (2, 6): False, (3, 6): True, (4, 6): True, (5, 6): False, (6, 6): True, (7, 6): True, (8, 6): True, (9, 6): False, (10, 6): True, (0, 7): True, (1, 7): True, (2, 7): True, (3, 7): True, (4, 7): True, (5, 7): True, (6, 7): True, (7, 7): False, (8, 7): False, (9, 7): True, (10, 7): True, (0, 8): True, (1, 8): False, (2, 8): False, (3, 8): True, (4, 8): False, (5, 8): True, (6, 8): False, (7, 8): False, (8, 8): False, (9, 8): False, (10, 8): True, (0, 9): True, (1, 9): False, (2, 9): False, (3, 9): True, (4, 9): True, (5, 9): False, (6, 9): False, (7, 9): True, (8, 9): False, (9, 9): False, (10, 9): True, (0, 10): True, (1, 10): True, (2, 10): True, (3, 10): True, (4, 10): True, (5, 10): True, (6, 10): True, (7, 10): True, (8, 10): True, (9, 10): True, (10, 10): True}), height=11, width=11, start=(5, 5))" | |
] | |
}, | |
"metadata": {}, | |
"execution_count": 3 | |
} | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"source": [ | |
"## Part 1" | |
], | |
"metadata": { | |
"id": "O4-eFhiccVn1" | |
} | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"from typing import List\n", | |
"\n", | |
"Direction = tuple[int, int]\n", | |
"\n", | |
"U: Direction = (0, 1)\n", | |
"D: Direction = (0, -1)\n", | |
"R: Direction = (1, 0)\n", | |
"L: Direction = (-1, 0)\n", | |
"DIRECTIONS: List[Direction] = [U, D, L, R]\n", | |
"\n", | |
"def neighbour_coords(tile: Tile, offset: Direction) -> Tile:\n", | |
" return (tile[0] + offset[0], tile[1] + offset[1])\n", | |
"\n", | |
"def garden_neighbours(tile: Tile, grid: Grid) -> List[Tile]:\n", | |
" return filter(lambda t: grid.is_garden(t), (neighbour_coords(tile, d) for d in DIRECTIONS))\n", | |
"\n", | |
"def tile_distances(grid: Grid, steps: int) -> Dict[Tile, int]:\n", | |
" min_distance: Dict[Tile, int] = {grid.start: 0}\n", | |
" distance = 0\n", | |
" frontier = [grid.start]\n", | |
" while frontier and distance <= steps:\n", | |
" new_frontier = []\n", | |
" for t in frontier:\n", | |
" for n in garden_neighbours(t, grid):\n", | |
" if not n in min_distance:\n", | |
" min_distance[n] = distance + 1\n", | |
" new_frontier.append(n)\n", | |
" frontier = new_frontier\n", | |
" distance += 1\n", | |
" return min_distance\n", | |
"\n", | |
"def reachable_tiles(grid: Grid, steps: int) -> List[Tile]:\n", | |
" min_distance = tile_distances(grid, steps)\n", | |
" admissible_steps = [i for i in range(steps % 2, steps + 1, 2)]\n", | |
" end_tiles = []\n", | |
" for k, v in min_distance.items():\n", | |
" if v in admissible_steps:\n", | |
" end_tiles.append(k)\n", | |
" return end_tiles\n", | |
"\n", | |
"len(reachable_tiles(parse(sample), 6))" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "s10OisDmcXJ0", | |
"outputId": "93a2f311-c960-4bd9-96f5-55b96fa27375" | |
}, | |
"execution_count": 4, | |
"outputs": [ | |
{ | |
"output_type": "execute_result", | |
"data": { | |
"text/plain": [ | |
"16" | |
] | |
}, | |
"metadata": {}, | |
"execution_count": 4 | |
} | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"len(reachable_tiles(parse(inputstr), 64))" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "Xagng8V8c_XS", | |
"outputId": "3fb42b31-ff8c-4d2d-c3be-bbfc21e940f2" | |
}, | |
"execution_count": 5, | |
"outputs": [ | |
{ | |
"output_type": "execute_result", | |
"data": { | |
"text/plain": [ | |
"3776" | |
] | |
}, | |
"metadata": {}, | |
"execution_count": 5 | |
} | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"source": [ | |
"## Part 2\n", | |
"\n", | |
"Making the grid infinitely expandable and asking a large number of steps greatly increases the state space.\n", | |
"\n", | |
"Is there some regularity in the pattern of new nodes becoming reachable for every new tile?\n", | |
"\n", | |
"Could compute ratio between new nodes vs old and detect regularities." | |
], | |
"metadata": { | |
"id": "P6g7fxoQbYbE" | |
} | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"class PaddedGrid(Grid):\n", | |
" def is_garden(self, tile: Tile) -> bool:\n", | |
" reframed_tile = (tile[0] % self.width, tile[1] % self.height)\n", | |
" return self.garden_tiles[reframed_tile]\n", | |
"\n", | |
" def __init__(self, base: Grid):\n", | |
" super().__init__(base.garden_tiles, base.height, base.width, base.start)\n", | |
"\n", | |
"padded = PaddedGrid(parse(sample))\n", | |
"for y in range(-padded.width, 2 * padded.width):\n", | |
" for x in range(-padded.height, 2 * padded.height):\n", | |
" print('.' if padded.is_garden((x, y)) else '#', end=\"\")\n", | |
" print()\n", | |
"\n", | |
"test_steps = [6, 10, 50, 100, 500, 1000, 5000]\n", | |
"for i in test_steps[:-1]: # skip last too slow\n", | |
" print(i, \"steps\", len(reachable_tiles(padded, i)), \"tiles\")" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "cQCbBEEQe35e", | |
"outputId": "92523e57-f42e-46b6-c407-43de6c86231c" | |
}, | |
"execution_count": 6, | |
"outputs": [ | |
{ | |
"output_type": "stream", | |
"name": "stdout", | |
"text": [ | |
".................................\n", | |
".....###.#......###.#......###.#.\n", | |
".###.##..#..###.##..#..###.##..#.\n", | |
"..#.#...#....#.#...#....#.#...#..\n", | |
"....#.#........#.#........#.#....\n", | |
".##...####..##...####..##...####.\n", | |
".##..#...#..##..#...#..##..#...#.\n", | |
".......##.........##.........##..\n", | |
".##.#.####..##.#.####..##.#.####.\n", | |
".##..##.##..##..##.##..##..##.##.\n", | |
".................................\n", | |
".................................\n", | |
".....###.#......###.#......###.#.\n", | |
".###.##..#..###.##..#..###.##..#.\n", | |
"..#.#...#....#.#...#....#.#...#..\n", | |
"....#.#........#.#........#.#....\n", | |
".##...####..##...####..##...####.\n", | |
".##..#...#..##..#...#..##..#...#.\n", | |
".......##.........##.........##..\n", | |
".##.#.####..##.#.####..##.#.####.\n", | |
".##..##.##..##..##.##..##..##.##.\n", | |
".................................\n", | |
".................................\n", | |
".....###.#......###.#......###.#.\n", | |
".###.##..#..###.##..#..###.##..#.\n", | |
"..#.#...#....#.#...#....#.#...#..\n", | |
"....#.#........#.#........#.#....\n", | |
".##...####..##...####..##...####.\n", | |
".##..#...#..##..#...#..##..#...#.\n", | |
".......##.........##.........##..\n", | |
".##.#.####..##.#.####..##.#.####.\n", | |
".##..##.##..##..##.##..##..##.##.\n", | |
".................................\n", | |
"6 steps 16 tiles\n", | |
"10 steps 50 tiles\n", | |
"50 steps 1594 tiles\n", | |
"100 steps 6536 tiles\n", | |
"500 steps 167004 tiles\n", | |
"1000 steps 668697 tiles\n" | |
] | |
} | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"def reachable_tiles_ratios(grid: Grid, steps: int) -> List[Tile]:\n", | |
" min_distance: Dict[Tile, int] = {grid.start: 0}\n", | |
" distance = 0\n", | |
" frontier = [grid.start]\n", | |
" while frontier and distance <= steps:\n", | |
" new_frontier = []\n", | |
" for t in frontier:\n", | |
" for n in garden_neighbours(t, grid):\n", | |
" if not n in min_distance:\n", | |
" min_distance[n] = distance + 1\n", | |
" new_frontier.append(n)\n", | |
" print('ratio', len(new_frontier) / len(frontier))\n", | |
" frontier = new_frontier\n", | |
" distance += 1\n", | |
"\n", | |
" admissible_steps = [i for i in range(steps % 2, steps + 1, 2)]\n", | |
" end_tiles = []\n", | |
" for k, v in min_distance.items():\n", | |
" if v in admissible_steps:\n", | |
" end_tiles.append(k)\n", | |
" return end_tiles\n", | |
"\n", | |
"len(reachable_tiles_ratios(padded, 100))" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "-oDpmemAlXVd", | |
"outputId": "c109aa18-d200-45e7-fb86-1ffd4b1ad9d2" | |
}, | |
"execution_count": 7, | |
"outputs": [ | |
{ | |
"output_type": "stream", | |
"name": "stdout", | |
"text": [ | |
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] | |
}, | |
{ | |
"output_type": "execute_result", | |
"data": { | |
"text/plain": [ | |
"6536" | |
] | |
}, | |
"metadata": {}, | |
"execution_count": 7 | |
} | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"source": [ | |
"There seems to be some regularity, with 11-item long patterns. 11 is also the width of the input pattern?" | |
], | |
"metadata": { | |
"id": "9vLBDNlSmmet" | |
} | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"import matplotlib.pyplot as plt\n", | |
"input_grid = parse(inputstr)\n", | |
"padded_input = PaddedGrid(input_grid)\n", | |
"pixels = list()\n", | |
"for y in range(0, padded_input.width):\n", | |
" row = []\n", | |
" for x in range(0, padded_input.height):\n", | |
" row.append(1 if padded_input.is_garden((x, y)) else 0)\n", | |
" pixels.append(row)\n", | |
"image = plt.imshow(pixels)\n", | |
"plt.show(image)\n" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/", | |
"height": 434 | |
}, | |
"id": "TFc0i50euSXn", | |
"outputId": "29397142-b967-4cc9-bcea-eea43cb2d2a5" | |
}, | |
"execution_count": 8, | |
"outputs": [ | |
{ | |
"output_type": "display_data", | |
"data": { | |
"text/plain": [ | |
"<Figure size 640x480 with 1 Axes>" | |
], | |
"image/png": 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\n" | |
}, | |
"metadata": {} | |
} | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"pixels = list()\n", | |
"for y in range(-padded_input.width, 4 * padded_input.width):\n", | |
" row = []\n", | |
" for x in range(-padded_input.height, 4 * padded_input.height):\n", | |
" row.append(1 if padded_input.is_garden((x, y)) else 0)\n", | |
" pixels.append(row)\n", | |
"image = plt.imshow(pixels)\n", | |
"plt.show(image)\n" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/", | |
"height": 435 | |
}, | |
"id": "5aOF6agcwBoT", | |
"outputId": "75e3f020-70b6-4a22-8826-3cef4c8558fa" | |
}, | |
"execution_count": 9, | |
"outputs": [ | |
{ | |
"output_type": "display_data", | |
"data": { | |
"text/plain": [ | |
"<Figure size 640x480 with 1 Axes>" | |
], | |
"image/png": 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8mTxuk1hR3pU/he6jkdpEh9P383XrpV5nvArJSofNs3mq5z7a++TQU2/hmN2HN3OS2ZW4iSGpI3ghZgc99RZKZQc2t4pmGuMf3vO3OmN3sPhmHyY2OEm+M5Bv8nqgE10Y1A6Gh1ykryGTPdZmfLByDAkDrhGos1Lj1P28QepRrsuscFI4KZwUTvWG09ehO+tvWKT/X9pjVeMviPQ3ZHHmZFOGpI5gi1VPoGhgqMHO3OI2TL/RjS6huay70g6Ly/PillW15sGD03h424w/rH9c5iCWlXUnSl/OXmssAJPjT2Fxe744sp1mnswZxcAOlzlXHcX+mkTMbic/lHZFI3g2IHckbuaSLQqz28n7N/vyp5xxANxwmel3ebS3nl+vA6c7LUzN7en9PUhw8JewXfTWO0i3RfBVs+Vsb76FdU12MdW/iMYaE6eq49B3LOer+HV8E30Ih6xmVn4SzxZ0ZqdVo3BSOCmcFE71itOLBZ3+8Plu6Z4epF44M5F9tSEIgFvrpsquZ6BPDeBZK50adJQPIg8wNug0/Zum4yM6AXguMJOYhqV0bZf+h/ULKje1koZBxitsvNkOgJmBaXxe1B+A/7oxkvdj1uNyC/wQt5cFYSlYZDeCSmZN0/VIbhmnW2JOUBYrqlsyJuAsq5t4Qvl/WZFEVa0n0OTfC4dR63Z479tY7cMnjfYCnlAlg47M4q/5I6iSbcwPvch/3RgFwJ+L2/FSUXv21Ip8GXWEc51/wF/QI7llfmqylfciD7Mg/BBPn3xI4aRwUjgpnOoVp9cj7pzk9re6p5f7Tl0OQ2dSc8YWRUNNBQfNzelivMZwg42+l8awJGEZjTUmEo88zKC4q3wcecpbxzWnmcaa33eMu+Y0M2jTC3Rql0lGWQj9G6V741f9kcZkDOG7xus5bAvktCUeUSXzSvBVCl1mfAU15bKLXZYmTPUvIt1p4ZnM+/mh2Sq+qWrFnKCs2+q7tTSwuaIdnzY8cVsb3ywawrsNd3vXwucWt2Gw3yVv3hjwfPk43YLCSeGkcFI41RtOd7sndU/PpMYemMHDKVOwubXMOvsgo/zOccXWEIANLVYy85rHBDMysIoEQxFDrw73XvvrDrDK7H9b3Q9cfJwVyQtZFb+HZW2/YVbwQe+5V0paMyR1BC2OTsbplphd2IkjNk/nXN90B3NuDOKNzGT0ghMBNxOzBpAn6aiUXfiqBJrrPJujzTRGHLKITqWmrc91FpQmsNZc92XdWhq41QGezu/K3OI2rLeYaKTWMabBGXZYf8nDtSAshXlZI731ON0SQ/Y8p3BSOCmcFE71jtPd6J4epPonpvJOyzUsy03i8cSjnKqN40hZEwCmZo/kmWjPRuWeFhtxukXWNfvpjvW8mzGY5LRknszrAUCKw8a+dkuZffV+jthkZqZPYlrmJC47ajHLNs5WRJGeEQnnPaBFZM7bYrz1LYk+zOE261h8viffp3XhtUabKXL582VFEp9VdCBctPJsQWfWW0ysbr7CG4BybnAaesHBg9n9bmtjisPGebud3n5pNPcpYH91c1IdMt8V9eDLvN6AJ7xJrsvMvpYbyLSHAZDrqmVwq8sKJ4WTwknhVO843Y3u6UFKJ0jMuTiRPa3WkGcLItsewpUCz6j9ZexGnjnyoNeDerLfZWbeGFDn+ln5SczKT6JfZAajwi7wduQuAD4qGkiWC3qFX2NnTWs+a7aSrc3X83FJfzQqkZ4NrhEYWcW5GR+hUYm8GX6K09Wxt7XvSv/FBPlaGLllNu10JbwafJGexnTeLh7EptPtOWZuwlFbCOBJSCa5ZbrryrFJakolS526PigaxLuFQxBUMtfsYcTqS1lZmUSV3YftzTdwzWkmSGtlaaXnq+nPDTIA+LGqIzrBpXBSOCmcFE71jtPd6J7ekxq4dfrPaZehRLIQKOjpdeF+jrdbA3jWSw2CBp1Kg+SWKZGsRPwck6pEsjC/uC+vhO3HpNKQ7ZL4/GbfOuuq910byJexGwkUDZyxO7hsj+QRv1IqJCs6lfoPE4yBxzRzUUk/im2+rG2yhZeKkth0pTUq0c267otI0Ihe34Sn87vyTMheXsi+j1KrkeZBxSyNOXjHelMcNo7X1vWpcLolbrhqWVA0hE8b7ffWK7llRmcM94ZGUTgpnBROCqf6wOl/xZ7U6ia7vP/ue2I6YzNGMLfpVu+xQNHghSyqBG8HyHaa2W6JwS6r6bX0RXbXBvBxSX/+Fr6X5LRk7/U26Rfnthi1k876XG+9BkFLi6OTaX74YVaZ/b1ZNn+tKLWT4UEX8NPY0KhEHLKatjE3iAqpoKVGS9sjj5PisAGwsOFxErUGtiZs5WT71b/bAQAiRYnP0vpQJdeyoDSBBaUJnLSrGHT4GdqYbpDmlFhvMbHF6kkHfesPReGkcFI4KZzqC6cdVt3v1vFr3dOD1CpzIIU/w3+19RamNTzAKKOVVscfuuO66S3JgF5w0t6UCzI43WqOF8Ry1h4AwIAro2h24FFijeUEigaO2ySCRSNPZ0zioO2Xeq50X8bcNtuQ3cId4/mGikbGGM0sjt7J0KvDWdjwOEvjNzG50Qlk3CzvvISbkpHPKqPqBHa0yg7O2z1+FHtqb08MFiwaudBlJf6CD3OD0xBVMm/kDmdep4084n+VPFcAGfYwJLfn9S6vaaBwUjgpnBRO9ZLTP9M9vdwX/cZ8+va/xoeNdmJQaXmpKInMmhAWxa/mLzdG8Gajzd6Q85JbpkyuxaASERAolhzMLxzKkujDXHOamXntfnoHZzI3OM1bXlQJPJ3fle0n2vKn/puJ15awp6YlZ8ujmNLoKOUuE88EeqIHF7rM3i+h32pqbk/mRmxnWsaDvN14DdPeeA7t2BKOtV3LZ5VRLPp6JO3HX6KDXy7x2hI66EpYWtmRucFpjEgfxpfxq2+r+4bLzNz85DpfNKWShQ/LugLQxXiNUUYrklum2Y9P07v7ZYWTwknhpHCqN5z6yub//LBIOVcjSNUEcNLamJcbXEFUCZRIFkZfeoSOwTf4KPKYNxhjqWRhdt5wThxMpG+/FBY1OoTZbcdf8KHZwUd4rs0+Zgbk1bmP5Jb5S3FHKp0GNILEtvOtGd3hHOUOAyFaM5syWpHa61tElcC4zEGsa7KrTmDGW6qSazGpdHxbHYmEwARTJgAGwTNdv+5yML9gGOCZwn8ftx0BAY1KZHlNA/666z4e732AV4Kv1mnbrfYDPJbbC8mt4uWI7TTR6OrE+KqSazlh81M4KZwUTgqnesPpf8We1CMZYxlscPJK8FWeyOtDqsPKpLRJ6ESJaSEHvC/i/fJ4gkUjy2L3897477hQGkmFXOuNxPtkqyO3dYDjNokXirpgEB20881lWvABsod/yfQGBxnd4DyjA8/ybsc13nusa7KLb6tDaXnkUe7PGuytp1Sy8JM5BlElMNW/iGn+BQSKBvwEPc03zWRlTUOaaYwsjTnInPBdnDnVlMS1s7j/2lCynWZSrFEIgQ4qnAY+q4zy1iuqBG8H2GgxkDU/kc5+10nUGur8oUhumfvSJiqcFE4KJ4VTveN0N7qnB6kNCdspkSw8nd+VUwXRRKkFZLeK/a3W00ar95aL1FQwIn0YpZKFUUYrJ9uvRqMS8BVrGZI6gihNeZ16W594kBCxlj+H7OfHtA5k1IbhKzi55jQzZvkLvHhwIrFqM6OMnjwtPVLGMbe4DR+n92NRx+WsabybVIeVXJeZN0p68eVfx3oTkg24Mso7Vc8etZhkY7Y3H0w7nY4PRizl0T6HWNdkF3EaE+0N1wn0t9DUp5gPzg28I4cPcgYx6e0txOuKbzsnqgR2JW5SOCmcFE4Kp3rH6W50Ty/37UyJwWb05dljk5CdIkcHfnjHddcUh41KWU8PncwLRV3YkNKWkNBqov0qaOd/A5NoY3ZgDrkuMxGiDxstgUio6OtTwNM5o2npV8i8kMvstGpYWtKDZbH7GZI6gh2Jm8l1mRn/t5cIefg6WxN+sdxJTksm83gMol3FxLEHmBl0EoNKxCT80jlP2p043SIHzImk1DTkh7i9bLHquWCN4VJNJFPCDjP94KOMbnueDyNO/1Muklsm12Ul7jfhVI7bJMpko8JJ4aRwUjjVG07/K5b7pp16mFm7HmFau8NcHfL5HTvAWrMfo7c+y6P7n6BCriXLHMz5QZ+yt+33hOrNTPQ/w8Gyplx21DJ2/kukOj1BHmW3QKhoZGncVuaFXAZgaUkPXm24hbhtT/B8zC5SHVb67J7N0lffY1OzzQDeL6dVTdehircwZfwungk6Sde9z3DabmBi1gDvuvDk409Q5ApgbnAan0dvZlGlJ2RKSk1D/tZoM0tLenBo4IcU1PojuWUqJKs3y+adZHe7+K8bnrTMKQ4br91sieSWefj4VIWTwknhpHCqV5wWlDa/Y7nf6p6eSVWkx1Okr/3D/CcVkpU0p46rjgge8i0kYc1MsiYsolSy8EZJL94MP8UWqz+XahvR3pDDaUs8r4Vcua2eFIeNq44wVhV35kx6LBeHfIpGJbLD6s85a6z3mltOaz/VtMEma5gbnMbknL5MDj1Gtaznh6IuDA25jFblopdPFksrk5gXcpkn83rwQPBxOunMlEoSA/c+x8o+i3ktezQ7EjdTKllIWv0Cok3FK+NW84hf6R2f91YAxy46G+Wyw2s9lO60KJwUTgonhVO94XS9ykarFiX/2TOpM3bn73aAjRYDZtlGoGhg0vYZXLZ60hkvHP4NAHqVSHLABX6yBDHGaKaZvpAO2lKWX+kMeEw299cK2N1O4rY/QYjgorm2mDWNd7Oy3xeUyy50Kg2L8/uw+lp7ni3wXKdRicRpTMwJyvKaiy6O3skH1wfRTldAnLGM99aMJlZTir+gopvRY0nzZdQRBvhI+As+SKjwDbRy1RHBjsTN3mdK7HCd9CmfE60pp8nKp6iSawH4oSbQW2ZBWAq5ziBabXiGCNHA9BvdOKlwUjgpnBRO9YxTuGi4I5vf6p4epDrqNHV+v+Eys6fWYxb53OFJdDr6JABP995DtK6c4akTuGqPYKdVw5ulnemtd/CPy8OZX9qcdTc7Ui6LjGx2kYM2uCmrOWppihqRZ7rsJUJtoo1Wz+Scvhyvbcyh2hhSHDZ+arqZ+a03EKix3ta+7VYd8WumAxBprOLLsp7E+9zE0KaC9joLnbc8z/aq1oDni+u1my2J3zmVZhojpzovpVLyvESr7KBKdns92NvrLOy6712v9UyeM6jOfR/xKyVr7BeIKoEvGh2ji8JJ4aRwUjjVQ053o3t6kPq1ZuUnMfjkU8xcNp3XzozkxMCP6RPr+Qp4KegazwRep3doJluKWjPY4GReyAU0KpHzXZaRbQ2m2qHni9LevBl+it4/7x1qBBeiSvDmUcl1mTl6LoHRpkvsrUhk3JrZZDrtzH/zYUb5nbutTZ105aSO/xSA/SnNGe5/gUHGq0yIO8eCm90whlqocXputrSiKzsLmpM6aBGSW6ZcsnO8Mh6A6y4Xa6rbe+v9piqRceefYPqNbnS7MJ6Xgq4pnBROCieF0z3P6U665/ek/Hx/cYYDT0gR3a9s9H8tye2xnvkw4jSFLjNLKjvVcUCL2/wkGwZ/Usc89LfXX3Y6SNRoOGYXOW2Np9Rp4kp1BDVOHa0DC3gv/CSiSmCV2Z9Xz4/ias/vAU+AxjGBZxhscHrbWyW7aawx8efidvw15DiVsotGahO9L44lL78BhwZ+6F3b/rXsbidW2YkTNza3m+ify8y72YIZQacIFX9/DVzhpHBSOCmc6gOnu7Xu+48YpIZeHc6aZmsxCXr6XR7NvpYbvGWXVIVjc2u8znBHbDI99AJW2UGqEzZXt6OTMYvhBhtn7A5aaVXeoI9/pEKXmaFnn2Rhm+V00kmctnsc1F6/PgKD2sGksJOUSSYKHQHeTcsBV0bxXuPVfH6zL180OsaiyoZoVBItdfl01ql4tzyBJrpifIVaXk4dS0LQTaaGH2SAj8daRnLLDE4dw54WG29rT6rDyuOpD7O/zQ+/236Fk8JJ4aRwqi+c/leYoN/S9uZb6tj3gydN8vKaBgwxZtJANHs3DnvoBUolCzckJ+20agb6XmK4wROVsaNO6wV4xCZ7r7mloVeHc9DmWYONUJu40GUlPfQCOpWGHnqBV7PGADAjch9DDCVM8y+oY4nzZNQh3i8axJ4D7Xgguz/t9Lk01RWxuqIzokrgzw0yGG+q5pItClFwsyJuHwN8JI7YZEZlDKVMrvV2ALvbSbcL47ns8GxOJmoN7Gq9nBY/PnPHoI8KJ4WTwknhVJ85/Z7+I2ZSv1XHMxMJM5mpXBSN65EyIk3V/C16Iy9l3cc3TVdSKmnYWtOGGYHn6LR2Dh8MX0qWI5TH/FOZmj2SNY13A56vkVDRUGeDb0FpAo8FnEECqmTRm+NlRPow78bh++XxjPVNuc2575ZueXS/X+6Zji8IS6lzfnJOXyL0VWTUhLK+6Q5eKOzA2+Gn67TjvN3OT9UdvD4Sv637bqRwUjgpnBRO/y5O/yuW+0rSYmjgd/vUt1SyYHW7eSz9QX5MWEma04dvb/Yi3+qPVpBY3WQrD+cM4uuY7TiRMKi0ON0STiRm5g5jWex+AOLXTmf/6Pe8a6q3JLllmn8/k0sPf4xVdhIoGqiQrORJArvNLbwbmbfK/rbzOt0SAiqaH3gcuVjPtIF7sMkaJgecpPHPHcfpljDLdgJFA0635I13tdbsh15wsLy4G4tjtnm/0Kbf6ManDQ97y52329lhbsWfG2TUuV7hpHBSOCmc6gOnDUUJ/L3r7v/s5b6kI5M5aXfedjxYNBKtNrGnxUYmpT9AD73A65E7UQsyl/MjaH1kCj/E7WVlTTRrauJIdzowCFpMKh0vR/6SqGzTyA9p+Btb/s8qo0g48DgNOxTyWUUCT+aMotBlJlA0sKqyM2N9f/nqSE5LZn5pKxZXRdZJt3z/taF8UhnPO53XcGHCh3y5cwB9TFeJEH/JpPlozkAqZY/n94iro71e4L18CgkQrAwISmVZdWNv+Zmh+7wd4KTdydjtz2CVtUhumZYHH1c4KZwUTgqnesWpVv7jzMG3dE8PUku7fEOA4LjjuTEZQ1hcFckDkaf4rDIKf0HLc412sbb7IjYmLQKgoaaChpoKfAWJKrmWQzY1+S7PiP5tdSgWtxpRJfBOeWNyXWauOc18tXAkLRoWMSoyhfM1jfDX2CiQtJRKFgpt/szMmkiFZOWtsqb4aW28FnKFa7ZQbG43W6yerwrZLRCirqHMZcIk6Hl31DJ66J110j2viNtHnMbE0upghoVf8n7thIpGYtRWGmoq+Cytj3fN99cWPwGCgy8GfUM/UyqiSmBNty8UTgonhZPCqV5x6mVMuyOb3+qeHqRaafW/69G9ovEmSp2+rCroxMbCtlhlJxsqOrCtpjV/uzGCpktn0Ftfw1CDnbP2cF4r7sXZ2lhmnXqQIzaZb3O7c8XeEMktszQjiSJJR2ONiXNzFzIoOJUkQyZLYw6yJPowO2pac8OlptjmS9qFaMZdncSF6kZMCPEEXVx1rAuZTj9WlngSfq1vuoMHTDdZsGMMAF8X9MTq9nTmV0pa19kQfcSvlF6GdGblJyG5ZeLXTGfC5Uc5WJPAxaQVtNTebsraTGOkgWhhXUVHwNNBFE4KJ4WTwqk+cdpU2f62c3eS+q5K1VNNvd6Lr1rsZkzqA4QZavghbq/3nEHQMjc4jWmBZ0lz+vBmaXf81DaGmC7RyZBF02ElGAQtdreTYYYKhhtOoFGJVLXwwebW0MhUyfayVowwZtM2rOA273GbW4PdbatzbEPTLaTH2kjeNpt3h66miUYCfOjbIZUw0czJg4kQu58HsvvjkEQOjHsXp9uH1U02oVP54HRL/HStDRObnKNUshAsGrHKDtpp1fxX2B6m5Q2lact8sk5HcdVYjTnEdpvV0FtlTeljvIpe5cZHdHoCXeYM4POYrQonhZPCSeFUbzjpxduXQu+ke3om9dfIbXQ+9BQABWZ/XrvZ8rYykzMm0kknsTe/GbWShnY6HXuqW3qtTt4pa83uWl80KpG3ypoy3v8M/7g2kmWx+8mrCeCz8s4saLSZMRlDvDGongm8TqVkZNaNvjxf0Iu5wWm00+kQVQLNNHrQyOS7Auiw6nkAJLeKt4uG8NwoT5yr1xtt5M2Y9fTa8Twra8K8ZqUfVjTj9TYbWHG1E8Nee5Fsp5lx6WN57WZbgkUfIvRV/CP+J94Z9z0GtRMfVd01XbvbyXVbA9poJRK1ArMbHEZUCbzeaJPCSeGkcFI41StOTwcdu43HnXRPW/dVpMezlQYk6fN4Pmc8pbVGqm06UrqsvO0au9vJvloTMw48jEojkzXwa8yyjR7vzqGmnZ2swUt4obADL4ceIlg0Uugyk+b0Q6Nycd4Ww5r8DpSajZzo/C1j08bVCawIniCKD/hW8G11KOct0cwLO0T7vTNp2rCEqVGHMAp2WmtLiVabWG8xMdinnGyXxITTT3Kl+zJvPdlOMwuKhhCgsfJK6FG2WSIJEs2001XS/7OXeOuJr71+E7+991qzH29lDOGN5uu8Dna/LqNwUjgpnBRO9YXT/wpn3nN2B//4bhJn7ZF813g91TvD+bTN7R0AYELmSDroynmu627O9f+MbKcZCTfVzV1kDV7Cebudpj7FaH7eANxbG8OcyxPoqoOs2hCa+Zd461KpfhnXLztqsbudFDg9XzF/3zMWf3Ut/oIPWQO/ZkfiZqyyjpsuPwYcnkWqw8pX+b0wu52M+34OfWM88bum5vbksqOWPMnElYowGutLeLmwH6uKOzHY4CRUNHLp2YW3dYBclyeFM0ClZGBHm+8Y4CNx0u5kVn4ST+d35YzCSeGkcFI41TNOLxZ0uiOL3+qeHqTa67SIXSp4+ewY5twYRM9JZ8lyhGKVb7eo+anJVkJFI7MDc0hzqtlhScBf8GH3sPdxuiXm3xjOON90Zt8YzEEbTDSVsKf9N5jddhrqKrluDkKSBOxuF1sSNlEheaIKf13Wg+suh9f3oFPbTKYGnvCaZE7MGsAk33ym+JWgEmRWVXUirSAMDSpSHv+Yv4fvAeCTRnv5a+4oRGRGNbzIUwH5/D18D+ua7KLjmYm8UNjhtmdyuiX6HXiGof4pVEhWjlY1weKWabLvMS7aovgo8hifRB6lo8JJ4aRwUjjVM05vRZy87Zo76Z5e7nvywH3sPtWNzIc+p1SysLiiA99s78+M5B3MCcris8ooehkyfjcgo93tpPmmmYREVSDJKspvBBByXOTBP22juyGD1RVdqHbpObSxPedmfETX0w+TGFzM97F7aHF4Cv9ov4EhhiKezBlBuL4agFfC9vP3ov4EaKwM9rtIc42FBoIPokqgRLJ4gyt+UhHDQGMqL+WM5+vGa/i4rCtBagtJhkzeykvm6/i1PJE1jvVNd5DrMuOrEgj8jU+E0y3xaM5Ano3YzVMfPMPaF98mWu1DrquWYFH05H5xyzxfmMTWfZ0UTgonhZPCqd5wUll0//nLfRMCT9Gr1yUAAgUfgjU1vDlmOedrGpFw6BE2FrYlwxH6u9frVBqyRy3GoHHyQctVBDas4pVXvuNRvys43SJ2Wc0XjY7x9eOfoFNpmNHsIB9Hb6bJlumYDDbOWOIwqXSsit/Dg0HHSfLN4tnckbwXeZipgcdorvG89IdzBpDtNHs7wNLqYJIMmUSqVSyMX81T2WMY7HeRYqcfTTW12F0eo0ub5PlvtNrk7QAn7U7O2+28U96Yb6qjaOVbwMeFA5kzcxVHamOZld+THJc/96VN9HqTPxh0XOGkcFI4KZzqHae70T09SHXWi/T0z/D+rlW5GG+q5v6Qk4xqepFVCatZmNv3n9cTfB0tEic6rqCB6PHObqGx8UTwIQCOWpsSt/UJnG6RJZXteLHnds50XEWiTwHH7Z4vnq56jzf1iZQmAKypacv+2kgO2uBqWSg1bjU3fna406okWmnc3nD9/lobnbQOEn0KCBWN/FfcZgIFH7Y331KnnSkOG5WSgf3WBM5VRSMic7IilgtFkRgFB29cHMbbkXt5Ys/jNNBbvA52XRVOCieFk8KpnnL6Z7qnBym728mK/C4MuDKKCrmWdcWeddE5PzyG7FbxWNaoO4aN/616+aZxvLYxEzKTef36CJLTkllnjmfckRk8mN2POUFZZCd/ha9Qy48LB5JqiWRJVThrijoyeedTZDpdADTWlKCuFmm54lmSTZeYaKpiS1U7Kor9uGKPYK81llO2KAYabmAQtJhlG/0PzwJgWu5gpviVsKiyIU+cfISHcwaQ6zLXaecha1NiNZWkW8Mxu3SsyO/C6iZbWdJ+KU63SGqP7/EXfDif/DFnDyXgdEuUShaFk8JJ4aRwqpec7kb39J5U0k/P8pfW+9lb3YL5YYeR8Iz+FZIVk6DD6nbgL/gwNbcnS6IP/27AR6dbQkbm0ZwhVNp9WNl0NTqVGrvbhUYleB3Sel8cS7ixmm9jt9Hu8BMMbJyOWiXxQcQJZDwYJ2Qm83rMeppo1DyZO4ClMQcpdJmZmTMWQeVmXtQmllZ0462w8yytDmbe6ZGc7bsQERUmQU+zpTPo0juVD6O2EPjzWvGv26lRiRyxyUzeO42kxCz+ErmN1loNMu46QR7znEHMDszhpaL2nLgZy4vxOxROCieFk8Kp3nB6XJ31P7MndfDgQUaOHElkZCQqlYr169fXOe92u3n11VeJiIjAx8eHgQMHkpGRUadMeXk5Dz30EH5+fgQEBDB16lTM5rqj8t3og6arGWW0crQojg7LnmdxZSu6XRjPV1WteSqvD7utYXxbHUqAxsoPNYE8V9CDd8ob3xb08bLDxYFaA39vtIlNCRvZYInlmRv9mVfSGx+VlhHpw3gguz/rWixjYINUDIKW59rsA+BMaRTvVzSl06nJaFQiYT7VxKhVfFzRnGifCgD8BS02SUMH/zxaan14K+w8ALHaUl7qsBN/wQeToGenVcPcMWt5OXIbwaIRUSVw0u5kf60nx8yEzGQO2uCAORH9DS2tfAuYsHo2m6x+jEwbhd3tea7xpmrG+V5ieU0D3gk/x+cJKxROCieFk8KpXnFaZQ7kbvTfHqQsFgtt27bls88+u+P5t99+m48//phFixZx4sQJjEYjQ4YMwWb7xX7+oYce4vLly+zatYvNmzdz8OBBpk2b9t9tCqGizJ5akYqLwbw9/nt+yO5IaUoo6/LacfBAa5xukVhNKckBF4jSlLGw4XGGmC7TQLDXqcdfcDJ97xT+nj8cjUrk3SuDOFEQw4sh+2lz/GHiTaW098vjukvDx6n9AJgZkMfChscJ8bEQpSlnV8evANiT0Zwa2YXsFmhjyAU8IVC2JmxlZ1EibU9O8t43RLDS35j+q+cx08cnyxvv6ozdwYNHpxEiekKQrG+6g9mX7scs6UidtpBuxgxGDTiB5BbY3nwLTrdEk5VPMbuwEwaViihNGUdsMmEKJ4WTwknhVM84NVRXcDf6f1ruU6lU/PTTT4wZMwbwzKIiIyN54YUXePHFFwGoqqoiLCyMb7/9lgceeIDU1FRatGjBqVOn6NTJ48y1fft2kpOTuXHjBpGRkf/0vreW+85dDkXvKxIkwLLqlthlDUNMl2in09Up/211KP/YNo4T971HsGhkT63IN8W9+C5mb53pquSWyXFZyZdMnLA2ZpLfBTabE1iS1YNTHVZ5y6U7Ld7AkdecZqLVPmS7bDQSNZTLDsJEH0amjcLtVvFJkx+ZXzCMpTEH2W7V8bf0kSxp8T0CbhK1dU02f6tVZn9aawu95WblJ7F3Y0euzFh4W1m720mxZCdabWLezRbejJvfVofSxycLJyqFk8JJ4aRwqjec/iVJD387SGVlZdG4cWPOnTtHu3btvOX69OlDu3bt+Oijj/j666954YUXqKj4ZRR1uVzo9XpWr17N2LFjb39Aux27/Zevi+rqaqKioqhIj+fpsv4sit6ORiWSuHs6yS0uE+9z0+u8ZpZtTL42mo/j1hIkqFlW3Rhf0caGm+34NnZbnfDzZtnG8/kDeDtyFx12PovO187Vnt97gymCJ2HZS/lDsbi0rIrfw6z8JABO34xiUeJydphbUe4yMsD3Mt31NZgEvXeau8PqT6VkYGd5KxyyyNexW/BRaXEheeNj/VrvlDemuyGDHnpPR72VaMwk6Lzru2bZxgm7ka2VbVELMkFqC6VOE60NeTziV+qta3JOX4WTwknhpHCqN5zGqEr+9X5SRUVFAISFhdU5HhYW5j1XVFREaGhd3wC1Wk1QUJC3zG/1xhtv4O/v7/2Jiorynns5chtt9jyN0y0RGGTmUH48xc5fHvi+9PHYJDWPXJ3M+LT7KHb6s6W0DS19C1lc1YzCX1momAQ9X0YdocPOZ8EpsK/r5zjdEo9kTgCgRLLQZe8zvBKxjbeiNgDwacMT/FfYHrqG5dBOp+PPDTKQ3SpmrnmCHVbPc+pUGt4sbYte5eQRv1JamApZGLORtqtnc9wOr5b8Evr+13rUP4X2Wpf3d41KZPr1kSRfHcPS6mDsbicPZI4lSWfh5dBDvBV2nscCzvNc8CFGGnPr1KVwUjgpnBRO9ZXTH+n/60zq6NGj9OjRg4KCAiIiIrzlJk6ciEql4scff2TBggV89913pKXVTXgVGhrKvHnzmDFjxm33+aOZ1BfOpizNSOJY56/Jc8k8lPIYZzv96C172VGLhOqOXt1zi9vwVIOjt6VfBhhwxWMeOjW3JwEaK22NudxnKiDFIbK5uh051gbeNM4Ae2pFTliakGTMxKhycMYWS7IxlQLJQA+9wEEbTP/uaZZN+RCLW0uSzslhm/62gJS3tLQ6mH+sn8CiCYsJEGpZfLMPosrNDWsAr0RvQq+SeLdwMH+O2EGGM4Q5WyeTMv5DNlsi+CK3N/tabqhT3zvljRVOCieFk8Kp3nD6twSYDQ8PB6C4uLjO8eLiYu+58PBwSkpK6px3uVyUl5d7y/xWOp0OPz+/Oj/gmUpqVBIul8hZh55ErYFAQy1W2cFxm0RyWjIWtxqrrCE5LZktVj3Nv5rB1NyeTM7py+rUDhhUKsCzCfhrvR7/E01WPsVbDXcQqy+jXDJRKDn4uHAg80Mv0sk/B4D7rg2k0GVmgI/EN1v7UyP78GnRAD5aPwInKiyyZ/35Qm0M/kklWNxaeus9Xy936gBn7A6GXh2OVdZx8qH3eGLv49y3bRYLGx5BwE2A1opV1vF1WU9ejNhJS60PY4xmsiYsQqMSKZNMPBZ1hM8qPbPNdKdF4aRwUjgpnOolp7vR/4jhxIsvvsgLL7wAeGY9oaGhtxlOnD59mo4dPRksd+7cydChQ//bhhNtV7/A2Z4bGJI6gljfMm7aTKxuvIPeF++jX3gG80IuMD5zGKubbCXbZeOL0l5sSm+NJAkc6/MpAF9VdKCTIYuNFR34KPLYHe3+fy2zbGNK9giWx29DcruZljsYH9HJk6H7+fv1UWxuto1Z+UlManCMMslEmj2Cl4KusbgqklPVccT4lPFK8NXffbaJWQNYGbfL245Cl5lg0QeNSvSGW7l1/JOy7iwISwFgXOYgFset56H0+/kpYR0yMiZBz4LSBH7KbcupDqsUTgonhZPCqd5wki3a/xnDCbPZTGamJ3x7+/btef/99+nXrx9BQUFER0fz1ltv8eabb/Ldd98RFxfHX//6V1JSUrhy5Qp6vWdKO2zYMIqLi1m0aBFOp5PHHnuMTp06sWLFirtqw61BasyuKaxtdZj41U9xfNx7AISKxjqBEgtdZq67fPipqiNvhZ3HLNsokCTm5o5GULmpsBuINlawJPowZtnGvJJuvBN+7g/vXyJZOGoLI98ZyP2+V5Hx+BpUyQ7eKunFrOCDrKpuT4y2lGHGAkwqT8KxQakjAdjefIP3ZZ632zlS24SZAXkANFk+g8yHPvfea1TGUDY23X5bG14o7MC8sKNeR74SyYJOJTDu6v1Mjz5ApWRkmn8BklvmoZyB/BC3V+GkcFI4KZzqDacHhBv/M4PU/v376dev323HH330Ub799lvcbjevvfYaixcvprKykp49e7Jw4UKaNWvmLVteXs6sWbPYtGkTgiAwfvx4Pv74Y0ym29de76Rbg9Tui1H0C9Yx/UY3Pog8wEm7njDRzAFrUyQEzJKeYHUN8w+MInPkIi/4AVdGsSbhBzZZollX3JFW/gXMD72IWbbxp8K+TA0+iITqtpTMC0oTiNRWMMWvhM8qo5gZkIfd7aTD8Sksbv89PfQCe2pFpp94GKlKy+ZhH6FRyfw9fziPhB6hsaaCxpq6z9j88MNMbXGUq+YI5oTvokbWeuNs7bRq7nhNttPMR6V92Zrekmfa7CdMU0moWENfnzsHbDxpd9JFp1E4KZwUTgqnesPpf2xPqm/fvrjd7tt+vv32W8CzBPj3v/+doqIibDYbu3fvrjNAAQQFBbFixQpqamqoqqri66+/vusB6teqkIw03vsY+dYAupx8DJtbg1Ylc6YmFr3KydL0LjTWlvDNoK8QVQKSW/ZuOAoqFX6ijbYBN+hivIZZtnHBoaWHXwYalcyjpx+/7X6+oo35Z4bT9uQkjIKdFkcnM+laMj2jsnj02FQGXBlFks6CZNbwVM99aFQyzTRGlsXuRy847wh7d9fP6eCTw5Low2hUMjHqWsyyjZN2J3rBiUZVt/xnlVEsrexCX7+rqDUSOsGJUbBjc2vqeKpXSFbO2+30uzyacsmkcFI4KZwUTvWKU4rdzt3ono7dd/ZyKMscfdAJLvSCk1F+52miFph3swuXqyKotPlwuM06Hszux5tRm2goGuqs6drdTppvmMnng7/DINg5WxvL7MAccl1mgn+eHktAo19Z1zyW24tXIrYx89r9SG6BF2J2crAmAadb5JngQ0SrTXxYEcs430vea35rnVMhWXkyZxRrGu/2Hns6vyth2mqG+F4kRl3LoookdhcmsKPVCm/ML/BkusxxmdhZ3Zr5oRepkKxoVAKVsotV1W2YE5RF30tjeLvpas7WxiIhMNSYyqKyXgonhZPCSeFUbzgdudmIFzsf+Z915v136dYgVZEeT9+0SYyLvcCfG1zms8rG5NiCaW24QbIxk+fzRrE8djcTrg3BpLHzUaPttyXmKpEsBAp6Hs4ZxPexu5CReTh7KC823M7bN4Zx5lI82aMXe8ubZRs+Ki1mt51Uh5YHtz5Nh7bXWNN4NxOzBvBpzEbmF/flnYijTLqWjFqQ+T5u+23OcHOL2/BA4Emv6emtoJO3NkIrJCuPZY3lwYjjdda5x2cOY22TbdjdLgyCls8qo2iqLWKwwYlVdvB8QR86+l4H4DG/PG99HU7fr3BSOCmcFE71htN41XVCE67/Zyc9BKjKCmTp5n48lD2YZNNlNl9tzQ1HEBvMCSSaihieNpIKu4H0ilA+q6ib4tjplngo/QFSnU7a+Obzl6LOJK6dxar4PchugXB9DTuSP6hzjUnQI6oE/AUfuupFMsZ+zoJoj2/EG1Eb2G6JYXrwQUanjWFa5EHa+OXf1gGssgOzpOOHii7eY38qGES602Nmmu60MDN3ON2CsnC61djlX66vdWkQVZ400bfWnQcbnMwu7MSSqqbMDt2DUbBzoiqe5wu6K5wUTgonhVO95PRyYRJ3o3t6kBp5dRjXJi4ifcrnfB+3nZmZD7Cr5ydUuAw01RUxxPcif4nZxmvxm+gSep1Sp4n9tR7HtddutkRGJqlBDgGCi+zaYDqYrtOnyxWWVIXzRUlfhJ/XbH9PFZKV1262pZHoeUkTUx6nsbaEllpPQrChBvsdzTlFlYohARfpYsqi3+XRACxqdIhrzgYAzMx8gMUx20jU5yO5VUh4Fn6P2AXKaw30uzwajUrg3YPDOGLzbEZqVBJfZnQnUWvgId8ykvyzmNTgmHedW+GkcFI4KZzqE6f7gk7+btt/rXt6kPqx2QbWW0w8ltuLTKcL2a0iTmMiVFNDT72NINFGmGimr4/Mx5Gn2JndnFXlXXh095McvtkYm9vF2YoollZ24kRhNMmGPNQqman+RXwTfYhZIftxuiVSHVbAs0Z8zflLmBKLW+ZgcROceJzegg1WggTbP02LrFNpGG6wMcZo9nqoP5HXh+cOTyLhmxn0CcnAJOgZZbTyiF8pswNzAMhxBLOq9deoBY8vhujrZMrxx6mSa3m6wSF0aolmBx4F4FR1HBmOcPIlK5uar1E4KZwUTgqnesXpmjP095pQR/f0ntTei42wG3xZXdaFM9+04W8vfEd/n3JMgh6zbOOJ68mcOZJA++7prIrfg1V2MCVnWJ01WLvbyf2ZI/hb9EbeLxqEj+jki0bHmJg1gECtlX9E7Kb7Dy+S+dDn3HCZWVA8kE8ij9bZ4LTKDiZnDWdl4608m9+b9yL3ef0DfiuzbMPplpmTP4Rvog9hlm2YBL03S6Xd7USn0qBRidjdTjZYgnn55DjO9l3o3Zy85ZtwKxnaNmsgc3Y+RJd2GWgFF0tjDnrvN7+0OcN8UyiTjAonhZPCSeFUbzj9S6Kg/7t0a5B691QPNlcnUWH14ZNWK1lX0YnLVRFsb76FKrmWR6+N4eO4tcAvFiy5LjPlkoYUe0NvtOKhV4ejFmTUKpn1TXd4y/mqBD4u78RjgSf5pLQX74Sf48Fsj4/Yirh93vb8ubgdbQx5PORbdltb5xa34bXQM6wxh7OysAvFZl+Soy5TYAvgy6gjtDk5iecS9jHVv8ibsXJFTmd2tV1Kp4MzGJ5wiS1prZBu6une+SrLYveT6zLXscgZenU4s6N3s7asE19GHWF/rYDFrWW4wZPDa1FlQ1YXdFQ4KZwUTgqnesOpl2T918fu+1fLINj5MWEl37f5lq46GBlwngcjTwDgL/iwvukOamSRx9IfpM3JSTxyvTc3JS0p9oZsvNnOW49dUjM54jiPRx5iT63I/NLmRKtNGAQN2/JbUC5pGOrvCe/xfewepoUfqNOOt8LO37EDfFIRw8rTSXR9/Tn2ViTSNSib3e2+o8rlw/gGpwFY2vZbqiSPRU9rXSG9DOl0Cc3lyZwRxIaV0dpwg9aN8nH7SDwSegSALKcfTVY+RZVcC8BTUQc4bY1jYaODLK9pwNQN02iu+SVdgMJJ4aRwUjjVV07/TOq7LlkPtSSnJz6m494vDl/BRpVkBH4BYHOLWBxaejbM5o2IffgLPnTUldJStxXJrUZUCTwfu4sCZyD/uJTMlITjnKyIpTDgNMGiD3q1JxT9rWCLokogRl1NhSTcZi76Ww0xXeFjYz+mz9qKr2jj1S0TuNY9hGO5sczvfhjQc9URThOdJ0VJpawlXu3ghdA9xP3sxT3gyii+a7aCE+GRDPCxE7fhKYZ3ukDmpEWADz/UBDLQcIPBPuWkOKBG0jN7yDbKZB3v5XdlYcPjfJ7dB+IOKJwUTgonhVO94fRGQScg6w/bCPf4cl9Fejx+vr8k3HqhsCsfR566rfzT+V3xERy8GnbEu276bEFn3ok4ik6loduF8cyK388DppssrIyjRtLTyiePXvpSFtzscVusrCVV4bTW590WluRO+nXQRadbQvjZEubWsad/7tBOt8TzBd2Z3OAoVx0RTPErue36W3XMyu/JF42O4XRLtD/xCAvbLSdWbWZpZac61jq/vVbhpHBSOCmc6gunimoXwQk5/9nLfb+WgIoPIk54f59b3IYSyQLAzJB9hOuq0CDydH5XJLfHmkZAYFZ+EsfaruUB000Ang7IZm5wGqOMVgJFAwvCTnuvAY9p6BBjJjWynh9qAu/YlgWlCVxzmpl+oxvg2WxMPPIw75S1YK0lkL8Ud6RC8ljkLGx4HAAZT/1d9SIP+/6S/PHXHeD98njSnQ6+aHTM+8yXui6ntx7eLh7AM0HneLags7etv/1DUTgpnBROCqf6zOlOuucHqWtOM1useh7L7ctjuX1ZUJrA/lqBBwJP4v9z6uU8VwAbbrSlzcrnaGPMY3DqGMAD3i6rWWv2o9neqUy4NoTRGcMBz3otwNM3ete5ZqL/aUJEHXuqW9LdJ++ObRrrd46rzmBMop2EA4/jdEt0j8omQV9Id30+DwUexyBo6JEyjm+rQ3mlpDXjM0YRpS9nQWkC80tbAbDdquPZgs58UhHD4qpI+hivsqG6HUurgwGPWWiqw8qHFbEMC7zAfWkTKbH7etuqcFI4KZwUTvcCpz/SPT1IZTvN5EsmfAUbi6J2czQ7nvv9z2AQ7LTR6r1mnEMNdgL0tRx/4F0uWRqRd6ohlx21qBHpG3CV8aZq7mt1DoesJqM4BIBUawSz8pP4MuoITwXkMzduC4sqG/Lgec9Lbe5TcFvMqz21npAhiVoDIWINLQwFvNhuFyZBz6Ohh5l3ZTiN1CYaqV2MTR9NQV4DojRltPK5wQ9NfuLrK93wV1t5LeQKZtnGs6fvxy6rWXilNx+n9iNRAyVOX7LtHv+Cb6IPkag1ECSayXcGUVjlx/k9CcjuulEfrymcFE4KJ4VTPeX0z3RPD1LHbdHkORvQQmNBoxIRRZmrzuA7rsVubraNYNFIgqGI5MGnOG9vxLS83nTVXyfFYeMvwUd5J3Yt45udB+CRBkfQCU4KXWYKXWY+ujGIw5VNqS4zUiO7vJuhv9a0DU96p7JddBo66q8TIHqmzftqWvBuqzUAPH19FN82Wc35YR+ztrwzD/hWYBL0PNHyCEsyu3PG7sAk6EnvvZSHgo/RwNfChaTvMQhaOpuyaaIvrhNRuK8hh3d/Gs3wuMvcN+rwbSmsj9TGKpwUTgonhVO95PTPdE8bTnx0uiuZQiwR2ir+3CADu9uJ0y1hEvRep7Nfyyo7eCQ7GZcssrrJVpxuCZ1KTaujjzK9xSFSLRH8LXwXf85PZkn0Ph7NGUiAthYfwcGWay253OM7b+DEO8ks27C6Jf5aONC7LntLFZIVv5/jalVInvXkb6tD0aucPOBbgd3txOZ2seBmNzav7k730Rd4LWIHET9b6IgqgfmlzalyeTZWD7+TRMhTOQRordgkDQVmf5JCcngz/BROt4SoUnmff0lVOBetjRROCieFk8Kp3nCym8X/fD+pxZm96GzKZmrAeT6piEGn0jA2bQIAj+YM4YbLEyIk22nmnfLGPJKdTJ+gDEL0ZuaXtsEgaBFVAqk9vmd7cUs+bXiYCLWJlyO2c8YON20m4nxuMsT/Ii3CixBVwu92APAEd7TIbi6XR9Q5bpUdPHxtPPNLW7HeYqL78ekAONxqbG4NN1xmJl1L5v70+5gbcozdT73NlYow/lowjB/MIfypqBO9L45llN955oWe4J3wc7wxfzGXLsUwusF5VsXv4dOElUgIzMrvSduD00hcO8vrJf5pel+Fk8JJ4aRwqpec/pnu6ZnU8nMteSDcjlV2cMzuwwAfiWynmSpZQzudzlu+VLKQ6dTTWadicOoY9rTYCHjWaDdVtidWX0qAaOVQZTOWRB8GYK3Zj2GGUubf7MSOG81xSiIpXVbWacd6i4kxRnOdY8lpySxvsuaOPgobLQZqZB9e2Teels3z2NxsG/trBTZVtuO9iLMAxG17guxhXzEucxD9GqSTbLpMnsuPfeZEtt1owdxm2xhj9Ezx3//ZyxxgUOpIZsfsoo++kh3WUF46dh9pA79EoxLZaDEwymhVOCmcFE4Kp3rD6VTSF//5qTqSjR6PZoOgZYCPxILSBJZWdqFI8jxwrsvMJxUxrKlpRle9iKgSGBNxgbjtT5CclsyF2hjmhh6g1OnLmqKOvN9oF6MyhrK/VuBQTTMMgpZmPkU83eQg37T9znvf1262ZHlNA/ZXN2dQ6kh6pIzjssPTlq0JW6mUZayyg+1WHfNutvBeN8popYMuj0e6HWFzs20A9PWRyTCHer2zn+x8iHSnBZPGzkBjKmWyDgkVzwSdpKzcRFttEZcdtRRLGtameEL7tzz2ELsSN9FHX8nAlMm8fnUYL3Te5c39MspoVTgpnBROCqd6yemf6Z6eSZWmxXJUbWJbRVu2nGpLZHwpB1uvQVQJmGUbiytb0NOYRket6LXJX1TZEF/RxkRTSZ0EXgWSiq/LerAg/AQdT0xhXqtNjDdV3/H+klum5ZFHcdw0MLTLBT6IPMRTef35JvoQJZKFpK2z2TrkI5ppPEEca90OfFSeqXu608LC0j6UOwwsjTnISbuTjVUdmB960btmLSDgROJPBf35otExUhw2lld0RXareCjwOB8VD+Sb6EPedeSHcwZ4Y3W9VdaU5dc60SSolNWNd2B3u9Cp1GyvNSicFE4KJ4VTveG0JHTbXTnz3tOD1N6Ljfhb8f2sSFhOnqRjZ01rBvteZG1lZ7ItDWjpW4i/2kpzXSFDDXbA88IFlQp/wYd3yhsD8G1aVwbFpvFiyP46qZj/SA9k9+f1RhvxFVSEir/kdJHcMvdnDWZe1CZaan28ZdUqmWWx+71lCiUrjdQmZuUn4XQLROkrKHWacMhq1CqJKH05LwVdY3+tQInkS1+fAgD8Ba13w7XJvsf4NGmF99kAvq0OJUg0005XQrTaxLMFnXm0wRFezJygcFI4KZwUTvWGU0Ct4a4MJ+7p2H0yqp/NGU1EqCFAOEOAAOUOIw5JTSdjFkXOAK7aIyhyWXl943i69brMoUsJnB/2MaVOX8YHnOLRLimsqG7JszljsUkaJkac9ob9+K0ezO5H36A0+gddpbHGRIVkZUT6MO/0WFQJrGm8G/B0gHSnBZcs4K+r9dYhqgRvZ7sv6BSCSkaLRCutk2LJRYazAftqEqmSa2mikYhRVxMqmthu1eFwizTWlNFS68Oybl8x4+JD2FpsplrSs76kPYUWP56L3+v1kXC5RSSFk8JJ4aRwqmecqvnjvFa3dE/vSclugQFXRmF3Ozlvt9NMY+RQbQR7UpuzuslWhhtstNPnEqmpIEg0kzH5c5bGHCQ+rhjZ7aaNIY9t1W05ZW9Ad0MG65rsYlOzzczbN+aO97uVUKyxtpjmugJyXWYCRYO3AxyxyYzLHETLT55mvcXk8RTXGFkZv4OOvtcBOG6ra9Hyj+wRJOmc6FUuTIIeCRV6lZM2hjxkt5tGahMhopqOZyZyzRHKc4cepEgyke600EYrUVnoxyfX+2OVdQgqNz+2/I4HfCsYlDoSyS2zsOFxhZPCSeGkcKqXnO5G9/QgNeP8g2QXBFMlO/iqtDdOt4RG5UKtc3nLRKmdfH2jJ401Zcwu7ESKw0ZeaQCfVXTgId8yXgu5wnCDjWVl3b3BEjNHLfJe/8j13pyxOwBorDHxYfRm+uqdPL7uKaZl3g94puhOt0QnncTr0RsYMfEoOY5g3s8aCIBGJVLi9GNi1gCmnJ5S5+XsTFxPjexgTVUnAJppjPT1kXnIt8xrgVMgSTwQd4aZAXlkDllMA8HKfmtTNCqR1om53N/wNFZZx5rGu4lWm7DKDtYkrEJUCUhumcfOTFE4KZwUTgqnesfpbnRPD1IHu3xPq5gCJLebLRdbk+uqRauSGJ2QwislHXm2oDNPZI3nmeg9jNj2HM8F7ydRo2Fv94XMDjrvrWf6jW58EHHCC+238F7MnOD9918LB5LrsvLy8PWMi/CYV75XlsQ5h8wFB3xf0ZX5oWf45Fw/Xm+6HsAT+8rvLGU2I2e7L/F24lv3ChaNvBZynqfzu3LEJrO4KtJ7vyfzehCn1nPFHMljub0QVQLtdDouWRridEt8Hb+WdYXtmRZwBavsoPnhh5l3swtrauK89Z/ptkThpHBSOCmc6h2nu9E9bThRkR7PJkLQqFy01BbRUutDqWThgsOPndWtmRRwgvP2KGyyhsl+11hRE880/4Lb6jtjdzA3axybm2+4zSxScss8kdeHb6IP1TleKlmw/TzdXW/xmF7GaUyMSB/G943XYnHL6FUqgkUjlx21NNGo63iYP1vQmQeDjtNV/8v9ztvtxKglBp6fwtEOy9GpNMwu7MSGEx0wRZjpFJHHvMhtRKtNnLfbaa3VsN+mIVw0EyLKbLXEYRDsDDEUeUP+39LymgYKJ4WTwknhVG84/a9IH1+RHk+lj5W91ni2lrZmVfwewDO9PWEP9FqVdDk3gT4RmVS79HzR6BglkoUsp2d9tYf+jyeTx20SK8q78qfQfTRSm+hw+n6+br3U64xXIVnpsHk2T/XcR3ufHHrqLRyz+/BmTjK7EjcxJHUEL8TsoKfeQqnswOZW0Uxj/MN7/lZn7A4W3+zDxAYnyXcG8k1eD3SiC4PawfCQi/Q1ZLLH2owPVo4hYcA1AnVWapy6nzdIPcp1mRVOCieFk8Kp3nD6OnTnf35YpD1WNf6CSH9DFmdONmVI6gi2WPUEigaGGuzMLW7D9Bvd6BKay7or7bC4PC9uWVVrHjw4jYe3zfjD+sdlDmJZWXei9OXstcYCMDn+FBa354sj22nmyZxRDOxwmXPVUeyvScTsdvJDaVc0gmcDckfiZi7ZojC7nbx/sy9/yhkHwA2XmX6XR3vr+fU6cLrTwtTcnt7fgwQHfwnbRW+9g3RbBF81W8725ltY12QXU/2LaKwxcao6Dn3Hcr6KX8c30YdwyGpm5SfxbEFndlo1CieFk8JJ4VSvOL1Y0OkPn++W7ulB6oUzE9lXG4IAuLVuqux6BvrUAJ610qlBR/kg8gBjg07Tv2k6PqInMu9zgZnENCyla7v0P6xfULmplTQMMl5h4812AMwMTOPzov4A/NeNkbwfsx6XW+CHuL0sCEvBIrsRVDJrmq5Hcss43RJzgrJYUd2SMQFnWd1kKwBfViRRVesJNPn3wmHUuh3e+zZW+/BJo72AJ1TJoCOz+Gv+CKpkG/NDL/JfN0YB8OfidrxU1J49tSJfRh3hXOcf8Bf0SG6Zn5ps5b3IwywIP8TTJx9SOCmcFE4Kp3rF6fWIukFuf0/39HLfqcth6ExqztiiaKip4KC5OV2M1xhusNH30hiWJCyjscZE4pGHGRR3tU7q5mtOM401v+8Yd81pZtCmF+jULpOMshD6N0r3xq/6I43JGMJ3jddz2BbIaUs8okrmleCrFLrM+ApqymUXuyxNmOpfRLrTwjOZ9/NDs1V8U9WKOUFZt9V3a2lgc0U7Pm14os65a04zbxYN4d2Gu71r4XOL2zDY7xJ9fep++TjdgsJJ4aRwUjjVG053uyd1T8+kxh6YwcMpU7C5tcw6+yCj/M5xxdYQgA0tVjLzmscEMzKwigRDEUOvDvde++sOsMrsf1vdD1x8nBXJC1kVv4dlbb9hVvBB77lXSlozJHUELY5OxumWmF3YiSM2T+dc33QHc24M4o3MZPSCEwE3E7MGkCfpqJRd+KoEmus8m6PNNEYcsohOpaatz3UWlCaw1lz3Zd1aGrjVAZ7O78rc4jast5hopNYxpsEZdljDveUXhKUwL2uktx6nW2LInucUTgonhZPCqd5xuhvd04NU/8RU3mm5hmW5STyeeJRTtXEcKWsCwNTskTwT7dmo3NNiI063yLpmP92xnnczBpOclsyTeT0ASHHY2NduKbOv3s8Rm8zM9ElMy5zEZUctZtnG2Yoo0jMi4bwHtIjMeVuMt74l0Yc53GYdi8/35Pu0LrzWaDNFLn++rEjis4oOhItWni3ozHqLidXNV3gDUM4NTkMvOHgwu99tbUxx2Dhvt9PbL43mPgXsr25OqkPmu6IefJnXG/CEN8l1mdnXcgOZ9jAAcl21DG51WeGkcFI4KZzqHae70T09SOkEiTkXJ7Kn1RrybEFk20O4UuAZtb+M3cgzRx70elBP9rvMzBsD6lw/Kz+JWflJ9IvMYFTYBd6O3AXAR0UDyXJBr/Br7KxpzWfNVrK1+Xo+LumPRiXSs8E1AiOrODfjIzQqkTfDT3G6Ova29l3pv5ggXwsjt8ymna6EV4Mv0tOYztvFg9h0uj3HzE04avOkgzbLNiS3THddOTZJTalkqVPXB0WDeLdwCIJK5po9jFh9KSsrk6iy+7C9+QauOc0Eaa0srfR8Nf25QQYAP1Z1RCe4FE4KJ4WTwqnecbob3dN7UgO3TmdHe8/XSIlkIVDQ0+vC/Rxv50mDXCFZMQgadCoNklumRLIS8XNMqhLJwvzivrwSth+TSkO2S+Lzm33rrKved20gX8ZuJFA0cMbu4LI9kkf8SqmQrOhU6j9MMAYe08xFJf0otvmytskWXipKYtOV1qhEN+u6LyJBI3p9E57O78ozIXt5Ifs+Sq1GmgcVszTm4B3rTXHYOF5b16fC6Za44aplQdEQPm2031uv5JYZnTHcGxpF4aRwUjgpnOoDp/8Ve1Krm+zy/rvviemMzRjB3KZbvccCRYMXsqgSvB0g22lmuyUGu6ym19IX2V0bwMcl/flb+F6S05K919ukX5zbYtROOutzvfUaBC0tjk6m+eGHWWX292bZ/LWi1E6GB13AT2NDoxJxyGraxtwgKqSClhotbY88TorDBsDChsdJ1BrYmrCVk+1X/24HAIgUJT5L60OVXMuC0gQWlCZw0q5i0OFnaGO6QZpTYr3FxBarJx30rT8UhZPCSeGkcKovnHZYdb9bx691Tw9Sq8yBFP4M/9XWW5jW8ACjjFZaHX/ojuumtyQDesFJe1MuyOB0qzleEMtZewAAA66MotmBR4k1lhMoGjhukwgWjTydMYmDtl/qudJ9GXPbbEN2C3eM5xsqGhljNLM4eidDrw5nYcPjLI3fxORGJ5Bxs7zzEm5KRj6rjKoT2NEqOzhv9/hR7Km9PTFYsGjkQpeV+As+zA1OQ1TJvJE7nHmdNvKI/1XyXAFk2MOQ3J7Xu7ymgcJJ4aRwUjjVS07/TPf0cl/0G/Pp2/8aHzbaiUGl5aWiJDJrQlgUv5q/3BjBm402e0POS26ZMrkWg0pEQKBYcjC/cChLog9zzWlm5rX76R2cydzgNG95USXwdH5Xtp9oy5/6byZeW8KempacLY9iSqOjlLtMPBPoiR5c6DJ7v4R+q6m5PZkbsZ1pGQ/yduM1THvjObRjSzjWdi2fVUax6OuRtB9/iQ5+ucRrS+igK2FpZUfmBqcxIn0YX8avvq3uGy4zc/OT63zRlEoWPizrCkAX4zVGGa1IbplmPz5N7+6XFU4KJ4WTwqnecOorm//zwyLlXI0gVRPASWtjXm5wBVElUCJZGH3pEToG3+CjyGPeYIylkoXZecM5cTCRvv1SWNToEGa3HX/Bh2YHH+G5NvuYGZBX5z6SW+YvxR2pdBrQCBLbzrdmdIdzlDsMhGjNbMpoRWqvbxFVAuMyB7Guya46gRlvqUquxaTS8W11JBICE0yZABgEz3T9usvB/IJhgGcK/33cdgQENCqR5TUN+Ouu+3i89wFeCb5ap2232g/wWG4vJLeKlyO200SjqxPjq0qu5YTNT+GkcFI4KZzqDaf/FXtSj2SMZbDBySvBV3kirw+pDiuT0iahEyWmhRzwvoj3y+MJFo0si93Pe+O/40JpJBVyrTcS75OtjtzWAY7bJF4o6oJBdNDON5dpwQfIHv4l0xscZHSD84wOPMu7Hdd477GuyS6+rQ6l5ZFHuT9rsLeeUsnCT+YYRJXAVP8ipvkXECga8BP0NN80k5U1DWmmMbI05iBzwndx5lRTEtfO4v5rQ8l2mkmxRiEEOqhwGvisMspbr6gSvB1go8VA1vxEOvtdJ1FrqPOHIrll7kubqHBSOCmcFE71jtPd6J4epDYkbKdEsvB0fldOFUQTpRaQ3Sr2t1pPG63eWy5SU8GI9GGUShZGGa2cbL8ajUrAV6xlSOoIojTldeptfeJBQsRa/hyynx/TOpBRG4av4OSa08yY5S/w4sGJxKrNjDJ68rT0SBnH3OI2fJzej0Udl7Om8W5SHVZyXWbeKOnFl38d601INuDKKO9UPXvUYpKN2d58MO10Oj4YsZRH+xxiXZNdxGlMtDdcJ9DfQlOfYj44N/COHD7IGcSkt7cQryu+7ZyoEtiVuEnhpHBSOCmc6h2nu9E9vdy3MyUGm9GXZ49NQnaKHB344R3XXVMcNiplPT10Mi8UdWFDSltCQquJ9qugnf8NTKKN2YE55LrMRIg+bLQEIqGir08BT+eMpqVfIfNCLrPTqmFpSQ+Wxe5nSOoIdiRuJtdlZvzfXiLk4etsTfjFcic5LZnM4zGIdhUTxx5gZtBJDCoRk/BL5zxpd+J0ixwwJ5JS05Af4vayxarngjWGSzWRTAk7zPSDjzK67Xk+jDj9T7lIbplcl5W434RTOW6TKJONCieFk8JJ4VRvOP2vWO6bduphZu16hGntDnN1yOd37ABrzX6M3vosj+5/ggq5lixzMOcHfcrett8Tqjcz0f8MB8uactlRy9j5L5Hq9AR5lN0CoaKRpXFbmRdyGYClJT14teEW4rY9wfMxu0h1WOmzezZLX32PTc02A3i/nFY1XYcq3sKU8bt4JugkXfc+w2m7gYlZA7zrwpOPP0GRK4C5wWl8Hr2ZRZWekCkpNQ35W6PNLC3pwaGBH1JQ64/klqmQrN4sm3eS3e3iv2540jKnOGy8drMlklvm4eNTFU4KJ4WTwqlecVpQ2vyO5X6re3omVZEeT5G+9g/zn1RIVtKcOq46InjIt5CENTPJmrCIUsnCGyW9eDP8FFus/lyqbUR7Qw6nLfG8FnLltnpSHDauOsJYVdyZM+mxXBzyKRqVyA6rP+essd5rbjmt/VTTBpusYW5wGpNz+jI59BjVsp4firowNOQyWpWLXj5ZLK1MYl7IZZ7M68EDwcfppDNTKkkM3PscK/ss5rXs0exI3EypZCFp9QuINhWvjFvNI36ld3zeWwEcu+hslMsOr/VQutOicFI4KZwUTvWG0/UqG61alPxnz6TO2J2/2wE2WgyYZRuBooFJ22dw2epJZ7xw+DcA6FUiyQEX+MkSxBijmWb6QjpoS1l+pTPgMdncXytgdzuJ2/4EIYKL5tpi1jTezcp+X1Auu9CpNCzO78Pqa+15tsBznUYlEqcxMScoy2suujh6Jx9cH0Q7XQFxxjLeWzOaWE0p/oKKbkaPJc2XUUcY4CPhL/ggocI30MpVRwQ7Ejd7nymxw3XSp3xOtKacJiufokquBeCHmkBvmQVhKeQ6g2i14RkiRAPTb3TjpMJJ4aRwUjjVM07houGObH6re3qQ6qjT1Pn9hsvMnlqPWeRzhyfR6eiTADzdew/RunKGp07gqj2CnVYNb5Z2prfewT8uD2d+aXPW3exIuSwystlFDtrgpqzmqKUpakSe6bKXCLWJNlo9k3P6cry2MYdqY0hx2Pip6Wbmt95AoMZ6W/u2W3XEr5kOQKSxii/LehLvcxNDmwra6yx03vI826taA54vrtdutiR+51SaaYyc6ryUSsnzEq2ygyrZ7fVgb6+zsOu+d73WM3nOoDr3fcSvlKyxXyCqBL5odIwuCieFk8JJ4VQPOd2N7ulB6tealZ/E4JNPMXPZdF47M5ITAz+mT6znK+CloGs8E3id3qGZbClqzWCDk3khF9CoRM53WUa2NZhqh54vSnvzZvgpev+8d6gRXIgqwZtHJddl5ui5BEabLrG3IpFxa2aT6bQz/82HGeV37rY2ddKVkzr+UwD2pzRnuP8FBhmvMiHuHAtudsMYaqHG6bnZ0oqu7CxoTuqgRUhumXLJzvHKeACuu1ysqW7vrfebqkTGnX+C6Te60e3CeF4KuqZwUjgpnBRO9zynO+me35Py8/3FGQ48IUV0v7LR/7Ukt8d65sOI0xS6zCyp7FTHAS1u85NsGPxJHfPQ315/2ekgUaPhmF3ktDWeUqeJK9UR1Dh1tA4s4L3wk4gqgVVmf149P4qrPb8HPAEaxwSeYbDB6W1vleymscbEn4vb8deQ41TKLhqpTfS+OJa8/AYcGvihd23717K7nVhlJ07c2Nxuon8uM+9mC2YEnSJU/P01cIWTwknhpHCqD5z+R6z73njjDTp37oyvry+hoaGMGTOGtLS0OmVsNhszZ86kQYMGmEwmxo8fT3FxXfv43Nxchg8fjsFgIDQ0lJdeegmXy/XfaUodDb06HL1KJFg0cv/VB+t0gCVV4V4nM1ElMCHwJAD+gpZhvinMu9mCLVbPS18z6DMSNL/vaCaqBNpo9WhUIk3VZr7LTGK4/3l+bLKZv8evZ0LgSUamj+C+awMRcTOn9R7m3WwBeAI0vpUzjPN2O9NvdCNYNLLLksCSqnDG+p/BR6VleVV71pr9eKXxZoJCqvlT3sg6sbEkt8yAK6PQqTQEigZCRaO3A6Q6rGwvSMT/DyIfK5wUTgonhVN95fR7+m8NUgcOHGDmzJkcP36cXbt24XQ6GTx4MBbLL7lFnn/+eTZt2sTq1as5cOAABQUFjBs37pcHkSSGDx+Ow+Hg6NGjfPfdd3z77be8+uqr/+3G39L25lvq2PeDJ03y8poGDDFm0kA0ezcOe+gFSiULNyQn7bRqBvpeYrjBE5Wxo07rjUp8xCZ7r7mloVeHc9DmWYONUJu40GUlPfQCOpWGHnqBV7PGADAjch9DDCVM8y+oY4nzZNQh3i8axJ4D7Xgguz/t9Lk01RWxuqIzokrgzw0yGG+q5pItClFwsyJuHwN8JI7YZEZlDKVMrmVPi42A52ul24XxXHZ4NicTtQZ2tV5Oix+fuWPQR4WTwknhpHCqz5x+T/9Py303b94kNDSUAwcO0Lt3b6qqqggJCWHFihXcd999AFy9epXExESOHTtG165d2bZtGyNGjKCgoICwME92xkWLFvHnP/+ZmzdvotX+85H2Tst9v1bHMxMJM5mpXBSN65EyIk3V/C16Iy9l3cc3TVdSKmnYWtOGGYHn6LR2Dh8MX0qWI5TH/FOZmj2SNY13Ax4LmlDRUGeDb0FpAo8FnEECqmTRm+NlRPow78bh++XxjPVNuc2575ZueXS/X+6Zji8IS6lzfnJOXyL0VWTUhLK+6Q5eKOzA2+Gn67TjvN3OT9UdvD4Sv637bqRwUjgpnBRO/y5Od7vc9/80SGVmZtK0aVMuXrxIq1at2Lt3LwMGDKCiooKAgABvuZiYGGbPns3zzz/Pq6++ysaNGzl//rz3fHZ2NvHx8Zw9e5b27dvfdh+73Y7dbvf+Xl1dTVRUFCVpMTTw09xWvlSyYHW7eSz9QX5MWEma04dvb/Yi3+qPVpBY3WQrD+cM4uuY7TiRMKi0ON0STiRm5g5jWex+AOLXTmf/6Pe8U9Zbktwyzb+fyaWHP8YqOwkUDVRIVvIkgd3mFt6NzFtlf9t5nW4JARXNDzyOXKxn2sA92GQNkwNO0vjnjuN0S5hlO4GiAadb8sa7Wmv2Qy84WF7cjcUx27xfaNNvdOPThoe95c7b7ewwt+LPDTLqXK9wUjgpnBRO9YHThqIE/t519/+cn5Qsy8yePZsePXrQqlUrAIqKitBqtXUGKICwsDCKioq8ZW7NoH59/ta5O+mNN97A39/f+xMV5VnDTToymZN2523lg39eC93TYiOT0h+gh17g9cidqAWZy/kRtD4yhR/i9rKyJpo1NXGkOx0YBC0mlY6XI39JVLZp5Ic0/I0t/2eVUSQceJyGHQr5rCKBJ3NGUegyEygaWFXZmbG+v3x1JKclM7+0FYurIuukW77/2lA+qYznnc5ruDDhQ77cOYA+pqtEiL/MIh/NGUil7PH8HnF1tNcLvJdPIQGClQFBqSyrbuwtPzN0n7cDnLQ7Gbv9GayyFskt0/Lg4wonhZPCSeFUrzjVyne3P/V/PUjNnDmTS5cu8cMPP/zfVnHXevnll6mqqvL+5OV5IgIv7fINAYLjjteMyRjC4qpIHog8xWeVUfgLWp5rtIu13RexMWkRAA01FTTUVOArSFTJtRyyqcl3eUb0b6tDsbjViCqBd8obk+syc81p5quFI2nRsIhRkSmcr2mEv8ZGgaSlVLJQaPNnZtZEKiQrb5U1xU9r47WQK1yzhWJzu70boLJbIERdQ5nLhEnQ8+6oZfTQO+uke14Rt484jYml1cEMC7/k/doJFY3EqK001FTwWVof75rvry1+AgQHXwz6hn6mVESVwJpuXyicFE4KJ4VTveLUy1jX6O739H81SM2aNYvNmzezb98+GjVq5D0eHh6Ow+GgsrKyTvni4mLCw8O9ZX5r7Xfr91tlfiudToefn1+dH4BWWv3venSvaLyJUqcvqwo6sbGwLVbZyYaKDmyrac3fboyg6dIZ9NbXMNRg56w9nNeKe3G2NpZZpx7kiE3m29zuXLE3RHLLLM1IokjS0Vhj4tzchQwKTiXJkMnSmIMsiT7MjprW3HCpKbb5knYhmnFXJ3GhuhETQjxBF1cd60Km04+VJZ6EX+ub7uAB000W7BgDwNcFPbG6PZ35lZLWdTZEH/ErpZchnVn5SUhumfg105lw+VEO1iRwMWkFLbW3m7I20xhpIFpYV9ER8HQQhZPCSeGkcKpPnDZV3r61cyep76rUz3K73TzzzDP89NNP7N+/n7i4uDrnO3bsiEajYc+ePYwfPx6AtLQ0cnNz6datGwDdunXj9ddfp6SkhNDQUAB27dqFn58fLVq0+O80h6nXe/FVi92MSX2AMEMNP8Tt9Z4zCFrmBqcxLfAsaU4f3iztjp/axhDTJToZsmg6rASDoMXudjLMUMFwwwk0KpGqFj7Y3BoamSrZXtaKEcZs2oYV3OY9bnNrsLttdY5taLqF9Fgbydtm8+7Q1TTRSIAPfTukEiaaOXkwEWL380B2fxySyIFx7+J0+7C6ySZ0Kh+cbomfrrVhYpNzlEoWgkUjVtlBO62a/wrbw7S8oTRtmU/W6SiuGqsxh9husxp6q6wpfYxX0avc+IhOT6DLnAF8HrNV4aRwUjgpnOoNJ714+1LonfTfmknNnDmTZcuWsWLFCnx9fSkqKqKoqIjaWs+Uzt/fn6lTpzJnzhz27dvHmTNneOyxx+jWrRtdu3pG6cGDB9OiRQsefvhhLly4wI4dO3jllVeYOXMmOp3uv9Mc/hq5jc6HngKgwOzPazdb3lZmcsZEOukk9uY3o1bS0E6nY091S6/VyTtlrdld64tGJfJWWVPG+5/hH9dGsix2P3k1AXxW3pkFjTYzJmOINwbVM4HXqZSMzLrRl+cLejE3OI12Oh2iSqCZRg8amXxXAB1WPQ+A5FbxdtEQnhvliXP1eqONvBmznl47nmdlTZjXrPTDima83mYDK652YthrL5LtNDMufSyv3WxLsOhDhL6Kf8T/xDvjvsegduKjqruma3c7uW5rQButRKJWYHaDw4gqgdcbbVI4KZwUTgqnesXp6aBjt/G4k/5b1n0qleqOx7/55humTJkCeJx5X3jhBVauXIndbmfIkCEsXLiwzlLe9evXmTFjBvv378doNPLoo4/y5ptvolbf3cTu1yboW2lAkj6P53PGU1prpNqmI6XLytuusbud7Ks1MePAw6g0MlkDv8Ys2+jx7hxq2tnJGryEFwo78HLoIYJFI4UuM2lOPzQqF+dtMazJ70Cp2ciJzt8yNm1cncCK4Ami+IBvBd9Wh3LeEs28sEO03zuTpg1LmBp1CKNgp7W2lGi1ifUWE4N9ysl2SUw4/SRXui/z1pPtNLOgaAgBGiuvhB5lmyWSINFMO10l/T97ibee+NrrN/Hbe681+/FWxhDeaL6OAT7SbWUUTgonhZPCqb5w+h+JOOF2u+/4c2uAAtDr9Xz22WeUl5djsVhYt27dbXtNMTExbN26FavVys2bN3n33XfveoD6tc7ZHfzju0mctUfyXeP1VO8M59M2t3cAgAmZI+mgK+e5rrs51/8zsp1mJNxUN3eRNXgJ5+12mvoUo/l5A3BvbQxzLk+gqw6yakNo5l/irUul+mVcv+yoxe52UuD0fMX8fc9Y/NW1+As+ZA38mh2Jm7HKOm66/BhweBapDitf5ffC7HYy7vs59I3xxO+amtuTy45a8iQTVyrCaKwv4eXCfqwq7sRgg5NQ0cilZxfe1gFyXZ4UzgCVkoEdbb5jgI/ESbuTWflJPJ3flTMKJ4WTwknhVM84vVjQ6Y4sfqt7OsBse50WsUsFL58dw5wbg+g56SxZjlCs8u0WNT812UqoaGR2YA5pTjU7LAn4Cz7sHvY+TrfE/BvDGeebzuwbgzlog4mmEva0/waz205DXSXXzUFIkoDd7WJLwiYqJE9U4a/LenDd5fD6HnRqm8nUwBNek8yJWQOY5JvPFL8SVILMqqpOpBWEoUFFyuMf8/fwPQB80mgvf80dhYjMqIYXeSogn7+H72Fdk110PDORFwo73PZMTrdEvwPPMNQ/hQrJytGqJljcMk32PcZFWxQfRR7jk8ijdFQ4KZwUTgqnesbprYiTt11zJ93TAWafPHAfu091I/OhzymVLCyu6MA32/szI3kHc4Ky+Kwyil6GjN8NyGh3O2m+aSYhURVIsoryGwGEHBd58E/b6G7IYHVFF6pdeg5tbM+5GR/R9fTDJAYX833sHlocnsI/2m9giKGIJ3NGEK6vBuCVsP38vag/ARorg/0u0lxjoYHgg6gSKJEs3uCKn1TEMNCYyks54/m68Ro+LutKkNpCkiGTt/KS+Tp+LU9kjWN90x3kusz4qgQCf+MT4XRLPJozkGcjdvPUB8+w9sW3iVb7kOuqJVgUPblf3DLPFyaxdV8nhZPCSeGkcKo3nFQW3X9++vgJgafo1esSAIGCD8GaGt4cs5zzNY1IOPQIGwvbkuEI/d3rdSoN2aMWY9A4+aDlKgIbVvHKK9/xqN8VnG4Ru6zmi0bH+PrxT9CpNMxodpCPozfTZMt0TAYbZyxxmFQ6VsXv4cGg4yT5ZvFs7kjeizzM1MBjNNd4XvrDOQPIdpq9HWBpdTBJhkwi1SoWxq/mqewxDPa7SLHTj6aaWuwuz9KnTfL8N1pt8naAk3Yn5+123ilvzDfVUbTyLeDjwoHMmbmKI7WxzMrvSY7Ln/vSJnq9yR8MOq5wUjgpnBRO9Y7T3eieHqQ660V6+md4f9eqXIw3VXN/yElGNb3IqoTVLMzt+8/rCb6OFokTHVfQQPR4Z7fQ2Hgi+BAAR61Nidv6BE63yJLKdrzYcztnOq4i0aeA43bPF09Xvceb+kRKEwDW1LRlf20kB21wtSyUGreaGz873GlVEq00bm80ZH+tjU5aB4k+BYSKRv4rbjOBgg/bm2+p084Uh41KycB+awLnqqIRkTlZEcuFokiMgoM3Lg7j7ci9PLHncRroLV4Hu64KJ4WTwknhVE85/TPd04OU3e1kRX4XBlwZRYVcy7piz7ronB8eQ3areCxrlDcq7x+pl28ax2sbMyEzmdevjyA5LZl15njGHZnBg9n9mBOURXbyV/gKtfy4cCCplkiWVIWzpqgjk3c+RabTk2aksaYEdbVIyxXPkmy6xERTFVuq2lFR7McVewR7rbGcskUx0HADg6DFLNvof3gWANNyBzPFr4RFlQ154uQjPJwzgFyXuU47D1mbEqupJN0ajtmlY0V+F1Y32cqS9ktxukVSe3yPv+DD+eSPOXsoAadbolSyKJwUTgonhVO95HQ3uqf3pJJ+epa/tN7P3uoWzA87jIRn9K+QrJgEHVa3A3/Bh6m5PVkSffh3Az463RIyMo/mDKHS7sPKpqvRqdTY3S40KsHrkNb74ljCjdV8G7uNdoefYGDjdNQqiQ8iTiDjwTghM5nXY9bTRKPmydwBLI05SKHLzMycsQgqN/OiNrG0ohtvhZ1naXUw806P5GzfhYioMAl6mi2dQZfeqXwYtYXAn9eKf91OjUrkiE1m8t5pJCVm8ZfIbbTWapBx1wnymOcMYnZgDi8VtefEzVhejN+hcFI4KZwUTvWG0+PqrLvak/rv233XI33QdDVJRiPz0+PosKszT47Yybq8doyLOs9VcwTJQSnUyHoCNFZ+qAnkYHUCcT436WO8WsdD+7LDRYlk4u+NNhGn1rO8JpZDlc3w1dh4L/wkI9KHYdLYWddiGevMTTEIWp5rs4/LloacKY3ifX05yzK7cKHLSsJ8qolRq/i4ojnRPhWAJ4GZTdLQs8E1Wmp9eCvsPACx2lJe6rDTO63eadUwd8xaOuuvE/zz+vBJuxOrrKOVtoYnssYxJ2oHh82J6G9oadWlgAmrZ/PO2O9ZlNeHDQnr0ak0jDdVk+sqYHlNDO+En+Ny0FFaan0UTgonhZPCqd5wWnWz4R//D/5n3dPLfaGizJ5akYqLwbw9/nt+yO5IaUoo6/LacfBAa5xukVhNKckBF4jSlLGw4XGGmC7TQLDXqcdfcDJ97xT+nj8cjUrk3SuDOFEQw4sh+2lz/GHiTaW098vjukvDx6n9AJgZkMfChscJ8bEQpSlnV8evANiT0Zwa2YXsFmhjyAU8IVC2JmxlZ1EibU9O8t43RLDS35j+q+cx08cnyxvv6ozdwYNHpxEiekKQrG+6g9mX7scs6UidtpBuxgxGDTiB5BbY3nwLTrdEk5VPMbuwEwaViihNGUdsMmEKJ4WTwknhVM84NVRXcDe6p5f7zl0ORe8rEiTAsuqW2GUNQ0yXaPeb8ErfVofyj23jOHHfewSLRvbUinxT3IvvYvbWma5Kbpkcl5V8ycQJa2Mm+V1gszmBJVk9ONVhlbdcutPiDRx5zWkmWu1DtstGI1FDuewgTPRhZNoo3G4VnzT5kfkFw1gac5DtVh1/Sx/JkhbfI+AmUVvXZPO3WmX2p7W20FtuVn4Sezd25MqMhbeVtbudFEt2otUm5t1s4c24+W11KH18snCiUjgpnBROCqd6w+lfkvTw36Vfh0V6uqw/i6K3o1GJJO6eTnKLy8T73PQ6r5llG5OvjebjuLUECWqWVTfGV7Sx4WY7vo3dVif8vFm28Xz+AN6O3EWHnc+i87Vztef33mCK4ElY9lL+UCwuLavi9zArPwmA0zejWJS4nB3mVpS7jAzwvUx3fQ0mQY/d7QmkuMPqT6VkYGd5KxyyyNexW/BRaXEheeNj/VrvlDemuyGDHnpPR72VaMwk6Lzru2bZxgm7ka2VbVELMkFqC6VOE60NeTziV+qta3JOX4WTwknhpHCqN5zGqEr+dwxSeTo7Iw/MJGXAQvqcewSXJDI0JtW7rjr06nAAbC4NOtFF9+As0sxhJJiK8Vdbud/3EhG/yWwZt+0JcAocTX6fYNGH0ekj2ZqwlRLJQte9z7Cr78cI4E2/XOgy89bNvnwY4Ql9/1JRe9bv7Mqb45Yz3uRxopt3swXdjBkMNjhZUJrAtMCzJK15gaWjF7KxqoO3vb9WiWTBpNLU6agTswZQYTfwcMNj3O9byPiMUfzQ5Cdsbolg0UiJZMHhdmP8jXPdZUetwknhpHBSONUbTqJV/79jkPrC2ZSlGUkc6/w1eS6Zh1Ie42ynH71lLztqkVDd0at7bnEbnmpw9Lb0ywADrnjMQ6fm9iRAY6WtMZf7TAWkOEQ2V7cjx9rAm8YZYE+tyAlLE5KMmRhVDs7YYkk2plIgGeihFzhog+nfPc2yKR9icWtJ0jk5bNPfFpDylpZWB/OP9RNYNGExAUIti2/2QVS5uWEN4JXoTehVEu8WDubPETvIcIYwZ+tkUsZ/yGZLBF/k9mZfyw116nunvLHCSeGkcFI41RtO/yMBZuubzLINjUrC5RI569CTqDUQaKjFKjs4bpNITkvG4lZjlTUkpyWzxaqn+VczmJrbk8k5fVmd2gHDz5Hdz9jrxtN6Pf4nmqx8irca7iBWX0a5ZKJQcvBx4UDmh16kk38OAPddG0ihy8wAH4lvtvanRvbh06IBfLR+BE5UWGTP+vOF2hj8k0qwuLX01nu8ye/UAc7YHQy9OhyrrOPkQ+/xxN7HuW/bLBY2PIKAmwCtFaus4+uynrwYsZOWWh/GGM1kTViERiVSJpl4LOoIn1V6gjqmOy0KJ4WTwknhVC853Y3u6ZlU29UvcLbnBoakjiDWt4ybNhOrG++g98X76BeewbyQC4zPHMbqJlvJdtn4orQXm9JbI0kCx/p8CsBXFR3oZMhiY0UHPoo8dke7/1/LLNuYkj2C5fHbkNxupuUOxkd08mTofv5+fRSbm21jVn4Skxoco0wykWaP4KWgayyuiuRUdRwxPmW8Enz1d59tYtYAVsbt8raj0GUmWPRBoxK94VZuHf+krDsLwlIAGJc5iMVx63ko/X5+SliHjIxJ0LOgNIGfcttyqsMqhZPCSeGkcKo3nGSL9j9/uW/MrimsbXWY+NVPcXzcewCE/rzueSsOVaHLzHWXDz9VdeStsPOYZRsFksTc3NEIKjcVdgPRxgqWRB/GLNuYV9KNd8LP/eH9SyQLR21h5DsDud/3KjIeX4Mq2cFbJb2YFXyQVdXtidGWMsxYgEnlSTg2KHUkANubb/C+zPN2O0dqmzAzIA+AJstnkPnQ5957jcoYysam229rwwuFHZgXdtTryFciWdCpBMZdvZ/p0QeolIxM8y9Acss8lDOQH+L2KpwUTgonhVO94fSAcOM/35l3VvgeQMegbhcwqTSctOspE838H/b+OzyqMv//xx9zpmZm0gtJSCcQeu+9d6mKoBQRRGmKbV15u7ruIvYuiLiIIm1p0nvvvYQSEkghIT1kUmYm086Z3x8jIyFY9v35va9vcM/zunJJTrnPPY+5433u1/0qh6wNEBEwizpCVJXMOzSMm48sAjzR2dOvD2Nd0mq2WGLYUNiGCF25t02LqOWc3YGIokZJ5vklSURqTDzlV0SuM5CZATnY3Rpan3yKxa1+pIvOwOCAS/Q7NguxXMPWQZ9TKErMzO3NxLBjLEpcRT21kXutrGPPTGVK4+NMye7KS+F7WD76K8DzdrTbqubTuHVAdZu0p9aMQOsjzzK7+UHqqMsIUwr09JHuSbPi+UxKhcBLkbsAtcxJ5iRzkjnVGk4VlfwhPdR7UibRQL39k8m1BtD+9GRsbjUahcS5yjh0CifL0tpTT1PE0n7/QqkQEN2Sd8NRUCjwU9poEXCb9oZ0zJKNSw4NXfxuoFZITDr7dI3n+SptzDs3hBanx2EQ7DQ+Pp5x6YPpGp3BpBNT6HNtGB20FkSzmue6HkCtkGigNrA87iA6wflA2Hs7fk1rnyyWxBxFrZCIVVVhlmyctjvRCU7U9xVDXlAWzbKy9vT0u45KLaIVnBgEOza3mtN25z1srFy02+l1dTilolHmJHOSOcmcahWnZLudP6KH2tx3/moYyx090AoudIKTYX4XSVQJvF3cnqvlEZTZfDjafANPZPbivegt1FXqq9l07W4nDTfN5Ov+P6AX7JyvimNOYBbZLjMhPy+PRSDqHu+aydndeCNiBzPTH0d0C7wcu5vDlUk43UpmhxwhRmXkM1Mco3yveO+53zvHJFp5JmsY6+rt9R6bkduROpoKBvheJlZVxSJTB/bmJ7Gr6Upvzi/wVLrMchnZXdGMeWGXMYlW1AqBMsnFmormvBSUQc8rI/ig/lrOV8UhIjDQkMKiO91kTjInmZPMqdZwOlYcxSvtjv2596RMaQn0TB3HqLhLvBZ8lQVl9ciyhdBMf5vBhpu8mDOMFXF7eSx9AEa1nc+jdtYozFUkWggUdEzI6sePcXuQkJiQOZBX6u7kg9uDOHclgczhi73XmyUbPgoNZredFIeGJ7bPoHWLdNbV28uYjD58FbuZeYU9+TDiOOPSB6MSJH6M31kjGG5uYXPGBp72up7eTTp5dyPUJFqZnDGSJyJOVrNzj745iPWJO7C7XegFDQvKoqmvKaC/3olVcvBiXg/a+N4CYLJfjre91mcflznJnGROMqdaw2m04hZhSbf+3C7oAOUZgSzb2osnM/sz2HiVrdebcdsRxCZzEo2MBQxJfQSTXU+aKYwFpuoljp1ukSfTxpLidNLcN5e/FrSj0fpZrEnYh+QWCNdVsmvwp9XuMQo6lAoBf8GHjjolN0Z+zfwYT2zEu9Gb2GmJ5dmQwwxPHcG0yMM098utMQCskgOzqGW1qb332F/y+pHm9LiZpjktzMweQqegDJxuFXbpl/urXGqUCk+Z6AVl0cwMyKG/3smc/LYsKa/PnLB9GAQ7p8oTeDGvs8xJ5iRzkjnVSk6v53fgj+ihnqQeuT6I9DGLSHvqa36M38nMm2PZ0/VLTC499bUFDPC9zF9jd/BWwhbah92ixGnkYJUncO2t4iZISHQIziJAcJFZFUJr4y16tL/GkvJwvinqifCzzfbXZBKtvFXcgiil50sak/w09TRFNNF4CoIN1Nsf6M6pVCgYEHCZ9sYMel0dDsCiqCOkO4MBmHlzLItjd9BIl4voViDiMfweswuUVunpdXU4aoXAR4cHcczmqW6pVoh8e6MzjTR6nvS9Qwf/DMYFn/DauWVOMieZk8ypNnF6NOj0r/b9Xj3Uk9S/G2xio8XI5Oxu3HS6kNwK4tVGwtSVdNXZCFLaqKM009NH4ovIM+zObMia0vZM2vsMR4vrYXO7OG+KZllZW07lxzBYn4NKITHFv4ClMUeYFXoQp1skxWEFPDbidOcvhb4sbonDhYk48QS9heitBAm23y2LrFWoGaK3McJg9kaoT83pwQtHx5G0dDo9Qm9gFHQMM1iZ6FfCnMAsALIcIaxp9h0qwROLofR18tTJpymXqpgRfAStSqTBoUkAnKmI54YjnFzRypaG62ROMieZk8ypVnFKd4b9Zj/u6qHek9p/OQq73pe1d9pzbmlz/v7yD/T2KcUo6DBLNqbeGsy5Y0m06pzGmoR9WCUHT2UNqmaDtbudPH5zKH+P2cwnBf3wUTr5JuoEYzL6EKix8s+IvXRe/Qo3n/ya2y4z8wv78mXk8WobnFbJwfiMIayqt53nc7vzceQBb3zA/TJLNpxuiZdyB7A05ghmyYZR0HmrVNrdTrQKNWqFErvbySZLCK+fHsX5ngu9m5N3YxPuFkPbYQ3kpd1P0r7lDTSCi2Wxh73Pm1fSkEG+ydwRDTInmZPMSeZUazj9V2RB/+hMF7ZWdMBk9eHLpqvYYGrL1fIIdjbcRrlUxaT0EXwRvx74xYMl22WmVFSTbK/rzVY88PoQVIKESiGxsf4u73W+CoEvStsyOfA0X5Z048PwCzyR6anXsjL+gLc/rxW2pLk+hyd979To69zC5rwVdo515nBW5ben0OzL4Oir5NkC+Db6GM1Pj+OFpANM8S/wVqxcmdWOPS2W0fbwdIYkXWFbalPEYh2d211nedxBsl3mah45A68PYU7MXtbfacu30cc4WCVgcWsYorcBsKisLmvz2sicZE4yJ5lTreHUTbT++XP36QU7/05axY/Nv6ejFh4JuMgTkacA8Bd82Fh/F5WSkslpT9D89Dgm3upOsagh2V6XzcUtve3YRRXjI07ydOQR9lUpmVfSkBiVEb2gZkduY0pFNQP9Pek9fozbx7TwQ9X68X6diw8cAF+aYll1tgMd33mB/aZGdAzKZG/LHyh3+TA62JOReFmL7ykXPR49zbT5dNOn0T4sm2eyhhJX5w7N9LdpFpWL20dkYtgxADKcfiSueo5yqQqA56IPcdYaz8Kow6yoDGbKpmk0VP9SLkDmJHOSOcmcaiun39NDnXFiSVZXfIwnvW8cvoKNctEA/ALA5lZicWjoWjeTdyMO4C/40EZbQhPtdkS3CqVC4MW4PeQ5A/nnlcE8lXSS06Y48gPOEqL0QadyAXiTLSoVArGqCkyiUMNd9H4NMF7jC0Mvnp21HV+ljTe3PUZ651BOZMcxr/NRQMd1RziJ2gIAyiQNCSoHL4ft86bZ73NtGD80WMmp8Ej6+NiJ3/QcQ9pe4ua4RYAPqysD6au/TX+fUpIdUCnqmDNgB3ckLR/ndmRh3ZN8ndkD4g/JnGROMieZU63h9G5eWyDjN/sID7m5z5SWgJ/vLwW3Xs7vyBeRZ2pcPyO3Iz6CgzfrHPPaTZ/Pa8eHEcfRKtR0ujSaWQkHGWssZmFZPJWijqY+OXTTlTC/uEuNXFlLysNppsupkZbkQbo36aLTLSL87Alz99iMnwe00y3yYl5nxgcf57ojgqf8imrcf7eNWbld+SbqBE63SKtTE1nYcgVxKjPLytpW89a5/16Zk8xJ5iRzqi2cTBUuQpKy/tzmvnsloODTiFPe3+cWNqdItAAwM/QA4dpy1CiZkdsR0e3xphEQmJXbgRMt1jPWWAzAjIBM5oakMsxgJVCpZ36ds957wOMaOsBwk0pJx+rKwAf2ZX5JEulOM8/e7gR4NhsbHZvAh3cas94SyF8L22ASPR45C+ueBEDC035HnZIJvgXetu4dAJ+UJpDmdPBN1AnvZ77ScQXddfBBYR9mB13g+bx23r7e/4cic5I5yZxkTrWZ04P00E9S6U4z26w6Jmf3ZHJ2T+aXJHGwSmBs4Gn8f64YmeMKYNPtFjRf9QLNDTn0TxkBeMDbJRXrzX402D+Fx9IHMPyGp1Lml6ZYAGbc7l7tnjH+ZwlVatlX0YTOPjkP7NNIvwtcd4ZgVNpJOvQ0TrdI5+hMknT5dNbl8mTgSfSCmi7Jo/i+Iow3ipox+sYwonWlzC9JYl5JUwB2WrU8n9eOL02xLC6PpIfhOpsqWrKsIgTwuIWmOKx8ZopjUOAlHk0dQ5Hd19tXmZPMSeYkc3oYOP2WHupJKtNpJlc04ivYWBS9l+OZCTzufw69YKe5Rud14xyotxOgq+Lk2I+4Yoki50xdrjqqUKGkZ8B1RhsreLTpBRySihuFoQCkWCOYlduBb6OP8VxALnPjt7GorC5PXPR8qQ198mrkvNpX5UkZ0kijJ1RZSWN9Hq+03INR0DEp7ChvXxtClMpIlMrFyLTh5OUEE62+Q1Of26xO/InvrnXCX2XlrdBrmCUbz599HLukYuG17nyR0otGaihy+pJp98QXLI05QiONniClmVxnEPnlflzcl4Tkrp71MV3mJHOSOcmcaimn39NDPUmdtMWQ4wymsdqCWqFEqZS47gx5oC12a4MdhCgNJOkLGNz/DBftUUzL6U5H3S2SHTb+GnKcD+PWM7rBRQAmBh9DKzjJd5nJd5n5/HY/jpbVp+KOgUrJ5d0MvVfTNj3jXcq216ppo7tFgNKzbD5Q2ZiPmq4DYMatYXyfuJaLg75gfWk7xvqaMAo6pjY5xpKbnTlnd2AUdKR1X8aTIScI9rVwqcOP6AUN7YyZJOoKq2UU7qnP4qOfhjMk/iqPDjtao4T1sao4mZPMSeYkc6qVnH5PD7XjxOdnO3JTiCNCU85rwTewu5043SJGQecNOrtXVsnBxMzBuCQlaxO343SLaBUqmh6fxLONj5BiieDv4Xt4LXcwS2IOMCmrLwGaKnwEB9vSm3C1yw/exIkPklmyYXWL/C2/r9cue1cm0Yrfz3m1TKLHnvx9RRg6hZOxvibsbic2t4v5xZ3YurYznYdf4q2IXUT87KGjVAjMK2lIucuzsXr0ww6EPpdFgMaKTVSTZ/anQ2gW74WfwekWUSoU3s+/pDycy9YomZPMSeYkc6o1nOxm5Z8/TmrxzW60M2YyJeAiX5pi0SrUjEx9DIBJWQO47fKkCMl0mvmwtB4TMwfTI+gGoToz80qaoxc0KBUCKV1+ZGdhE76qe5QIlZHXI3Zyzg7FNiPxPsUM8L9M4/AClArhVwcAeJI7WiQ3V0sjqh23Sg4mpI9mXklTNlqMdD75LAAOtwqbW81tl5lx6YN5PO1R5oaeYO9zH3DNVIe/5Q1itTmUvxS0pfvlkQzzu8jbYaf4MPwC785bzJUrsQwPvsiahH18lbQKEYFZuV1pcXgajdbP8kaJf5XWU+Ykc5I5yZxqJaff00O9klpxoQljw+1YJQcn7D708RHJdJopl9S01Gq915eIFm46dbTTKuifMsJbHXJflZItZa2I05UQoLRypKwBS2KOArDe7McgfQnzituy63ZDnKKS5ParqvVjo8XICIO52rHBqYNZkbjugTEKmy16KiUf3jgwmiYNc9jaYAcHqwS2lLXk44jzAMTvmErmoH8x6mY/egWnMdh4lRyXHwfMjdhxuzFzG+xghMGzxP/k5yhzgH4pjzAndg89dGXssobx6olHSe37LWqFks0WPcMMVpmTzEnmJHOqNZzOdPjmz1+qY7DBE9GsFzT08RGZX5LEsrL2FIieD5ztMvOlKZZ1lQ3oqFOiVAiMiLhE/M6pDE4dzKWqWOaGHaLE6cu6gjZ8ErWHYTcGcrBK4EhlA/SChgY+BcxIPMzSFj94n/tWcRNWVAZzsKIh/VIeoUvyKK46PH3ZnrSdMknCKjnYadXydnFj733DDFZaa3OY2OkYWxvsAKCnj8QNc5g3OvuZdkdIc1owqu30NaRwR9IiomB20GnulBppoSngqqOKQlHN+mRPav8mJ55kT6Mt9NCV0Td5PO9cH8TL7fZ4a78MM1hlTjInmZPMqVZy+j091CupktQ4jquM7DC1YNuZFkQmlHC42TqUCgGzZGNxWWO6GlJpo1F6ffIXldXFV2ljjLGoWgGvPFHBd3e6MD/8FG1OPcXbTbcw2ljxwOeLbokmxybhKNYzsP0lPo08wnM5vVkac4Qi0UKH7XPYPuBzGqg9SRyr3A58FJ6le5rTwsKSHpQ69CyLPcxpu5PN5a2ZF3bZa7MWEHAi8pe83nwTdYJkh40Vpo5IbgVPBp7k88K+LI054rUjT8jq483V9f6d+qxIb0tiUAlr6+3C7nahVajYWaWXOcmcZE4yp1rDaUnYjj8UzPtQT1L7L0fx98LHWZm0ghxRy+7KZvT3vcz6snZkWoJp4puPv8pKQ20+A/V2wPOFCwoF/oIPH5bWA+D71I70i0vlldCD1Uox/5bGZvbmnajN+AoKwpS/1HQR3RKPZ/Tn7egtNNH4eK9VKSSWxx30XpMvWolSGZmV2wGnWyBaZ6LEacQhqVApRKJ1pbwalM7BKoEi0ZeePnkA+Asa74Zr4oHJfNVhpfezAXxfEUaQ0kxLbRExKiPP57VjUvAxXrn5mMxJ5iRzkjnVGk4BVfo/5DjxUOfuk1D87M5oJEIFAcI5AgQodRhwiCraGjIocAZw3R5BgcvKO5tH06nbVY5cSeLioC8ocfoyOuAMk9ons7KiCc9njcQmqhkTcdab9uN+PZHZi55BqfQOuk49tRGTaGVo2iDv8lipEFhXby/gGQBpTgsuScBfW+VtQ6kQvIPt0aAzCAoJDSJNNU4KRRc3nMEcqGxEuVRFolokVlVBmNLITqsWh1tJPfUdmmh8WN7pX0y//CS2xlupEHVsLGpFvsWPFxL2e2MkXG4losxJ5iRzkjnVMk4V/HZdq7t6qPekJLdAn2vDsLudXLTbaaA2cKQqgn0pDVmbuJ0hehstddlEqk0EKc3cGP81y2IPkxBfiOR201yfw46KFpyxB9NZf4MNiXvY0mArbx8Y8cDn3S0oVk9TSENtHtkuM4FKvXcAHLNJjLrZjyZfzmCjxeiJFFcbWJWwiza+twA4aavu0fLPzKF00DrRKVwYBR0iCnQKJ831OUhuN1EqI6FKFW3OjSHdEcYLR56gQDSS5rTQXCNSlu/Hl7d6Y5W0CAo3/27yA2N9TfRLeQTRLbGw7kmZk8xJ5iRzqpWc/oge6klq+sUnyMwLoVxy8K+S7jjdImqFC5XW5b0mWuXku9tdqae+w5z8tiQ7bOSUBLDA1Jonfe/wVug1huhtLL/T2Zss8eawRd77J97qzjm7A4B6aiOfxWylp87J0xueY9rNxwHPEt3pFmmrFXknZhNDxxwnyxHCJxl9AVArlBQ5/RiT0Yenzj5V7cvZ3WgjlZKDdeVtAWigNtDTR+JJ3zteD5w8UWRs/DlmBuRwc8BiggUrB631USuUNGuUzeN1z2KVtKyrt5cYlRGr5GBd0hqUCgHRLTH53FMyJ5mTzEnmVOs4/RE91JPU4fY/0jQ2D9HtZtvlZmS7qtAoRIYnJfNGURuez2vH1IzRzI7Zx9AdL/BCyEEaqdXs77yQOUEXve08e7sTn0ac8kK7H94rNx/z/vtv+X3Jdll5fchGRkV43Cs/vtOBCw6JSw740dSReWHn+PJCL96pvxHAk/vK7zx3bAbOd17iHcR3nxWiNPBW6EVm5HbkmE1icXmk93nP5HQhXqXjmjmSydndUCoEWmq1XLHUxekW+S5hPRvyWzEt4BpWyUHDoxN4u7g96yrjve2f67RE5iRzkjnJnGodpz+ih9pxwpSWwBZCUStcNNEU0ETjQ4lo4ZLDj90VzRgXcIqL9mhskprxfumsrExgmn9ejfbO2R3MzRjF1oabarhFim6JqTk9WBpzpNrxEtGC7efl7kaLx/UyXm1kaNogfqy3HotbQqdQEKI0cNVRRaJaVS3C/Pm8djwRdJKOul+ed9FuJ1Yl0vfiUxxvvQKtQs2c/LZsOtUaY4SZthE5vB25gxiVkYt2O800ag7a1IQrzYQqJbZb4tELdgboC7wp/+9qRWWwzEnmJHOSOdUaTv8V5eNNaQmU+VjZb01ge0kz1iTsAzzL21P2QK9XSfsLj9Ej4iYVLh3fRJ2gSLSQ4fTYV7vofnsxedImsrK0I38JO0CUykjrs4/zXbNl3mA8k2il9dY5PNf1AK18suiqs3DC7sN7WYPZ02gLA1KG8nLsLrrqLJRIDmxuBQ3Uht985v06Z3ewuLgHY4JPk+sMZGlOF7RKF3qVgyGhl+mpv8k+awM+XTWCpD7pBGqtVDq1P2+QepTtMsucZE4yJ5lTreH0XdjuP39apH1WFf6Ckt76DM6drs+AlKFss+oIVOoZqLczt7A5z97uRPuwbDZca4nF5fnilpc344nD05iwY/pvtj/qZj+W3+lMtK6U/dY4AMYnnMHi9rxxZDrNPJM1jL6tr3KhIpqDlY0wu52sLumIWvBsQO5qtJUrtmjMbiefFPfkL1mjALjtMtPr6nBvO/fagdOcFqZkd/X+HiQ4+GudPXTXOUizRfCvBivY2XAbGxL3MMW/gHpqI2cq4tG1KeVfCRtYGnMEh6RiVm4Hns9rx26rWuYkc5I5yZxqFadX8tr+5ue7q4d6knr53BgOVIUiAG6Nm3K7jr4+lYDHVjol6DifRh5iZNBZetdPw0fpycz7QuBNYuuW0LFl2m+2LyjcVIlq+hmusbm4JQAzA1P5uqA3AP9z+xE+id2Iyy2wOn4/8+skY5HcCAqJdfU3IrolnG6Rl4IyWFnRhBEB51mbuB2Ab00dKK/yJJr8R/4gqtwO73PrqXz4Mmo/4ElV0u/YLP6WO5Ryyca8sMv8z+1hALxW2JJXC1qxr0rJt9HHuNBuNf6CDtEt8VPidj6OPMr88CPMOP2kzEnmJHOSOdUqTu9EVE9y+2v6j8x9X3/9NV9//TVZWVkANGnShDfffJNBgwYBYLPZePnll1m9ejV2u50BAwawcOFC6tSp420jOzub6dOnc+DAAYxGI5MmTeLdd99FpfrjIVt3zX1nrtZBa1RxzhZNXbWJw+aGtDekM0Rvo+eVESxJWk49tZFGxybQL/56tdLN6U4z9dS/HhiX7jTTb8vLtG15kxt3QukdlebNX/VbGnFjAD/U28hRWyBnLQkoFRJvhFwn32XGV1BRKrnYY0lkin8BaU4Ls28+zuoGa1ha3pSXgjJqtHfXNLDV1JKv6p6qdi7daea9ggF8VHev1xY+t7A5/f2u0NOn+puP0y3InGROMieZU63h9Ef3pP6jlVRUVBTvvfce586d4+zZs/Tu3Zvhw4dz9epVAF588UW2bNnC2rVrOXToEHl5eYwaNcp7vyiKDBkyBIfDwfHjx/nhhx/4/vvvefPNN/+Tbng18tB0JiQ/hc2tYdb5Jxjmd4FrtroAbGq8ipnpHhfMyMBykvQFDLw+xHvvvQNgjdm/RttjLz/NysELWZOwj+UtljIr5LD33BtFzRiQMpTGx8fjdIvMyW/LMZtncG6sv4uXbvfj3ZuD0QlOBNyMyehDjqilTHLhqxBoqPVsjjZQG3BISrQKFS18bjG/JIn15upf1l3TwN0BMCO3I3MLm7PRYiRKpWVE8Dl2WcO918+vk8zbGY9423G6RQbse0HmJHOSOcmcah2nP6L/Z8eJoKAgPvzwQx599FFCQ0NZuXIljz76KADXr1+nUaNGnDhxgo4dO7Jjxw6GDh1KXl6ed3W1aNEiXnvtNYqLi9Fofj3N/L26u5KaeOBxxsde5O2bw3ikbjK+go2dxU3ZWH8Xj6b3ZXLEUYbobQB8Zopjmn/aA1PZt7/wGCF6C3X15XwbfYxkh40EFfRNHs/HDdfwPzdHoVaKfFZvDbEqBWNujCIlNQqf2youTf+Svxa0I8GnmJkB1cs119s3GY3Oxbp2i0l3BnPOGo9aITLO/yyfF/eit38KXXWFhNyTtmSbVceKwk7eXFd3leywIbkVXHeE43ArOW+J46mgY8zPHYzJrmdPoy2MzezNB9GbiVEZef9OfV4LvkG608wHhf0YE3xa5iRzkjnJnGoNp+ma1P9bxwlRFFm9ejUWi4VOnTpx7tw5nE4nffv29V7TsGFDYmJiOHHCY3s8ceIEzZo1q2b+GzBgABUVFd7V2INkt9upqKio9gOgFUReujyGfU3XkWMLItMeyrU8z6z9bdxmZh97whtBPd7vKjNv96nW7qzcDszK7UCvyBsMq3OJDyL3APB5QV8yXNAtPJ3dlc1Y0GAV2xtu5Iui3qgVSroGpxMYWc6F6Z+jVih5L/wMZyviavT7Wu/FBPlaeGTbHFpqi3gz5DJdDWl8UNiPLWdbccKcyHGbpxy0WbIhuiU6a0uxiSpKREu1tj4t6MdH+QMQFBLp9jrE6UpYVdaBcrsPOxtuIt1pJkhjZVmZ563pteAbAPy7vA1awSVzkjnJnGROtY7TH9F/vJK6fPkynTp1wmazYTQaWblyJYMHD2blypVMnjwZu91e7fr27dvTq1cv3n//faZNm8atW7fYtWuX97zVasVgMLB9+3bv3tb9+vvf/87bb79d43jf7c+yq5XHrbNItBAo6Oh26XFOtvSUQTaJVvSCGq1CjeiWKBKtRPyck6pItDCvsCdv1DmIUaEm0yXydXHPanbVR9P78m3cZgKVes7ZHVy1RzLRrwSTaEWrUP1mgTHwuGYuKupFoc2X9YnbeLWgA1uuNUOhdLOh8yKS1EpvbMKM3I7MDt3Py5mPUmI10DCokGWxhx/YbrLDxsmq6jEVTrfIbVcV8wsG8FXUQW+7olti+I0h3tQoMieZk8xJ5lQbOP2f7EkBJCUlcfHiRU6dOsX06dOZNGkS165d+0+b+Y/0+uuvU15e7v3JyfEsW9cm7vFe0/PUs4y8MZS59bd7jwUq9V7ISoXgHQCZTjM7LbHYJRXdlr3C3qoAvijqzd/D9zM4dbD3fpv4S3BbrMpJO122t129oKHx8fE0PDqBNWZ/b5XNexWtcjIk6BJ+ahtqhRKHpKJF7G2iQ000UWtocexpkh2e5f7CuidppNGzPWk7p1ut/dUBABCpFFmQ2oNyqYr5JUnML0nitF1Bv6OzaW68TapTZKPFyDarpxz03T8UmZPMSeYkc6otnHZZtb/axr36jycpjUZDYmIibdq04d1336VFixZ8/vnnhIeH43A4KCsrq3Z9YWEh4eGeJW54eDiFhYU1zt8992vSarX4+flV+wFYYw4k/2f4bzbbxrS6hxhmsNL05JM8kdnrV9uTAJ3gpJUxGyRwulWczIvjvD0AgD7XhtHg0CTiDKUEKvWctImEKA3MuDGOw7Zf2rnWeTlzm+9AcgsPzOcbpjQwwmBmccxuBl4fwsK6J1mWsIXxUaeQcLOi3RKKRQMLyqKrJXa0Sg4u2j1xFPuqahYGC1EauNR+Ff6CD3NDUlEqJN7NHsLbbTcz0f86Oa4AbtjrILo9X++KymCZk8xJ5iRzqpWcfk//z3FSkiRht9tp06YNarWaffv2ec+lpqaSnZ1Np06dAOjUqROXL1+mqOiXNPN79uzBz8+Pxo0b12j79/TOrpHMzRtEuVTFaGMJ+ysaMzRtEDvbfoOgcFd7e/Aspy2YJRsRSg3ttLmcqYgndcrXtNTmEeFXwVlrAtuTtrOv8WZSui/lq7qnmJHbkSe2z2BRWV1ej9/OtvKW9Et5hBWVwXxpimWiXwljfU2of6Ofs2/3ZkG9f9Pn2jBSnQILPx1J9+QxtNFquG6PZNF3j7CwsBefmeLYbNFTKjnYXtmc+XWS+TSnv3eg36vbLjMTb3UH4LXgG2xtsIMB+mw+LGnPCXN9krT5DDNYEd0Sb257TOYkc5I5yZxqFae7ldV/T//RntTrr7/OoEGDiImJobKykpUrV/L++++za9cu+vXrx/Tp09m+fTvff/89fn5+zJ49G4Djx497vghRpGXLlkRGRvLBBx9QUFDAhAkTmDp1KvPnz/+j3fB692VdjyBFHcBpaz1eD76GUiFQJFoYfmUibUJu83nkCW8yxhLRwpycIZw63IievZJZFHUEs9uOv+BDg8MTeaH5gRreL6Jb4q+FbShz6lELIjsuNmN46wuUOvSEasxsudGUlG7fo1QIjLrZjw2Je6olZryrcqkKo0LL9xWRiAg8ZrwJgF7wDJ1bLgfz8n6ONRPV/Bi/EwEBtULJispg/rbnUZ7ufog3Qq5X69vd/gNMzu6G6FbwesROEtXaajm+yqUqTtn8ZE4yJ5mTzKnWcPo/2ZMqKipi4sSJJCUl0adPH86cOeOdoAA+/fRThg4dyujRo+nevTvh4eFs2LDBe79SqWTr1q0olUo6derE+PHjmThxIv/4xz/+k254NfHGSPrrnbwRcp2pOT1IcVgZlzoOrVJkWugh7xfxSWkCIUoDy+MO8vHoH7hUEolJqvJm4n2m6bEaA+CkTeTlgvbolQ5a+mYzLeQQmUO+5dngwwwPvsjwwPN81Gad9xkbEvfwfUUYTY5N4vGM/t52SkQLP5ljUSoEpvgXMM0/j0ClHj9BR8MtM1lVWZcGagPLYg/zUvgezp2pT6P1s3g8fSCZTjPJ1miEQAcmp54FZdG/sFQI3gGw2aInY14j2vndopFGX+0PRXRLPJo6RuYkc5I5yZxqHac/ov9oklqyZAlZWVnY7XaKiorYu3evd4IC0Ol0LFiwgNLSUiwWCxs2bKix1xQbG8v27duxWq0UFxfz0Ucf/UfZJu7VpqSdFIkWZuR25ExeDNEqAcmt4GDTjTTX6LzXRapNDE0bRIloYZjByulWa1ErBHyVVQxIGUq0urRau81OPUGosorXQg/y79TW3Kiqg6/gJN1pZsSKl3nl8BjiVGaGGTx1Wrokj2JuYXO+SOvFojYrWFdvLykOK9kuM+8WdePbv430FiTrc22Yty5M5rDFDDZkeuvBtNRq+XToMib1OMKGxD3Eq4200t8i0N9CfZ9CPr3Qlwfp06x+jPtgGwnawhrnlAqBPY22yJxkTjInmVOt4/RH9FBnQd+dHIvN4MvzJ8YhOZUc7/uZ10PmXiU7bJRJOrpoJV4uaM+m5BaEhlUQ42eipf9tjEobcwKzyHaZiVD6sNkSiIiCnj55zMgaThO/fN4Ovcpuq5plRV1YHneQASlD2dVoK9kuM6P//iqhE26xPekXz53BqYO5eTIWpV3BmJGHmBl0Gr1CiVH4ZXCetjtxupUcMjciubIuq+P3s82q45I1liuVkTxV5yjPHp7E8BYX+Szi7O9yEd0S2S4r8felUzlpE7kjGWROMieZk8yp1nD6P3NBr02admYCs/ZMZFrLo1wf8PUDB8B6sx/Dtz/PpINTMUlVZJhDuNjvK/a3+JEwnZkx/uc4fKc+Vx1VjJz3KilOT5JHyS0QpjSwLH47b4d6Ao2XFXXhzbrbiN8xlRdj95DisNJj7xyWvfkxWxpsBfC+Oa2pvwFFgoWnRu9hdtBpOu6fzVm7njEZfbx24fEnp1LgCmBuSCpfx2xlUZknZUpyZV3+HrWVZUVdONL3M/Kq/BHdEibR6q2y+SDZ3S7+57anLHOyw8ZbxU0Q3RITTk6ROcmcZE4yp1rFaX5Jwwded78e6pWUKS2BAl3Vb9Y/MYlWUp1arjsieNI3n6R1M8l4bBElooV3i7rxXvgZtln9uVIVRSt9FmctCbwVWjPuK9lh47qjDmsK23EuLY7LA75CrVCyy+rPBWuc9567QWs/VTbHJqmZG5LK+KyejA87QYWkY3VBewaGXkWjcNHNJ4NlZR14O/Qqz+R0YWzISdpqzZSIIn33v8CqHot5K3M4uxptpUS00GHtyyhtCt4YtZaJfiUP/Lx3Ezi219oolRxE/fyHkea0yJxkTjInmVOt4XSr3EbTxkV/7pXUObvzVwfAZoses2QjUKln3M7pXLV6yhkvHLIUAJ1CyeCAS/xkCWKEwUwDXT6tNSWsuNYOgHyXmYNVAna3k/idUwkVXDTUFLKu3l5W9fqGUsmFVqFmcW4P1qa34vk8z31qhZJ4tZGXgjKYG5IKwOKY3Xx6qx8ttXnEG+7w8brhxKlL8BcUdDJ4PGm+jT5GHx8Rf8EHEQW+gVauOyLY1Wir9zM1an2LtKe+JkZdSuKq5yiXPC6cqysDvdfMr5NMtjOIpptmE6HU8+ztTpyWOcmcZE4yp1rGKVypfyCb+/VQT1JttNW9/2+7zOyr8rhFvnB0HG2PPwPAjO77iNGWMiTlMa7bI9htVfNeSTu66xz88+oQ5pU0ZENxG0olJY80uMxhGxRLKo5b6qNCyez2+4lQGWmu0TE+qycnq+pxpCqWZIeNn+pvZV6zTQSqrTX6t9OqJWHdswBEGsr59k5XEnyK0Tc30Uprod22F9lZ3gzwvHG9VdyEhN1TaKA2cKbdMspEz5dolRyUS25vBHsrrYU9j37k9Z7JcQZVe+5EvxIyRn6DUiHwTdQJ2sucZE4yJ5lTLeT0R/RQT1L3alZuB/qffo6Zy5/lrXOPcKrvF/SI87wFvBqUzuzAW3QPu8m2gmb01zt5O/QSaoWSi+2Xk2kNocKh45uS7rwXfobuP+8dqgUXSoXgraOS7TJz/EISw41X2G9qxKh1c7jptDPvvQkM87tQo09ttaWkjP4KgIPJDRnif4l+hus8Fn+B+cWdMIRZqHR6HrbM1JHdeQ1J6bcI0S1RKto5WZYAwC2Xi3UVrbztLi1vxKiLU3n2dic6XRrNq0HpMieZk8xJ5vTQc3qQHvo9KT/fX4LhwJNSRHuPj/69Et0e75nPIs6S7zKzpKxttQC0+K3PsKn/l9XcQ++//6rTQSO1mhN2JWetCZQ4jVyriKDSqaVZYB4fh59GqRBYY/bnzYvDuN71R8CToHFE4Dn6653e/pZLbuqpjbxW2JK/hZ6kTHIRpTLS/fJIcnKDOdL3M69t+17Z3U6skhMnbmxuNzE/X/N2cWOmB50hTPnrNnCZk8xJ5iRzqg2c/qh3359ikhp4fQjrGqzHKOjodXU4B5ps8l67pDwcm1vtDYY7ZpPoohOwSg5SnLC1oiVtDRkM0ds4Z3fQVKPwJn38LeW7zAw8/wwLm6+grVbkrN0ToPbOraHoVQ7G1TnNHdFIviPAu2nZ59owPq63lq+Le/JN1AkWldVFrRBpos2lnVbBR6VJJGoL8RWqeD1lJElBxUwJP0wfH4+3jOiW6J8ygn2NN9foT4rDytMpEzjYfPWv9l/mJHOSOcmcagun/woX9Lva2XBbNf9+8JRJXlEZzADDTYKVZu/GYRedQIlo4bbopKVGRV/fK97CY220Gi/AYzbJe89dDbw+hMM2jw02QmXkUvtVdNEJaBVquugE3swYAcD0yAMM0BcxzT+vmifOM9FH+KSgH/sOtWRsZm9a6rKpry1grakdSoXAa8E3GG2s4IotGqXgZmX8Afr4iByzSQy7MZA7UpV3ANjdTjpdGs1Vh2dzspFGz55mK2j879kPTPooc5I5yZxkTrWZ06/pT7GSul9tzo2hjtFM2aIYXBPvEGms4O8xm3k141GW1l9Fiahme2VzpgdeoO36l/h0yDIyHGFM9k9hSuYjrKu3F/C8jYQp9dU2+OaXJDE54BwiUC4pvTVehqYN8m4cflKawEjf5BrBfXd1N6L7k1LPcnx+neRq58dn9SRCV86NyjA21t/Fy/mt+SD8bLV+XLTb+amitTdG4v62/4hkTjInmZPM6f8rTv8V5r6i1FiC/WoufUtEC1a3m8lpT/DvpFWkOn34vrgbuVZ/NILI2sTtTMjqx3exO3EioldocLpFnIjMzB7E8riDACSsf5aDwz/22lTvSnRLNPxxJlcmfIFVchKo1GMSreSIAnvNjb0bmXevvX/wOt0iAgoaHnoaqVDHtL77sElqxgecpt7PA8fpFjFLdgKVepxu0Zvvar3ZD53gYEVhJxbH7vC+oT17uxNf1T3qve6i3c4uc1NeC75R7X6Zk8xJ5iRzqg2cNhUk8Y+Oe//c5r4Ox8Zz2u6scTxEaSBGZWRf482MSxtLF53AO5G7UQkSV3MjaHbsKVbH72dVZQzrKuNJczrQCxqMCi2vR/5SqGzLI59R9z5f/gVl0SQdepq6rfNZYErimaxh5LvMBCr1rClrx0jfX946BqcOZl5JUxaXR1Yrt/x4+kC+LEvgw3bruPTYZ3y7uw89jNeJUP5SSXNSVl/KJE/k99Drw71R4N188gkQrPQJSmF5RT3v9TPDDngHwGm7k5E7Z2OVNIhuiSaHn5Y5yZxkTjKnWsWpSvrtysF39VBPUsvaLyVAcDzw3IgbA1hcHsnYyDMsKIvGX9DwQtQe1ndexOYOiwCoqzZRV23CVxApl6o4YlOR6/LM6N9XhGFxq1AqBD4srUe2y0y608y/Fj5C47oFDItM5mJlFP5qG3mihhLRQr7Nn5kZYzCJVt6/Ux8/jY23Qq+RbgvD5nazzep5q5DcAqGqSu64jBgFHR8NW04XnbNaueeV8QeIVxtZVhHCoPAr3redMKWBWJWVumoTC1J7eG2+93r8BAgOvum3lF7GFJQKgXWdvpE5yZxkTjKnWsWpmyH1gWzu10M9STXV6H41ontlvS2UOH1Zk9eWzfktsEpONplas6OyGX+/PZT6y6bTXVfJQL2d8/Zw3irsxvmqOGadeYJjNonvsztzzV4X0S2x7EYHCkQt9dRGLsxdSL+QFDrob7Is9jBLYo6yq7IZt10qCm2+pF6KYdT1cVyqiOKxUE/SxTUn2nPT6ceqoo4AbKy/i7HGYubvGgHAd3ldsbo9g/mNombVNkQn+pXQTZ/GrNwOiG6JhHXP8tjVSRyuTOJyh5U00dR0ZW2gNhCstLDB1AbwDBCZk8xJ5iRzqk2ctpS1qnHuQfrf1cioJZpyqxv/aryXESljqaOvZHX8fu85vaBhbkgq0wLPk+r04b2SzvipbAwwXqGtPoP6g4rQCxrsbieD9CaG6E+hVigpb+yDza0myljGzjtNGWrIpEWdvBrR4za3GrvbVu3YpvrbSIuzMXjHHD4auJZEtQj40LN1CnWUZk4fbgRxBxmb2RuHqOTQqI9wun1Ym7gFrcIHp1vkp/TmjEm8QIloIURpwCo5aKlR8T919jEtZyD1m+SScTaa64YKzKG2Gl5D79+pTw/DdXQKNz5KpyfRZVYfvo7dLnOSOcmcZE61hpNOWdMU+iA91Cupv0XuoN2R5wDIM/vzVnGTGteMvzGGtlqR/bkNqBLVtNRq2VfRxOt18uGdZuyt8kWtUPL+nfqM9j/HP9MfYXncQXIqA1hQ2o75UVsZcWOANwfV7MBblIkGZt3uyYt53ZgbkkpLrRalQqCBWgdqiVxXAK3XvAiA6FbwQcEAXhjmyXP1TtRm3ovdSLddL7Kqso7XrfQzUwPeab6JldfbMuitV8h0mhmVNpK3ilsQovQhQlfOPxN+4sNRP6JXOfFRVLfp2t1ObtmCaa4RaaQRmBN8FKVC4J2oLTInmZPMSeZUqzjNCDpRg8eD9FB795nSEthOMB10ObyYNZqSKgMVNi3J7VfVuMfudnKgysj0QxNQqCUy+n6HWbLR5aOXqGxpJ6P/El7Ob83rYUcIURrId5lJdfqhVri4aItlXW5rSswGTrX7npGpo6olVgRPEsWxvia+rwjjoiWGt+scodX+mdSvW8SU6CMYBDvNNCXEqIxstBjp71NKpkvksbPPcK3zcm87mU4z8wsGEKC28kbYcXZYIglSmmmpLaP3gld5f+p33riJ+5+93uzH+zcG8G7DDd4Au3uvkTnJnGROMqfawum/Ipj3gt3BP38Yx3l7JD/U20jF7nC+al5zAAA8dvMRWmtLeaHjXi70XkCm04yIm4qGLjL6L+Gi3U59n0LUP28A7q+K5aWrj9FRCxlVoTTwL/K2pVD8Mq9fdVRhdzvJc3reYv6xbyT+qir8BR8y+n7HrkZbsUpail1+9Dk6ixSHlX/ldsPsdjLqx5foGevJ3zUluytXHVXkiEaumepQT1fE6/m9WFPYlv56J2FKA1eeX1hjAGS7PCWcAcpEPbua/0AfH5HTdiezcjswI7cj52ROMieZk8yplnF6Ja/tA1ncr4d6kmql1aBsb+L18yN46XY/uo47T4YjDKtU06Pmp8TthCkNzAnMItWpYpclCX/Bh72DPsHpFpl3ewijfNOYc7s/h20wxljEvlZLMbvt1NWWccschCgK2N0utiVtwSR6sgp/d6cLt1wOb+xB2xY3mRJ4yuuSOSajD+N8c3nKrwiFILGmvC2peXVQoyD56S/4R/g+AL6M2s/fsoehRGJY3cs8F5DLP8L3sSFxD23OjeHl/NY1PpPTLdLr0GwG+idjEq0cL0/E4pZIPDCZy7ZoPo88wZeRx2kjc5I5yZxkTrWM0/sRp2vc8yA91Oa+Zw49yt4znbj55NeUiBYWm1qzdGdvpg/exUtBGSwoi6ab/savJmS0u5003DKT0GgToqSg9HYAoSeVPPGXHXTW32CtqT0VLh1HNrfiwvTP6Xh2Ao1CCvkxbh+Njz7FP1ttYoC+gGeyhhKuqwDgjToH+UdBbwLUVvr7Xaah2kKw4INSIVAkWrzJFb80xdLXkMKrWaP5rt46vrjTkSCVhQ76m7yfM5jvEtYzNWMUG+vvIttlxlchEHhfTITTLTIpqy/PR+zluU9ns/6VD4hR+ZDtqiJEqfTUfnFLvJjfge0H2sqcZE4yJ5lTreGksGj//Oa+xwLP0K3bFQACBR9C1JW8N2IFFyujSDoykc35LbjhCPvV+7UKNZnDFqNXO/m0yRoC65bzxhs/MMnvGk63Eruk4puoE3z39JdoFWqmNzjMFzFbSdz2LEa9jXOWeIwKLWsS9vFE0Ek6+GbwfPYjfBx5lCmBJ2io9nzpE7L6kOk0ewfAsooQOuhvEqlSsDBhLc9ljqC/32UKnX7UV1dhd3mcLm2i578xKqN3AJy2O7lot/NhaT2WVkTT1DePL/L78tLMNRyrimNWbleyXP48mjrGG03+RNBJmZPMSeYkc6p1nP6IHupJqp1OSVf/G97fNQoXo40VPB56mmH1L7MmaS0Ls3v+fjsht9AgcqrNSoKVnujsxmobU0OOAHDcWp/47VNxupUsKWvJK113cq7NGhr55HHS7nnj6ajzRFOfSk4EYF1lCw5WRXLYBtfvhFHpVnH754A7jUKkqdrtTdfvr7HRVuOgkU8eYUoD/xO/lUDBh50Nt1XrZ7LDRpmo56A1iQvlMSiROG2K41JBJAbBwbuXB/FB5H6m7nuaYJ3FG2DXUeYkc5I5yZxqKaff00M9SdndTlbmtqfPtWGYpCo2FHrsoi+tnozkVjA5Y9gD08bfr26+qZysqsdjNwfzzq2hDE4dzAZzAqOOTeeJzF68FJRB5uB/4StU8e+FfUmxRLKkPJx1BW0Yv/s5bjpdANRTF6GqUNJk5fMMNl5hjLGcbeUtMRX6cc0ewX5rHGds0fTV30YvaDBLNnofnQXAtOz+POVXxKKyukw9PZEJWX3Idpmr9fOItT5x6jLSrOGYXVpW5rZnbeJ2lrRahtOtJKXLj/gLPlwc/AXnjyThdIuUiBaZk8xJ5iRzqpWc/oge6j2pDj89z1+bHWR/RWPm1TmKiGf2N4lWjIIWq9uBv+DDlOyuLIk5+qsJH51uEQmJSVkDKLP7sKr+WrQKFXa3C7VC8Aakdb88knBDBd/H7aDl0an0rZeGSiHyacQpJDwYH7s5mHdiN5KoVvFMdh+WxR4m32VmZtZIBIWbt6O3sMzUiffrXGRZRQhvn32E8z0XokSBUdDRYNl02ndP4bPobQT+bCu+t59qhZJjNonx+6fRoVEGf43cQTONGgl3tSSPOc4g5gRm8WpBK04Vx/FKwi6Zk8xJ5iRzqjWcnlZl/KE9qYc648Sn9dfSwWBgXlo8rfe045mhu9mQ05JR0Re5bo5gcFAylZKOALWV1ZWBHK5IIt6nmB6G69UitK86XBSJRv4RtYV4lY4VlXEcKWuAr9rGx+GnGZo2CKPazobGy9lgro9e0PBC8wNctdTlXEk0n+hKWX6zPZfar6KOTwWxKgVfmBoS42MCwF/QYBPVdA1Op4nGh/frXAQgTlPCq613e5fVu61q5o5YTzvdLUJ+tg+ftjuxSlqaaiqZmjGKl6J3cdTcCN1tDU3b5/HY2jl8OPJHFuX0YFPSRrQKNaONFWS78lhRGcuH4Re4GnScJhofmZPMSeYkc6o1nNYU1/3t/8H/rIfa3BemlNhXpcR0OYQPRv/I6sw2lCSHsSGnJYcPNcPpVhKnLmFwwCWi1XdYWPckA4xXCRbs1drxF5w8u/8p/pE7BLVCyUfX+nEqL5ZXQg/S/OQEEowltPLL4ZZLzRcpvQCYGZDDwronCfWxEK0uZU+bfwGw70ZDKiUXkluguT4b8KRA2Z60nd0FjWhxepz3uaGCld6GtHs+j5kePhnefFfn7A6eOD6NUKUnBcnG+ruYc+VxzKKWlGkL6WS4wbA+pxDdAjsbbsPpFklc9Rxz8tuiVyiIVt/hmE2ijsxJ5iRzkjnVMk51VSb+iB5qc9+Fq2HofJUECbC8ogl2Sc0A4xVaarXVrv++Iox/7hjFqUc/JkRpYF+VkqWF3fghdn+15arolshyWckVjZyy1mOc3yW2mpNYktGFM63XeK9Lc1q8iSPTnWZiVD5kumxEKdWUSg7qKH14JHUYbreCLxP/zby8QSyLPcxOq5a/pz3CksY/IuCmkaa6y+b9WmP2p5km33vdrNwO7N/chmvTF9a41u52UijaiVEZebu4sbfi5vcVYfTwycCJQuYkc5I5yZxqDaf/iqKHprQEZtzpzaKYnagVShrtfZbBja+S4FPsDV4zSzbGpw/ni/j1BAkqllfUw1dpY1NxS76P21Et/bxZsvFibh8+iNxD693Po/W1c73rj95kiuApWPZq7kAsLg1rEvYxK7cDAGeLo1nUaAW7zE0pdRno43uVzrpKjIIOu9uTSHGX1Z8yUc/u0qY4JCXfxW3DR6HBhejNj3WvPiytR2f9DbroPAP1bqExo6D12nfNko1TdgPby1qgEiSCVBZKnEaa6XOY6FfibWt8Vk+Zk8xJ5iRzqjWcRiiK/jsmqRytnUcOzSS5z0J6XJiIS1QyMDbFa1cdeH0IADaXGq3SReeQDFLNdUgyFuKvsvK47xUi7qtsGb9jKjgFjg/+hBClD8PTHmF70naKRAsd989mT88vEMBbfjnfZeb94p58FuFJff9qQSs27u7Ie6NWMNroCaJ7u7gxnQw36K93Mr8kiWmB5+mw7mWWDV/I5vLW3v7eqyLRglGhrjZQx2T0wWTXM6HuCR73zWf0jWGsTvwJm1skRGmgSLTgcLsx3Bdcd9VRJXOSOcmcZE61hpPSqvvvmKS+cdZn2Y0OnGj3HTkuiSeTJ3O+7b+91151VCGieGBU99zC5jwXfLxG+WWAPtc87qFTsrsSoLbSwpDNo8Y8kh1Ktla0JMsa7C3jDLCvSskpSyIdDDcxKBycs8Ux2JBCnqini07gsA2e/WEGy5/6DItbQwetk6M2XY2ElHe1rCKEf258jEWPLSZAqGJxcQ+UCje3rQG8EbMFnULko/z+vBaxixvOUF7aPp7k0Z+x1RLBN9ndOdBkU7X2PiytJ3OSOcmcZE61htN/RYJZs2RDrRBxuZScd+hopNETqK/CKjk4aRMZnDoYi1uFVVIzOHUw26w6Gv5rOlOyuzI+qydrU1qjVygAzybgvXon4ScSVz3H+3V3Eae7Q6loJF908EV+X+aFXaatfxYAj6b3Jd9lpo+PyNLtvamUfPiqoA+fbxyKEwUWyWN/vlQVi3+HIixuDd11nmjyBw2Ac3YHA68PwSppOf3kx0zd/zSP7pjFwrrHEHAToLFilbR8d6crr0TsponGhxEGMxmPLUKtUHJHNDI5+hgLyjxJHdOcFpmTzEnmJHOqlZz+iB7qlVSLtS9zvusmBqQMJc73DsU2I2vr7aL75UfpFX6Dt0MvMfrmINYmbifTZeObkm5sSWuGKAqc6PEVAP8ytaatPoPNptZ8HnnigX7/98os2XgqcygrEnYgut1My+6Pj9LJM2EH+cetYWxtsINZuR0YF3yCO6KRVHsErwals7g8kjMV8cT63OGNkOu/+tnGZPRhVfwebz/yXWZClD6oFUpvupW7x7+805n5dZIBGHWzH4vjN/Jk2uP8lLQBCQmjoGN+SRI/ZbfgTOs1MieZk8xJ5lRrOEkWzZ/f3Ddiz1Osb3qUhLXPcXLUxwCE/Wz3vJuHKt9l5pbLh5/K2/B+nYuYJRt5osjc7OEICjcmu54Yg4klMUcxSzbeLurEh+EXfvP5RaKF47Y65DoDedz3OhKeWINyycH7Rd2YFXKYNRWtiNWUMMiQh1HhKTjWL+URAHY23OT9Mi/a7RyrSmRmQA4AiSumc/PJr73PGnZjIJvr76zRh5fzW/N2nePeQL4i0YJWITDq+uM8G3OIMtHANP88RLfEk1l9WR2/X+Ykc5I5yZxqDaexwu0/fzDvrPB9gJZ+nS5hVKg5bddxR2nmkLUBIgJmUUeIqpJ5h4Zx85FFgCc6e/r1YaxLWs0WSwwbCtsQoSv3tmkRtZyzOxBR1CjJPL8kiUiNiaf8ish1BjIzIAe7W0Prk0+xuNWPdNEZGBxwiX7HZiGWa9g66HMKRYmZub2ZGHaMRYmrqKc2cq+VdeyZqUxpfJwp2V15KXwPy0d/BXjejnZb1Xwatw6obpP21JoRaH3kWWY3P0gddRlhSoGePtI9aVY8n0mpEHgpchegljnJnGROMqdaw6mikj+kh3pPyiQaqLd/MrnWANqfnozNrUajkDhXGYdO4WRZWnvqaYpY2u9fKBUColvybjgKCgV+ShstAm7T3pCOWbJxyaGhi98N1AqJSWefrvE8X6WNeeeG0OL0OAyCncbHxzMufTBdozOYdGIKfa4No4PWgmhW81zXA6gVEg3UBpbHHUQnOB8Ie2/Hr2ntk8WSmKOoFRKxqirMko3Tdic6wYlaUf36BWXRLCtrT0+/66jUIlrBiUGwY3OrOW133sPGykW7nV5Xh1MqGmVOMieZk8ypVnFKttv5I3qozX3nr4ax3NEDreBCJzgZ5neRRJXA28XtuVoeQZnNh6PNN/BEZi/ei95CXaW+mk3X7nbScNNMvu7/A3rBzvmqOOYEZpHtMhPy8/JYBKLu8a6ZnN2NNyJ2MDP9cUS3wMuxuzlcmYTTrWR2yBFiVEY+M8UxyveK9577vXNMopVnsoaxrt5e77EZuR2po6lggO9lYlVVLDJ1YG9+EruarvTm/AJPpcssl5HdFc2YF3YZk2hFrRAok1ysqWjOS0EZ9Lwygg/qr+V8VRwiAgMNKSy6003mJHOSOcmcag2nY8VRvNLu2J97T8qUlkDP1HGMirvEa8FXWVBWjyxbCM30txlsuMmLOcNYEbeXx9IHYFTb+TxqZ43CXEWihUBBx4SsfvwYtwcJiQmZA3ml7k4+uD2Ic1cSyBy+2Hu9WbLho9BgdttJcWh4YvsMWrdIZ129vYzJ6MNXsZuZV9iTDyOOMy59MCpB4sf4nTWC4eYWNmds4Gmv6+ndpJN3N0JNopXJGSN5IuJkNTv36JuDWJ+4A7vbhV7QsKAsmvqaAvrrnVglBy/m9aCN7y0AJvvleNtrffZxmZPMSeYkc6o1nEYrbhGWdOvP7YIOUJ4RyLKtvXgysz+DjVfZer0Ztx1BbDIn0chYwJDURzDZ9aSZwlhgql7i2OkWeTJtLClOJ819c/lrQTsarZ/FmoR9SG6BcF0luwZ/Wu0eo6BDqRDwF3zoqFNyY+TXzI/xxEa8G72JnZZYng05zPDUEUyLPExzv9waA8AqOTCLWlab2nuP/SWvH2lOj5tpmtPCzOwhdArKwOlWYZd+ub/KpUap8JSJXlAWzcyAHPrrnczJb8uS8vrMCduHQbBzqjyBF/M6y5xkTjInmVOt5PR6fgf+iB7qSeqR64NIH7OItKe+5sf4ncy8OZY9Xb/E5NJTX1vAAN/L/DV2B28lbKF92C1KnEYOVnkC194qboKERIfgLAIEF5lVIbQ23qJH+2ssKQ/nm6KeCD/bbH9NJtHKW8UtiFJ6vqQxyU9TT1NEE42nINhAvf2B7pxKhYIBAZdpb8yg19XhACyKOkK6MxiAmTfHsjh2B410uYhuBSIew+8xu0BplZ5eV4ejVgh8dHgQx2ye6pZqhci3NzrTSKPnSd87dPDPYFzwCa+dW+Ykc5I5yZxqE6dHg07/at/v1UM9Sf27wSY2WoxMzu7GTacLya0gXm0kTF1JV52NIKWNOkozPX0kvog8w+7Mhqwpbc+kvc9wtLgeNreL86ZolpW15VR+DIP1OagUElP8C1gac4RZoQdxukVSHFbAYyNOd/5S6MviljhcmIgTT9BbiN5KkGD73bLIWoWaIXobIwxmb4T61JwevHB0HElLp9Mj9AZGQccwg5WJfiXMCcwCIMsRwppm36ESPLEYSl8nT518mnKpihnBR9CqRBocmgTAmYp4bjjCyRWtbGm4TuYkc5I5yZxqFad0Z9hv9uOuHuo9qf2Xo7DrfVl7pz3nljbn7y//QG+fUoyCDrNkY+qtwZw7lkSrzmmsSdiHVXLwVNagajZYu9vJ4zeH8veYzXxS0A8fpZNvok4wJqMPgRor/4zYS+fVr3Dzya+57TIzv7AvX0Yer7bBaZUcjM8Ywqp623k+tzsfRx7wxgfcL7Nkw+mWeCl3AEtjjmCWbBgFnbdKpd3tRKtQo1YosbudbLKE8PrpUZzvudC7OXk3NuFuMbQd1kBe2v0k7VveQCO4WBZ72Pu8eSUNGeSbzB3RIHOSOcmcZE61htN/RRb0j850YWtFB0xWH75suooNprZcLY9gZ8NtlEtVTEofwRfx64FfPFiyXWZKRTXJ9rrebMUDrw9BJUioFBIb6+/yXuerEPiitC2TA0/zZUk3Pgy/wBOZnnotK+MPePvzWmFLmutzeNL3To2+zi1szlth51hnDmdVfnsKzb4Mjr5Kni2Ab6OP0fz0OF5IOsAU/wJvxcqVWe3Y02IZbQ9PZ0jSFbalNkUs1tG53XWWxx0k22Wu5pEz8PoQ5sTsZf2dtnwbfYyDVQIWt4YhehsAi8rqsjavjcxJ5iRzkjnVGk7dROufP3efXrDz76RV/Nj8ezpq4ZGAizwReQoAf8GHjfV3USkpmZz2BM1Pj2Pire4UixqS7XXZXNzS245dVDE+4iRPRx5hX5WSeSUNiVEZ0QtqduQ2plRUM9Dfk97jx7h9TAs/VK0f79e5+MAB8KUpllVnO9DxnRfYb2pEx6BM9rb8gXKXD6ODPRmJl7X4nnLR49HTTJtPN30a7cOyeSZrKHF17tBMf5tmUbm4fUQmhh0DIMPpR+Kq5yiXqgB4LvoQZ63xLIw6zIrKYKZsmkZD9S/lAmROMieZk8yptnL6PT3UGSeWZHXFx3jS+8bhK9goFw3ALwBsbiUWh4audTN5N+IA/oIPbbQlNNFuR3SrUCoEXozbQ54zkH9eGcxTSSc5bYojP+AsIUofdCoXgDfZolIhEKuqwCQKNdxF79cA4zW+MPTi2Vnb8VXaeHPbY6R3DuVEdhzzOh8FdFx3hJOoLQCgTNKQoHLwctg+b5r9PteG8UODlZwKj6SPj534Tc8xpO0lbo5bBPiwujKQvvrb9PcpJdkBlaKOOQN2cEfS8nFuRxbWPcnXmT0g/pDMSeYkc5I51RpO7+a1BTJ+s4/wkJv7TGkJ+Pn+UnDr5fyOfBF5psb1M3I74iM4eLPOMa/d9Pm8dnwYcRytQk2nS6OZlXCQscZiFpbFUynqaOqTQzddCfOLu9TIlbWkPJxmupwaaUkepHuTLjrdIsLPnjB3j834eUA73SIv5nVmfPBxrjsieMqvqMb9d9uYlduVb6JO4HSLtDo1kYUtVxCnMrOsrG01b53775U5yZxkTjKn2sLJVOEiJCnrz23uu1cCCj6NOOX9fW5hc4pECwAzQw8Qri1HjZIZuR0R3R5vGgGBWbkdONFiPWONxQDMCMhkbkgqwwxWApV65tc5670HPK6hAww3qZR0rK4MfGBf5pckke408+ztToBns7HRsQl8eKcx6y2B/LWwDSbR45GzsO5JACQ87XfUKZngW+Bt694B8ElpAmlOB99EnfB+5isdV9BdBx8U9mF20AWez2vn7ev9fygyJ5mTzEnmVJs5PUj/T5PUe++9h0KhYM6cOd5jNpuNmTNnEhwcjNFoZPTo0RQWFla7Lzs7myFDhqDX6wkLC+PVV1/F5XL9r/qQ7jSzzapjcnZPJmf3ZH5JEgerBMYGnsb/54qROa4ANt1uQfNVL9DckEP/lBGAB7xdUrHe7EeD/VN4LH0Aw294KmV+aYoFYMbt7tXuGeN/llClln0VTejsk/PAPo30u8B1ZwhGpZ2kQ0/jdIt0js4kSZdPZ10uTwaeRC+o6ZI8iu8rwnijqBmjbwwjWlfK/JIk5pU0BWCnVcvzee340hTL4vJIehius6miJcsqQgCPW2iKw8pnpjgGBV7i0dQxFNl9vX2VOcmcZE4yp4eB02/pfz1JnTlzhm+++YbmzZtXO/7iiy+yZcsW1q5dy6FDh8jLy2PUqFHe86IoMmTIEBwOB8ePH+eHH37g+++/58033/yP+5DpNJMrGvEVbCyK3svxzAQe9z+HXrDTXKPzunEO1NsJ0FVxcuxHXLFEkXOmLlcdVahQ0jPgOqONFTza9AIOScWNwlAAUqwRzMrtwLfRx3guIJe58dtYVFaXJy56vtSGPnk1cl7tq/KkDGmk0ROqrKSxPo9XWu7BKOiYFHaUt68NIUplJErlYmTacPJygolW36Gpz21WJ/7Ed9c64a+y8lboNcySjefPPo5dUrHwWne+SOlFIzUUOX3JtHviC5bGHKGRRk+Q0kyuM4j8cj8u7ktCclfP+pguc5I5yZxkTrWU0+/pfzVJmc1mnnzySb799lsCA39ZUpaXl7NkyRI++eQTevfuTZs2bVi6dCnHjx/n5EnPsnH37t1cu3aN5cuX07JlSwYNGsQ///lPFixYgMPh+LVHPlAnbTHkOINprLagVihRKiWuO0MeaIvd2mAHIUoDSfoCBvc/w0V7FNNyutNRd4tkh42/hhznw7j1jG5wEYCJwcfQCk7yXWbyXWY+v92Po2X1qbhjoFJyeTdD79W0Tc94l7LttWra6G4RoPQsmw9UNuajpusAmHFrGN8nruXioC9YX9qOsb4mjIKOqU2OseRmZ87ZHRgFHWndl/FkyAmCfS1c6vAjekFDO2MmibrCahmFe+qz+Oin4QyJv8qjw47WKGF9rCpO5iRzkjnJnGolp9/T/8pxYtKkSQQFBfHpp5/Ss2dPWrZsyWeffcb+/fvp06cPJpOJgIAA7/WxsbHMmTOHF198kTfffJPNmzdz8eJF7/nMzEwSEhI4f/48rVq1qvE8u92O/Z607hUVFURHR/P52Y7cFOKI0JTzWvAN7G4nTreIUdB5g87ulVVyMDFzMC5JydrE7TjdIlqFiqbHJ/Fs4yOkWCL4e/geXssdzJKYA0zK6kuApgofwcG29CZc7fKDN3Hig2SWbFjdIn/L7+u1y96VSbTi93NeLZPosSd/XxGGTuFkrK8Ju9uJze1ifnEntq7tTOfhl3grYhcRP3voKBUC80oaUu7ybKwe/bADoc9lEaCxYhPV5Jn96RCaxXvhZ3C6RZQKhffzLykP57I1SuYkc5I5yZxqDSe7Wfl/Eye1evVqzp8/z7vvvlvjXEFBARqNptoEBVCnTh0KCgq819SpU6fG+bvnHqR3330Xf39/7090dDQAi292o50xkykBF/nSFItWoWZk6mMATMoawG2XJ0VIptPMh6X1mJg5mB5BNwjVmZlX0hy9oEGpEEjp8iM7C5vwVd2jRKiMvB6xk3N2KLYZifcpZoD/ZRqHF6BUCL86AMCT3NEiublaGlHtuFVyMCF9NPNKmrLRYqTzyWcBcLhV2NxqbrvMjEsfzONpjzI39AR7n/uAa6Y6/C1vEKvNofyloC3dL49kmN9F3g47xYfhF3h33mKuXIllePBF1iTs46ukVYgIzMrtSovD02i0fpY3SvyrtJ4yJ5mTzEnmVCs5/Z7+o0kqJyeHF154gRUrVqDTPTitxv+FXn/9dcrLy70/OTmeDcG5Sdt50vcOeoWaxrrbACxOXMVFu53V8fu9dVZ8BQXd9Gn8O2E3G/Nb8G30Md4Ovcq+KiVz8tvymSmOsZFneC6nB+Cx2ea6AtmUtB6T08DrKSO5WRpSo18bLcYax2ZmjGFLk+XVjukFDVsb7KCVPguLpMV2x4ehaYOY5p9HnLqET4u7syFxDzsbbqPlrtlEqIzU0VfS2jebjrpbPBJwkV7haUy9OoHdVUEAJKkrGN3pNKONFQC8mvEo/fyv8HHkAd5ruwH8f1luv914s8xJ5iRzkjnVSk6/p/9okjp37hxFRUW0bt0alUqFSqXi0KFDfPHFF6hUKurUqYPD4aCsrKzafYWFhYSHhwMQHh5ew9vv7u93r7lfWq0WPz+/aj8Agw2eiGa9oKGPj8j8kiSWlbWnQPScz3aZ+dIUy7rKBnTUKVEqBEZEXCJ+51QGpw7mUlUsc8MOUeL0ZV1BGz6J2sOwGwM5WCVwpLIBekFDA58CZiQeZmmLH7z9eau4CSsqgzlY0ZB+KY/QJXkUVx2evmxP2k6ZJGGVHOy0anm7uLH3vmEGK621OUzsdIytDXYA0NNH4oY5zBud/Uy7I6Q5LRjVdvoaUrgjaRFRMDvoNHdKjbTQFHDVUUWhqGZ9sie1f5MTT7Kn0RZ66Mromzyed64P4uV2e7y1X4YZrDInmZPMSeZUKzn9nv6jPanKykpu3bpV7djkyZNp2LAhr732GtHR0YSGhrJq1SpGjx4NQGpqKg0bNuTEiRN07NiRHTt2MHToUPLz8wkL83iBLF68mFdffZWioiK0Wu3v9uNuMG9JahzHVUZ2mFqw7UwLIhNKONxsHUqFgFmysbisMV0NqbTRKL0++YvK6uKrtDHGWFStgFeeqOC7O12YH36KNqee4u2mW7xvAfdLdEs0OTYJR7Gege0v8WnkEZ7L6c3SmCMUiRY6bJ/D9gGf00DtWW1WuR34KDxL9zSnhYUlPSh16FkWe5jTdieby1szL+yy12YtIOBE5C95vfkm6gTJDhsrTB2R3AqeDDzJ54V9WRpzxGtHnpDVx5ur6/079VmR3pbEoBLW1tuF3e1Cq1Cxs0ovc5I5yZxkTrWG05KwHX8omPf/OePEvY4TANOnT2f79u18//33+Pn5MXv2bACOHz/uASiKtGzZksjISD744AMKCgqYMGECU6dOZf78+X/omfdmQf974eOsTFpBjqhld2Uz+vteZn1ZOzItwTTxzcdfZaWhNp+Beo/jhUm0IigU+As+fFhaD4DvUzvSLy6VV0IPVivF/Fsam9mbd6I24ysoCFP+UtNFdEs8ntGft6O30ETj471WpZBYHnfQe02+aCVKZWRWbgecboFonYkSpxGHpEKlEInWlfJqUDoHqwSKRF96+uQB4C9ovBuuiQcm81WHld7PBvB9RRhBSjMttUXEqIw8n9eOScHHeOXmYzInmZPMSeZUazgFVOn/kOPE/99z93366acIgsDo0aOx2+0MGDCAhQsXes8rlUq2bt3K9OnT6dSpEwaDgUmTJvGPf/zjP36WhOJnd0YjESoIEM4RIECpw4BDVNHWkEGBM4Dr9ggKXFbe2TyaTt2ucuRKEhcHfUGJ05fRAWeY1D6ZlRVNeD5rJDZRzZiIs960H/fricxe9AxKpXfQdeqpjZhEK0PTBnmXx0qFwLp6ewHPAEhzWnBJAv7aql8YKATvYHs06AyCQkKDSFONk0LRxQ1nMAcqG1EuVZGoFolVVRCmNLLTqsXhVlJPfYcmGh+Wd/oX0y8/ia3xVipEHRuLWpFv8eOFhP3eGAmXW4koc5I5yZxkTrWMUwW/Xdfqrv6f0yIdPHjQu4oC0Ol0LFiwgNLSUiwWCxs2bKix1xQbG8v27duxWq0UFxfz0UcfoVL95/Ol5Bboc20YdreTi3Y7DdQGjlRFsC+lIWsTtzNEb6OlLptItYkgpZkb479mWexhEuILkdxumutz2FHRgjP2YDrrb7AhcQ9bGmzl7QMjHvi8uwXF6mkKaajNI9tlJlCp9w6AYzaJUTf70eTLGWy0GD2R4moDqxJ20cbXYyY9aavu0fLPzKF00DrRKVwYBR0iCnQKJ831OUhuN1EqI6FKFW3OjSHdEcYLR56gQDSS5rTQXCNSlu/Hl7d6Y5W0CAo3/27yA2N9TfRLeQTRLbGw7kmZk8xJ5iRzqpWc/oge6tx90y8+QWZeCOWSg3+VdMfpFlErXKi0v6RYilY5+e52V+qp7zAnvy3JDhs5JQEsMLXmSd87vBV6jSF6G8vvdPYmS7w5bJH3/om3unPO7gkyrqc28lnMVnrqnDy94Tmm3Xwc8CzRnW6RtlqRd2I2MXTMcbIcIXyS0RcAtUJJkdOPMRl9eOrsU9W+nN2NNlIpOVhX3haABmoDPX0knvS9481inCeKjI0/x8yAHG4OWEywYOWgtT5qhZJmjbJ5vO5ZrJKWdfX2EqMyYpUcrEtag1IhILolJp97SuYkc5I5yZxqHac/ood6kjrc/keaxuYhut1su9yMbFcVGoXI8KRk3ihqw/N57ZiaMZrZMfsYuuMFXgg5SCO1mv2dFzIn6KK3nWdvd+LTiFNeaPfDe+XmY95//y2/L9kuK68P2cioCE/24Y/vdOCCQ+KSA340dWRe2Dm+vNCLd+pvBPDkvvI7zx2bgfOdl3gH8d1nhSgNvBV6kRm5HTlmk1hcHul93jM5XYhX6bhmjmRydjeUCoGWWi1XLHVxukW+S1jPhvxWTAu4hlVy0PDoBN4ubs+6ynhv++c6LZE5yZxkTjKnWsfpj+ihL9WxhVDUChdNNAU00fhQIlq45PBjd0UzxgWc4qI9GpukZrxfOisrE5jmn1ejvXN2B3MzRrG14aYabpGiW2JqTg+WxhypdrxEtGD7ebm70eJxvYxXGxmaNogf663H4pbQKRSEKA1cdVSRqFZVizB/Pq8dTwSdpKPul+ddtNuJVYn0vfgUx1uvQKtQMye/LZtOtcYYYaZtRA5vR+4gRmXkot1OM42agzY14UozoUqJ7ZZ49IKdAfoCb8r/u1pRGSxzkjnJnGROtYbTf0X5eFNaAmU+VvZbE9he0ow1CfsAz/L2lD3Q61XS/sJj9Ii4SYVLxzdRJygSLWQ4PfbVLrrfXkyetImsLO3IX8IOEKUy0vrs43zXbBktf3aVN4lWWm+dw3NdD9DKJ4uuOgsn7D68lzWYPY22MCBlKC/H7qKrzkKJ5MDmVtBAbfjNZ96vc3YHi4t7MCb4NLnOQJbmdEGrdKFXORgSepme+pvsszbg01UjSOqTTqDWSqVT+/MGqUfZLrPMSeYkc5I51RpO34Xt/vOXj99nVeEvKOmtz+Dc6foMSBnKNquOQKWegXo7cwub8+ztTrQPy2bDtZZYXJ4vbnl5M544PI0JO6b/ZvujbvZj+Z3OROtK2W+NA2B8whksbs8bR6bTzDNZw+jb+ioXKqI5WNkIs9vJ6pKOqAXPBuSuRlu5YovG7HbySXFP/pLlyQh/22Wm19Xh3nbutQOnOS1Mye7q/T1IcPDXOnvornOQZovgXw1WsLPhNjYk7mGKfwH11EbOVMSja1PKvxI2sDTmCA5JxazcDjyf147dVrXMSeYkc5I51SpOr+S1/c3Pd1cP9ST18rkxHKgKRQDcGjfldh19fSoBj610StBxPo08xMigs/Sun4aP0pOK44XAm8TWLaFjy7TfbF9QuKkS1fQzXGNzcUsAZgam8nVBbwD+5/YjfBK7EZdbYHX8fubXScYiuREUEuvqb0R0SzjdIi8FZbCyogkjAs6zNnE7AN+aOlBe5Uk0+Y/8QVS5f8kAX0/lw5dR+wHYbNHT79gs/pY7lHLJxrywy/zP7WEAvFbYklcLWrGvSsm30ce40G41/oIO0S3xU+J2Po48yvzwI8w4/aTMSeYkc5I51SpO70RUT3L7a3qozX1nrtZBa1RxzhZNXbWJw+aGtDekM0Rvo+eVESxJWk49tZFGxybQL/56tdLN6U4z9dS/HhiX7jTTb8vLtG15kxt3QukdlcbHEed/t28jbgzgh3obOWoL5KwlAaVC4o2Q6+S7zPgKKkolF3ssiUzxLyDNaWH2zcdZ3WANS8ub8lJQRo327poGtppa8lXdU9XOpTvNvFcwgI/q7vXawucWNqe/3xV6+lR/83G6BZmTzEnmJHOqNZz+6J7UQ72SGnloOhOSn8Lm1jDr/BMM87vANVtdADY1XsXMdI8LZmRgOUn6AgZeH+K9994BsMbsX6PtsZefZuXghaxJ2MfyFkuZFXLYe+6NomYMSBlK4+PjcbpF5uS35ZjNMzg31t/FS7f78e7NwegEJwJuxmT0IUfUUia58FUINNR6NkcbqA04JCVahYoWPreYX5LEenP1L+uuaeDuAJiR25G5hc3ZaDESpdIyIvgcu6y/xKHNr5PM2xmPeNtxukUG7HtB5iRzkjnJnGodpz+ih3qS6t0ohQ+brGN5dgeebnScM1XxHLuTCMCUzEeYHePZqNzXeDNOt5INDX56YDsf3ejP4NTBPJPTBYBkh40DLZcx5/rjHLNJzEwbx7Sb47jqqMIs2ThviibtRiRc9IBWInHRFuttb0nMUY4238Dii135MbU9b0VtpcDlz7emDiwwtSZcaeX5vHZstBhZ23ClNwHl3JBUdIKDJzJ71ehjssPGRbud7n6pNPTJ42BFQ1IcEj8UdOHbnO6AJ71JtsvMgSabuGn3lD/JdlXRv+lVmZPMSeYkc6p1nP6IHupJSiuIvHR5DPuariPHFkSmPZRreZ5Z+9u4zcw+9oQ3gnq831Vm3u5T7f5ZuR2YlduBXpE3GFbnEh9E7gHg84K+ZLigW3g6uyubsaDBKrY33MgXRb1RK5R0DU4nMLKcC9M/R61Q8l74Gc5WxNXo37XeiwnytfDItjm01BbxZshluhrS+KCwH1vOtuKEOZHjNk85aLNkQ3RLdNaWYhNVlIiWam19WtCPj/IHICgk0u11iNOVsKqsA+V2H3Y23ES600yQxsqyMs9b02vBNwD4d3kbtIJL5iRzkjnJnGodpz+ih3pPqu/2Z9nVyvM2UiRaCBR0dLv0OCdbesogm0QrekGNVqFGdEsUiVYifs5JVSRamFfYkzfqHMSoUJPpEvm6uGc1u+qj6X35Nm4zgUo95+wOrtojmehXgkm0olWofrPAGHhcMxcV9aLQ5sv6xG28WtCBLdeaoVC62dB5EUlqpTc2YUZuR2aH7uflzEcpsRpoGFTIstjDD2w32WHjZFX1mAqnW+S2q4r5BQP4Kuqgt13RLTH8xhBvahSZk8xJ5iRzqg2c/iv2pNYm7vH+u+epZxl5Yyhz62/3HgtU6r2QlQrBOwAynWZ2WmKxSyq6LXuFvVUBfFHUm7+H72dw6mDv/Tbxl+C2WJWTdrpsb7t6QUPj4+NpeHQCa8z+3iqb9ypa5WRI0CX81DbUCiUOSUWL2NtEh5pootbQ4tjTJDtsACyse5JGGj3bk7ZzutXaXx0AAJFKkQWpPSiXqphfksT8kiRO2xX0Ozqb5sbbpDpFNlqMbLN6ykHf/UOROcmcZE4yp9rCaZf198sywUM+Sa0xB5L/M/w3m21jWt1DDDNYaXryyQfaTe9KAnSCk1bGbJDA6VZxMi+O8/YAAPpcG0aDQ5OIM5QSqNRz0iYSojQw48Y4Dtt+aeda5+XMbb4DyS08MJ9vmNLACIOZxTG7GXh9CAvrnmRZwhbGR51Cws2KdksoFg0sKIuultjRKjm4aPfEUeyrqlkYLERp4FL7VfgLPswNSUWpkHg3ewhvt93MRP/r5LgCuGGvg+j2fL0rKoNlTjInmZPMqVZy+j091Oa+mHfn0bN3Op9F7Uav0PBqQQduVoayKGEtf709lPeitnpTzotuiTtSFXqFEgGBQtHBvPyBLIk5SrrTzMz0x+kecpO5Iane65UKgRm5Hdl5qgV/6b2VBE0R+yqbcL40mqeijlPqMjI70JM9ON9l9r4J3a8p2V2ZG7GTaTee4IN665j27gtoRhZxosV6FpRFs+i7R2g1+gqt/bJJ0BTRWlvEsrI2zA1JZWjaIL5NWFuj7dsuM3NzB1d7oykRLXx2pyMA7Q3pDDNYEd0SDf49g+6dr8qcZE4yJ5lTreHUUzL/+dMiZV2PIEUdwGlrPV4PvoZSIVAkWhh+ZSJtQm7zeeQJbzLGEtHCnJwhnDrciJ69klkUdQSz246/4EODwxN5ofkBZgbkVHuO6Jb4a2Ebypx61ILIjovNGN76AqUOPaEaM1tuNCWl2/coFQKjbvZjQ+KeaokZ76pcqsKo0PJ9RSQiAo8ZbwKgFzzL9VsuB/PyBgGeJfyP8TsREFArlKyoDOZvex7l6e6HeCPkerW+3e0/wOTsbohuBa9H7CRRra2W46tcquKUzU/mJHOSOcmcag2n/4o9qYk3RtJf7+SNkOtMzelBisPKuNRxaJUi00IPeb+IT0oTCFEaWB53kI9H/8ClkkhMUpU3E+8zTY/VGAAnbSIvF7RHr3TQ0jebaSGHyBzyLc8GH2Z48EWGB57nozbrvM/YkLiH7yvCaHJsEo9n9Pe2UyJa+Mkci1IhMMW/gGn+eQQq9fgJOhpumcmqyro0UBtYFnuYl8L3cO5MfRqtn8Xj6QPJdJpJtkYjBDowOfUsKIv2tqtUCN4BsNmiJ2NeI9r53aKRRl/tD0V0SzyaOkbmJHOSOcmcah2nP6KHepLalLSTItHCjNyOnMmLIVolILkVHGy6keYanfe6SLWJoWmDKBEtDDNYOd1qLWqFgK+yigEpQ4lWl1Zrt9mpJwhVVvFa6EH+ndqaG1V18BWcpDvNjFjxMq8cHkOcyswwg6dOS5fkUcwtbM4Xab1Y1GYF6+rtJcVhJdtl5t2ibnz7t5HegmR9rg3zLtUzhy1msCHTWw+mpVbLp0OXManHETYk7iFebaSV/haB/hbq+xTy6YW+D+TwaVY/xn2wjQRtYY1zSoXAnkZbZE4yJ5mTzKnWcfojeqjNfbuTY7EZfHn+xDgkp5LjfT97oN012WGjTNLRRSvxckF7NiW3IDSsghg/Ey39b2NU2pgTmEW2y0yE0ofNlkBEFPT0yWNG1nCa+OXzduhVdlvVLCvqwvK4gwxIGcquRlvJdpkZ/fdXCZ1wi+1Jv3juDE4dzM2TsSjtCsaMPMTMoNPoFUqMwi+D87TdidOt5JC5EcmVdVkdv59tVh2XrLFcqYzkqTpHefbwJIa3uMhnEWd/l4volsh2WYm/L53KSZvIHckgc5I5yZxkTrWG03+FuW/amQnM2jORaS2Pcn3A1w8cAOvNfgzf/jyTDk7FJFWRYQ7hYr+v2N/iR8J0Zsb4n+PwnfpcdVQxct6rpDg9SR4lt0CY0sCy+O28HXoVgGVFXXiz7jbid0zlxdg9pDis9Ng7h2VvfsyWBlsBvG9Oa+pvQJFg4anRe5gddJqO+2dz1q5nTEYfr114/MmpFLgCmBuSytcxW1lU5kmZklxZl79HbWVZUReO9P2MvCp/RLeESbR6q2w+SHa3i/+57SnLnOyw8VZxE0S3xISTU2ROMieZk8ypVnGaX9Lwgdfdr4d6JWVKS6BAV/Wb9U9MopVUp5brjgie9M0nad1MMh5bRIlo4d2ibrwXfoZtVn+uVEXRSp/FWUsCb4Veq9FOssPGdUcd1hS241xaHJcHfIVaoWSX1Z8L1jjvPXeD1n6qbI5NUjM3JJXxWT0ZH3aCCknH6oL2DAy9ikbhoptPBsvKOvB26FWeyenC2JCTtNWaKRFF+u5/gVU9FvNW5nB2NdpKiWihw9qXUdoUvDFqLRP9Sh74ee8mcGyvtVEqObzeQ2lOi8xJ5iRzkjnVGk63ym00bVz0515JnbM7f3UAbLboMUs2ApV6xu2czlWrp5zxwiFLAdAplAwOuMRPliBGGMw00OXTWlPCimvtAI/L5sEqAbvbSfzOqYQKLhpqCllXby+ren1DqeRCq1CzOLcHa9Nb8Xye5z61Qkm82shLQRled9HFMbv59FY/WmrziDfc4eN1w4lTl+AvKOhk8HjSfBt9jD4+Iv6CDyIKfAOtXHdEsKvRVu9natT6FmlPfU2MupTEVc9RLlUBsLoy0HvN/DrJZDuDaLppNhFKPc/e7sRpmZPMSeYkc6plnMKV+geyuV8P9STVRquu9vttl5l9VR63yBeOjqPt8WcAmNF9HzHaUoakPMZ1ewS7rWreK2lHd52Df14dwryShmwobkOppOSRBpc5bINiScVxS31UKJndfj8RKiPNNTrGZ/XkZFU9jlTFkuyw8VP9rcxrtolAtbVG/3ZatSSsexaASEM5397pSoJPMfrmJlppLbTb9iI7y5sBnjeut4qbkLB7Cg3UBs60W0aZ6PkSrZKDcsntjWBvpbWw59GPvN4zOc6gas+d6FdCxshvUCoEvok6QXuZk8xJ5iRzqoWc/oge6knqXs3K7UD/088xc/mzvHXuEU71/YIecZ63gFeD0pkdeIvuYTfZVtCM/nonb4deQq1QcrH9cjKtIVQ4dHxT0p33ws/Q/ee9Q7XgQqkQvHVUsl1mjl9IYrjxCvtNjRi1bg43nXbmvTeBYX4XavSprbaUlNFfAXAwuSFD/C/Rz3Cdx+IvML+4E4YwC5VOz8OWmTqyO68hKf0WIbolSkU7J8sSALjlcrGuopW33aXljRh1cSrP3u5Ep0ujeTUoXeYkc5I5yZweek4P0kO/J+Xn+0swHHhSimjv8dG/V6Lb4z3zWcRZ8l1mlpS1rRaAFr/1GTb1/7Kae+j99191OmikVnPCruSsNYESp5FrFRFUOrU0C8zj4/DTKBUCa8z+vHlxGNe7/gh4EjSOCDxHf73T299yyU09tZHXClvyt9CTlEkuolRGul8eSU5uMEf6fua1bd8ru9uJVXLixI3N7Sbm52veLm7M9KAzhCl/3QYuc5I5yZxkTrWB0x/17vtTTFIDrw9hXYP1GAUdva4O50CTTd5rl5SHY3OrvcFwx2wSXXQCVslBihO2VrSkrSGDIXob5+wOmmoU3qSPv6V8l5mB559hYfMVtNWKnLV7AtTeuTUUvcrBuDqnuSMayXcEeDct+1wbxsf11vJ1cU++iTrBorK6qBUiTbS5tNMq+Kg0iURtIb5CFa+njCQpqJgp4Yfp4+PxlhHdEv1TRrCv8eYa/UlxWHk6ZQIHm6/+1f7LnGROMieZU23h9F/hgn5XOxtuq+bfD54yySsqgxlguEmw0uzdOOyiEygRLdwWnbTUqOjre4Uhek9WxjZajRfgMZvkveeuBl4fwmGbxwYboTJyqf0quugEtAo1XXQCb2aMAGB65AEG6IuY5p9XzRPnmegjfFLQj32HWjI2szctddnU1xaw1tQOpULgteAbjDZWcMUWjVJwszL+AH18RI7ZJIbdGMgdqco7AOxuJ50ujeaqw7M52UijZ0+zFTT+9+wHJn2UOcmcZE4yp9rM6df0p1hJ3a8258ZQx2imbFEMrol3iDRW8PeYzbya8ShL66+iRFSzvbI50wMv0Hb9S3w6ZBkZjjAm+6cwJfMR1tXbC3jeRsKU+mobfPNLkpgccA4RKJeU3hovQ9MGeTcOPylNYKRvco3gvru6G9H9SalnOT6/TnK18+OzehKhK+dGZRgb6+/i5fzWfBB+tlo/Ltrt/FTR2hsjcX/bf0QyJ5mTzEnm9P8Vp/8Kc19RaizBfjWXviWiBavbzeS0J/h30ipSnT58X9yNXKs/GkFkbeJ2JmT147vYnTgR0Ss0ON0iTkRmZg9iedxBABLWP8vB4R97bap3JbolGv44kysTvsAqOQlU6jGJVnJEgb3mxt6NzLvX3j94nW4RAQUNDz2NVKhjWt992CQ14wNOU+/ngeN0i5glO4FKPU636M13td7sh05wsKKwE4tjd3jf0J693Ymv6h71XnfRbmeXuSmvBd+odr/MSeYkc5I51QZOmwqS+EfHvX9uc1+HY+M5bXfWOB6iNBCjMrKv8WbGpY2li07gncjdqASJq7kRNDv2FKvj97OqMoZ1lfGkOR3oBQ1GhZbXI38pVLblkc+oe58v/4KyaJIOPU3d1vksMCXxTNYw8l1mApV61pS1Y6TvL28dg1MHM6+kKYvLI6uVW348fSBfliXwYbt1XHrsM77d3YcexutEKH+ppDkpqy9lkifye+j14d4o8G4++QQIVvoEpbC8op73+plhB7wD4LTdycids7FKGkS3RJPDT8ucZE4yJ5lTreJUJf125eC7eqgnqWXtlxIgOB54bsSNASwuj2Rs5BkWlEXjL2h4IWoP6zsvYnOHRQDUVZuoqzbhK4iUS1UcsanIdXlm9O8rwrC4VSgVAh+W1iPbZSbdaeZfCx+hcd0ChkUmc7EyCn+1jTxRQ4loId/mz8yMMZhEK+/fqY+fxsZboddIt4Vhc7vZZvW8VUhugVBVJXdcRoyCjo+GLaeLzlmt3PPK+APEq40sqwhhUPgV79tOmNJArMpKXbWJBak9vDbfez1+AgQH3/RbSi9jCkqFwLpO38icZE4yJ5lTreLUzZD6QDb366GepJpqdL8a0b2y3hZKnL6syWvL5vwWWCUnm0yt2VHZjL/fHkr9ZdPprqtkoN7OeXs4bxV243xVHLPOPMExm8T32Z25Zq+L6JZYdqMDBaKWemojF+YupF9ICh30N1kWe5glMUfZVdmM2y4VhTZfUi/FMOr6OC5VRPFYqCfp4poT7bnp9GNVkafg18b6uxhrLGb+rhEAfJfXFavbM5jfKGpWbUN0ol8J3fRpzMrtgOiWSFj3LI9dncThyiQud1hJE01NV9YGagPBSgsbTG0AzwCROcmcZE4yp9rEaUtZqxrnHiTVH7qqlmrKrW78q/FeRqSMpY6+ktXx+73n9IKGuSGpTAs8T6rTh/dKOuOnsjHAeIW2+gzqDypCL2iwu50M0psYoj+FWqGkvLEPNreaKGMZO+80ZaghkxZ18mpEj9vcauxuW7Vjm+pvIy3OxuAdc/ho4FoS1SLgQ8/WKdRRmjl9uBHEHWRsZm8copJDoz7C6fZhbeIWtAofnG6Rn9KbMybxAiWihRClAavkoKVGxf/U2ce0nIHUb5JLxtlorhsqMIfaangNvX+nPj0M19Ep3PgonZ5El1l9+Dp2u8xJ5iRzkjnVGk46ZU1T6IP0UK+k/ha5g3ZHngMgz+zPW8VNalwz/sYY2mpF9uc2oEpU01KrZV9FE6/XyYd3mrG3yhe1Qsn7d+oz2v8c/0x/hOVxB8mpDGBBaTvmR21lxI0B3hxUswNvUSYamHW7Jy/mdWNuSCottVqUCoEGah2oJXJdAbRe8yIAolvBBwUDeGGYJ8/VO1GbeS92I912vciqyjpet9LPTA14p/kmVl5vy6C3XiHTaWZU2kjeKm5BiNKHCF05/0z4iQ9H/Yhe5cRHUd2ma3c7uWULprlGpJFGYE7wUZQKgXeitsicZE4yJ5lTreI0I+hEDR4P0kPt3WdKS2A7wXTQ5fBi1mhKqgxU2LQkt19V4x6728mBKiPTD01AoZbI6PsdZslGl49eorKlnYz+S3g5vzWvhx0hRGkg32Um1emHWuHioi2WdbmtKTEbONXue0amjqqWWBE8SRTH+pr4viKMi5YY3q5zhFb7Z1K/bhFToo9gEOw005QQozKy0WKkv08pmS6Rx84+w7XOy73tZDrNzC8YQIDayhthx9lhiSRIaaaltozeC17l/anfeeMm7n/2erMf798YwLsNN3gD7O69RuYkc5I5yZxqC6f/imDeC3YH//xhHOftkfxQbyMVu8P5qnnNAQDw2M1HaK0t5YWOe7nQewGZTjMibioausjov4SLdjv1fQpR/7wBuL8qlpeuPkZHLWRUhdLAv8jblkLxy7x+1VGF3e0kz+l5i/nHvpH4q6rwF3zI6PsduxptxSppKXb50efoLFIcVv6V2w2z28moH1+iZ6wnf9eU7K5cdVSRIxq5ZqpDPV0Rr+f3Yk1hW/rrnYQpDVx5fmGNAZDt8pRwBigT9exq/gN9fERO253Myu3AjNyOnJM5yZxkTjKnWsbplby2D2Rxvx7qSaqVVoOyvYnXz4/gpdv96DruPBmOMKxSTY+anxK3E6Y0MCcwi1Snil2WJPwFH/YO+gSnW2Te7SGM8k1jzu3+HLbBGGMR+1otxey2U1dbxi1zEKIoYHe72Ja0BZPoySr83Z0u3HI5vLEHbVvcZErgKa9L5piMPozzzeUpvyIUgsSa8rak5tVBjYLkp7/gH+H7APgyaj9/yx6GEolhdS/zXEAu/wjfx4bEPbQ5N4aX81vX+ExOt0ivQ7MZ6J+MSbRyvDwRi1si8cBkLtui+TzyBF9GHqeNzEnmJHOSOdUyTu9HnK5xz4P0UJv7njn0KHvPdOLmk19TIlpYbGrN0p29mT54Fy8FZbCgLJpu+hu/mpDR7nbScMtMQqNNiJKC0tsBhJ5U8sRfdtBZf4O1pvZUuHQc2dyKC9M/p+PZCTQKKeTHuH00PvoU/2y1iQH6Ap7JGkq4rgKAN+oc5B8FvQlQW+nvd5mGagvBgg9KhUCRaPEmV/zSFEtfQwqvZo3mu3rr+OJOR4JUFjrob/J+zmC+S1jP1IxRbKy/i2yXGV+FQOB9MRFOt8ikrL48H7GX5z6dzfpXPiBG5UO2q4oQpdJT+8Ut8WJ+B7YfaCtzkjnJnGROtYaTwqL985v7Hgs8Q7duVwAIFHwIUVfy3ogVXKyMIunIRDbnt+CGI+xX79cq1GQOW4xe7eTTJmsIrFvOG2/8wCS/azjdSuySim+iTvDd01+iVaiZ3uAwX8RsJXHbsxj1Ns5Z4jEqtKxJ2McTQSfp4JvB89mP8HHkUaYEnqCh2vOlT8jqQ6bT7B0AyypC6KC/SaRKwcKEtTyXOYL+fpcpdPpRX12F3eVxurSJnv/GqIzeAXDa7uSi3c6HpfVYWhFNU988vsjvy0sz13CsKo5ZuV3JcvnzaOoYbzT5E0EnZU4yJ5mTzKnWcfojeqgnqXY6JV39b3h/1yhcjDZW8HjoaYbVv8yapLUszO75++2E3EKDyKk2KwlWeqKzG6ttTA05AsBxa33it0/F6VaypKwlr3Tdybk2a2jkk8dJu+eNp6POE019KjkRgHWVLThYFclhG1y/E0alW8XtnwPuNAqRpmq3N12/v8ZGW42DRj55hCkN/E/8VgIFH3Y23Fatn8kOG2WinoPWJC6Ux6BE4rQpjksFkRgEB+9eHsQHkfuZuu9pgnUWb4BdR5mTzEnmJHOqpZx+Tw/1JGV3O1mZ254+14ZhkqrYUOixi760ejKSW8HkjGEPTBt/v7r5pnKyqh6P3RzMO7eGMjh18P+vvfeOj6La//+fO9s3m0pIg1RK6B1CB6WHDgoiKCCCIKjY7r3y8V5FEXvDCyKKKIJwAZHee+8dQnpISCU9m822mfn9sbISQS/+Pvf7MfHO6/HIAzJz5sw5zz3ZM3POu7DeEsOoozN4NP0BXghIIz3+K7yFKv61qC8JlWEsLQthXV57JuyaTorTBUADbQGacjXNv3+WePMVxpjL2FrWhpJ8H67ZQ9lnjeK0LZy+ppuYBB0WycaDR2YBMC2zP5N8ClhcWo8nTz3OYxl9yHRZqrXzsLURUdpSkqwhWFx6vs/uxNqG21jadjlOWU1Ct+/wFYxciF/AucOxOGWRQrFS4aRwUjgpnGokp/tRrd6TivvxWf7W8gD7ypsxL/gIIu7Zv0S0Yhb0WGUHvoKRKZndWRpx5FcDPjplEQmJiRkDKLUbWdVoLXqVBrvsQqsSPA5pPS+PJMSrnG+ittPmyJP0bZCERiXycehJJNwYH06J563IDTTUapia2YflkYfIdVmYmTESQSUzN3wzy0u68G7wBZaXBzL3zFDO9V6EGhVmwUDj5TPo1DOBT8K34v/TWvGd7dSq1By1SUzYN424pmn8LWw7LXVaJORqQR6znAHM9s/g5by2nLwVxUsxOxVOCieFk8KpxnB6QpN2X3tStTrixMeN1hLn5cW8pGja7e7I1CG7WJ/VhlHhF7huCSU+4BIVkgE/rZXVFf4cKo8l2niLXl7Xq3loX3W4KBDNvFF/M9EaAysrojhc2hhvrY0PQ04xJGkQZq2d9c1WsN7SCJOg47lW+7laWY+zheF8ZChmRUonLnZaRbCxnEiNigUlTYgwlgDgK+iwiVq610mluc7Iu8EXAIjSFfJyu12e1+pdVi1zRvxAR8MNAn9aHz5ld2KV9LTQVfBk2iheCN/JEUtTDDd1tOiUw8NrZ/P+yO9YnNWLjbEb0Ku0jDaXk+nKYWVFJO+HnOdqwDGa64wKJ4WTwknhVGM4rblV77e/4H9SrV7uC1JL7K1SU3I5kPdGf8fq9PYUXgpifVYbDh1siVNWE6UtJN7vIuHaIhbVO8EA81XqCPZq9fgKTp7aN4k3sgejVan54Fo/TuZE8lLdA7Q68Rgx5kLa+mRxw6VlQcIDAMz0y2JRvRPUNVYSri1md/uvANib3IQKyYUkC7QyZQLuECjbYrexK68prU+N89y3rmDlQa+kO/pjoZcxzRPv6qzdwaPHplFX7Q5BsqHRTmZfGYtF1JMwbRFdvJIZ1uckoiywo8lWnLJIw1XTmZ3bAZNKRbi2iKM2iWCFk8JJ4aRwqmGc6mlKuB/V6uW+81eDMHirCRBgRXlz7JKWAeYrtNHrq5X/pjyIN7eP4uRDHxKo9mJvlZpl+T34NnJftddVUZbIcFnJFs2ctDZgnM9FtlhiWZrWjdPt1njKJTkrPYEjU50WIjRG0l026qu1FEsOgtVGhiYOQ5ZVfNbwX8zLGcTyyEPssOp5PWkoS5t9h4BMU111k81fao3Fl5a6XE+5Wdlx7NvUnmszFt1V1i47yRftRGjMzL3VzJNx85vyIHoZ03CiUjgpnBROCqcaw+m/IulhSVIMTxc9yOKIHWhVaprueYr4ZleJMd7yOK9ZJBsTUoezIPoHAgQNK8ob4K22sfFWG76J2l4t/LxFsvF8dh/eC9tNu13Pove2c737d55giuBOWPZy9kAqXTrWxOxlVnYcAGduhbO46Up2WlpQ7PKij/dVuhoqMAsG7LI7kOJOqy+looldxS1wSGq+jtqKUaXDheiJj3Wn3i9uQFdTMt0M7oF6O9GYWdB71nctko2Tdi+2lbZGI0gEaCopdJppacricZ9CT10TMnornBROCieFU43hNEJV8J+fpF5//XXmzp1b7VhsbCzXr18HwGaz8eKLL7J69WrsdjsDBgxg0aJFBAcHe8pnZmYyY8YM9u/fj9lsZuLEibz99ttoNPe/PXbnJJWltzP04Ewu9VlEr/OP4xLVDIxM8KyrDrw+2N02lxa92kXXwDQSLcHEmvPx1VgZ632F0F9ktoze/iQ4BY7Ff0Sg2sjwpKFsi91GgVhJ533PsLv3AgTwpF/OdVl491ZvPgl1h75/Oa8tG3Z15p1RKxltdjvRzb3VjC5eyfQ3OZlfGMs0/3PErXuR5cMXsamsnae9d6pArMSs0lYbqGPS+lBiN/FYveOM9c5ldPIwVjf8EZssEqj2okCsxCHLeP3Cue6qo0rhpHBSOCmcagwntdXw/2aSWrduHXv27PEc02g0BAYGAjBjxgy2bt3KN998g6+vL7NmzUIQBI4ePQqAKIq0adOGkJAQ3n//fXJzc3n88ceZOnUq8+fPv99mVJukvnA2YnlyHMc7fk2WS2L8pcmc6/AvT9mrjipEVPf06p6T34rpdY7dlX4ZoM81t3nolMzu+GmttPbK5CFzDpccaraUtyHDWseTxhlgb5Wak5UNifNKwUvl4KwtinivBHJEE90MAods8NS3T7Ni0idUyjri9E6O2Ax3BaS8reXlgby54WEWP7wEP6GKJbd6oVbJ3LT68WrEZgwqkQ9y+/PX0J0kO+vywrYJXBr9CVsqQ/kisyf7m2+sVt/7xQ0UTgonhZPCqcZw+n8WYFaj0RASEuL5uT1BlZWVsXTpUj766CMefPBB2rdvz7Jlyzh27BgnTpwAYNeuXVy7do0VK1bQpk0bBg0axJtvvsnChQtxOO6dwfK3ZJFsaFUiLpeacw4DTXUm/E1VWCUHJ2wi8YnxVMoarJKW+MR4tloNNPlqBlMyuzMhozdrE9phUqkA9ybgnXor5kcarprOu/V2EmUoolg0kys6WJDbl3lBl+ngmwHAQ6l9yXVZ6GMUWbbtQSokI//M68OnG4bgREWl5F5/vlgViW9cAZWyjp4Gtzf5vQbAWbuDgdcHY5X0nBr/IU/ue4KHts9iUb2jCMj46axYJT1fF3XnpdBdNNcZGeFlIe3hxWhVaopEM5PDj7Kw1B3UMclZqXBSOCmcFE41ktP96He/Sb3//vv4+vpiMBjo0qULb7/9NhEREezbt48+ffpQUlKCn5+f55rIyEhmz57N888/zz/+8Q82bdrEhQsXPOfT09OJiYnh3LlztG1770yNdrsdu/1ni5fy8nLCw8NpvfZFznXfyICEIUR5F3HLZmZtg530vPwQD4QkM7fuRUanDGJtw22ku2x8UdiDzUktEUWB473+CcBXJe3oYEpjU0k7Pg07fk+7/ztlkWxMSh/CypjtiLLMtMz+GNVOpgYd4I0bw9jSeDuzsuMYV+c4RaKZRHsoLweksqQsjNPl0UQai3g18PqvMh6T1odV0bs97ch1WQhUG9Gq1J5wK7ePf1bUlfnBlwAYldKPJdEbGJ80lh9j1yMhYRYMzC+M5cfM1pxut0bhpHBSOCmcagwnqVL3n1/u2759OxaLhdjYWHJzc5k7dy7Z2dlcuXKFzZs3M3ny5GqTCUCnTp144IEHePfdd5k2bRo3btxg586dnvNWqxUvLy+2bdvGoEGD7nnfe+2FAYzYPYkfWhwhZu10Toz6EICgn9Y9b8ehynVZuOEy8mNZe94NvoBFspEjiszJHI6gkimxm4jwKmFpxBEsko25BV14P+T8b3IoECs5Zgsm2+nPWO/rSLh9DcokB+8W9GBW4CHWlLclUlfIIK8czCp3wrF+CUMB2NFko+fDvGC3c7SqITP9sgBouHIGKeM/99xrWPJANjXacVcbXsxtx9zgYx5HvgKxEr1KYNT1sTwVcZBS0YtpvjmIssT4jL6sjt6ncFI4KZwUTjWG0yPCzf+8M++dk0irVq2Ii4sjMjKSNWvWYDTencv+P6VXXnmFF154wfP77TepWSF7AT39ulzErNJyym6gSG3hoLUxIgIW0UCgpoJ5B4eRMnQx4PbOnnF9GOtiV7O5MoL1+e0JNZR56q4U9Zy1OxBR3ZWSeX5hLGG6Eib5FJDt9GemXxZ2WUe7E5NY0vY7uhm8iPe7SL+jsxDLdGwZ9Cn5osTM7Ad5POgoixuuooHWzJ2rrI+cfpIpzY4xJbM7L4TsZsXofwLup6NdVi0fR60Dqq9Ju3PNCLQ7/BTPtDpAsLaUILVAb6N0R5gVd5/UKoEXwnYCWoWTwknhpHCqMZzKK7gv/a+cef38/GjcuDEpKSmEhITgcDgoLS2tViY/P5+QkBAAQkJCyM/Pv+v87XO/Jr1ej4+PT7UfgBLRiwb7JpNt9aPTqcnYZC06lcTZiigMKifLkzrRQFfAsn5foVYJiLLk2XAUVCp81DZa+92kk1cqFsnGRYeObj7JaFUSE888cVc7vNU25p0dTOtT4/AS7DQ7NoFxqfF0D09j4vEp9Lk2jDh9JaJFy/Tu+9GqJBprvVgRdQCD4Lwn7D2dP6edMYOlEUfQqiQiNVVYJBun7E4MghOtqnr5haXhLC/tRG+f62i0InrBiZdgxyZrOWV3esqViFYu2O08cHU4xaJZ4aRwUjgpnGoUp0u/WHX7Nf2vJimLxUJqaiqhoaG0b98erVbL3r17PecTExPJzMykS5cuAHTp0oXLly9TUPBzFsndu3fj4+NDs2bNfvf9G2iLGdXsAm38bvJIw7OEacoIVesI0FXyY35b/L2q6G2UWJLXyxMM8fZM7isYGWQqYfnRbuhUIuccBk5XxTDeuwg/wcXZLkvJdVm4eUcQxWf8b9CjQQrr237J6pyO1PMvY1rYIepoKxnZ9ALLGn+PWTDwXLfdjPM9j0Ele+7b0/CzSWiJaOWh1L4A1NeY6WMUeTq7M6tKO3LDvbtLdQAAVB1JREFUZaRCcrG1vA2vJI0iQNBQJlV52jDUnMAD3tc4UxnNta4reNicQi9DKS10RRypjAWg95URJLu0nKiK4aF652ikLVI4KZwUTgqnGsXptC2K+9Hv2pN66aWXGDp0KJGRkeTk5PDaa69x4cIFrl27Rt26dZkxYwbbtm3jm2++wcfHh2eeeQaAY8eOAT+boIeFhfHee++Rl5fHY489xpNPPvn/2wS9d+I4RkVd5K91rrKwtAEZtkBamm4S75XC81nDWBm1h4dTB2DW2vm0/o67EnMViJX4CwYey+jHd1G7kZB4LH0gL9XbwXs3B3H2Sgzpw5d4ylskG0aVDotsJ8Gh49FtT9OudSrrGuxhTFof/hm5iXn5vXk/9BjjUuPRCBLfRe+4yxluTn4rHvE/5TE9vR108vZGaIloZXLaSB4NPVFtnXt0yiB+aLgdu+zCJOhYWBpOI10e/U1OrJKD53N60d77BgCTfbI89bU7M1bhpHBSOCmcagyn0aobBMXe+M+aoN+8eZNx48YRGxvLmDFjqFOnDidOnKBu3boAfPzxxwwZMoTRo0fTs2dPQkJCWL9+ved6tVrNli1bUKvVdOnShQkTJvD444/zxhtv/J5mVFNZmj/LtzzA+PT+xJuvsuV6S246AthoiaWpOY/BiUMpsZtIKgliYUn1FMdOWWR80iMkOJ208s7mb3kdafrDLNbE7EWSBUIMFeyM/7jaNWbBgFol4CsY6WxQkzzyc+ZHuH0j3g7fyI7KSJ4KPMTwxBFMCztEK5/suwaAVXJgEfWsLunkOfaXnH4kOd1mpknOSmZmDqZLQBpOWYNd+vn6KpcWtcqdJnphaTgz/bLob3IyO7cDS8saMTtoL16CnZNlMTyf01XhpHBSOCmcaiSnV3LjuB/9LsOJ1atX/+Z5g8HAwoULWbhw4a+WiYyMZNu2bb/ntr+qodcHkTpmMeCODTXk+iPs7v4Znxb2prs5kTaGTHqZ3eaU60vaU+g0c6BKQFBJ7K1ozpzAC8TVycBPcJFeFUhvv+sUd/JiaVkIR8oa4a2xeWJg3UslopUPi+KYE3gWgDGXnmBB89U01/2cEGyg6W5zTrVKxQC/yzhlDQ9cHc7+5htZXP8wW611aK6zMjPlEX6MXcu+qgBKRRMi7oXfo3aB4ioTD1wdzuam/+KDQ4No038x3QwCWpXIl8ldeabTDZrqiqiU0miuv4koQ/+EEQonhZPCSeFUozhFGTNZ+qut/1m1Ogr6vxpvZEOlmcmZPUhxupBkFdFaM0HaCrobbASobQSrLfQ2SiwIO82u9CasKe7ExD1TOXKrATbZxbmScJaXduBkbgTxpiw0KokpvnksizjMrLoHcMoiCQ4r4B5oqc6f14ArZYlD+Q1x4nZ6CzRZCRBs/zYtsl6lZbDJxggvi8dD/cmsXjx3ZByxy2bQq24yZsHAMC8rj/sUMts/A4AMRyBrWn6NRnD7Yqi9nUw68QRlUhVP1zmMXiPS+OBEAE6XR5PsCCFbtLK5yTqFk8JJ4aRwqlGcUp1Bv9mO26rVAWb3Xa6P3eTN2qJOnF3Witdf/JYHjcWYBQMWycaTN+I5ezSWtl2TWBOzF6vkYFLGoGprsHbZydiUIbwesYmP8vphVDv5ov5xxqT1wV9n5c3QPXRd/RIp4z/npsvC/Py+fBZ2rJpTnVVyMCFtMKsabOPZ7J58GLbf4x/wS1kkG05Z4oXsASyLOIxFsmEWDJ4slXbZiV6lRatSY5edbKwM5JVTozjXe5Enr8tt34TbydC2W/15Ydd4OrVJRie4WB55yHO/eYVNGOR9iSLRS+GkcFI4KZxqDKf/iijoH5zuxpbyOEqsRj5rsYr1JR24WhbKjiZbKZOqmJg6ggXRPwB44l9luiwUi1ou2et5ohUPvD4YjSChUUlsaLTTU85bJbCguAOT/U/xWWEP3g85z6Pp7nwt30fv97Tnr/ltaGXKYrx30V1tnZPfiteCzrLOEsKq3E7kW7yJD79Kjs2PL8OP0urUOJ6L3c8U3zxPxsrvMzqyu/VyOhyaweDYK2xNbIF4y0DXjtdZEXWATJelWjyvgdcHMztiDz8UdeDL8KMcqBKolHUMNtkAWFxaj7U57RVOCieFk8KpxnDqIVr/38Tuq0kyCXb+FbuK71p9Q2c9DPW7wKNhJwG3CeeGRjupkNRMTnqUVqfG8fiNntwSdVyy12PTrTaeeuyihgmhJ3gi7DB7q9TMK2xChMaMSdCyPbsZxaKWgb7u8B7fRe1lWsjBau14N/jCPQfAZyWRrDoTR+e3nmNfSVM6B6Szp823lLmMjK7jjki8vPU3lIlui56W+lx6mJLoFJTJ1IwhRAUX0dJ0k5b1s5GNIo8HuQP1pjl9aLhqusf0c3r4Qc5Yo1lU/xArK+owZeM0mmh/ThegcFI4KZwUTjWV079TrU4fvzSjO0bzCc8Th7dgo0z0An4GYJPVVDp0dK+Xztuh+/EVjLTXF9Jcvw1R1qBWCTwftZscpz9vXolnUuwJTpVEket3hkC1EYPGBeAJtqhWCURqyikRhbvMRX+pAeZrLPB6gKdmbcNbbeMfWx8mtWtdjmdGMa/rEcDAdUcIDfV5AJRKOmI0Dl4M2uvxWehzbRjfNv6ekyFh9DHaid44ncEdLpIybjFgZHWFP31NN+lvLOaSAypEA7MHbKdI0vNhdmcW1TvB5+m9IPqgwknhpHBSONUYTm/ndADSfrONUMuX+0qSYvDx/jnh1ou5nVkQdvqu8k9nd8YoOPhH8FHPuumzOR15P/QYepWWLhdHMyvmAI+Yb7GoNJoK0UALYxY9DIXMv9XtrlhZS8tCaGnIuissyb10Z9BFpywi/GQJc/vY0z8NaKcs8nxOVybUOcZ1RyiTfAruuv52HbOyu/NF/eM4ZZG2Jx9nUZuVRGksLC/tUC045C+vVTgpnBROCqeawqmk3EVgbMafe7nvTgmo+Dj0pOf3OfmtKBArAZhZdz8h+jK0qHk6uzOi7LamERCYlR3H8dY/8Ij5FgBP+6UzJzCRYV5W/NUm5gef8VwD8Nqt5gzwSqFCMrC6wv+ebZlfGEuq08JTN92RNuyyk6ZHH+P9omb8UOnP3/LbUyK6LXIW1XOnMZFw19/ZoOYx7zxPXXcOgI+KY0hyOvii/nFPn690XklPA7yX34dnAs7zbE5HT1t/+YeicFI4KZwUTjWZ071U6yepVKeFrVYDkzN7MzmzN/MLYzlQJfCI/yl8f8oYmeXyY+PN1rRa9RytvLLonzACcIO3Sxp+sPjQeN8UHk4dwPBkd6bMz0oiAXj6Zs9q14zxPUNdtZ695c3pasy6Z5tG+pznujMQs9pO7MEncMoiXcPTiTXk0tWQzXj/E5gELd0ujeKb8iBeLWjJ6ORhhBuKmV8Yy7zCFgDssOp5Nqcjn5VEsqQsjF5e19lY3obl5e4cXk9m9SLBYeWTkigG+V/kocQxFNi9PW1VOCmcFE4Kp9rA6bdUqyepdKeFbNGMt2BjcfgejqXHMNb3LCbBTiudwWPGOdBkx89QxYlHPuBKZX2yTtfjqqMKDWp6+11ntLmch1qcxyFpSM53R89IsIYyKzuOL8OPMt0vmznRW1lcWo9HL7g/1CbGnLsyZu6tcocMaaozUVddQTNTDi+12Y1ZMDAx6Ahzrw2mvsZMfY2LkUnDycmqQ7i2iBbGm6xu+CNfX+uCr8bKa3WvYZFsPHtmLHZJw6JrPVmQ8ABNtVDg9Cbd7vYvWBZxmKY6EwFqC9nOAHLLfLiwNxZJrh71MVXhpHBSOCmcaiinf6daPUmdsEWQ5axDM20lWpUatVriujPwnmuxWxpvJ1DtRawpj/j+p7lgr8+0rJ50NtzgksPG3wKP8X7UD4xufAGAx+scRS84yXVZyHVZ+PRmP46UNqK8yIsKyeXZDL1T0zZO9bzKdtJraW+4gZ/a/dq8v6IZH7RYB8DTN4bxTcO1XBi0gB+KO/KIdwlmwcCTzY+yNKUrZ+0OzIKBpJ7LGR94nDrelVyM+w6ToKOjOZ2GhvxqEYV7mzL44MfhDI6+ykPDjtyVwvpoVZTCSeGkcFI41UhO/0612nDi0zOdSRGiCNWV8dc6ydhlJ05ZxCwYPE5nd8oqOXg8PR6XpGZtw204ZRG9SkOLYxN5qtlhEipDeT1kN3/NjmdpxH4mZvTFT1eFUXCwNbU5V7t96wmceC9ZJBtWWeTvuX0967K3VSJa8fkprlaJ6F5P/qY8CIPKySPeJdhlJzbZxfxbXdiytitdh1/ktdCdhP5koaNWCcwrbEKZy72xeuT9OOpOz8BPZ8Umasmx+BJXN4N3Qk7jlEXUKpWn/0vLQrhsra9wUjgpnBRONYaT3aL+8/tJLUnpQUdzOlP8LvBZSSR6lZaRiQ8DMDFjgCeMfbrTwvvFDXg8PZ5eAcnUNViYV9gKk6BDrRJI6PYdO/Kb8896RwjVmHkldAdn7XDLZibaeIsBvpdpFpKHWiX86gAAd3DHSknmanFoteNWycFjqaOZV9iCDZVmup54CgCHrMEma7npsjAuNZ6xSQ8xp+5x9kx/j2slwfw9ZxCrLXX5S14Hel4eyTCfC8wNOsn7Ied5e94SrlyJZHidC6yJ2cs/Y1chIjAruzutD02j6Q+zPF7i/0zqrXBSOCmcFE41ktO/U61+k1p5vjmPhNixSg6O2430MYqkOy2USVra6PWe8oViJSlOAx31KvonjPDkbNlbpWZzaVuiDIX4qa0cLm3M0ogjAPxg8WGQqZB5tzqw82YTnKKaS51WVWvHhkozI7ws1Y7FJ8azsuG6e/oobKo0USEZeXX/aJo3yWJL4+0cqBLYXNqGD0PPARC9/UnSB33FqJR+PFAniXjzVbJcPuy3NGX7zWbMabydEV7uV/yPfvIyB+iXMJTZkbvpZShlpzWIl48/RGLfL9Gq1GyqNDHMy6pwUjgpnBRONYbT6bgv/vOpOmqa4r3cHs0mQUcfo8j8wliWl3YiT3R3ONNl4bOSSNZVNKazQY1aJTAi9CLRO54kPjGei1WRzAk6SKHTm3V57fmo/m6GJQ/kQJXA4YrGmAQdjY15PN3wEMtaf+u572u3mrOyog4HypvQL2Eo3S6N4qrD3ZZtsdsolSSskoMdVj1zb/2czHGYl5V2+iwe73KULY23A9DbKJFsCfJ4Z0/teJgkZyVmrZ2+XgkUSXpEVDwTcIqiYjOtdXlcdVSRL2r54ZI7tH/z4+PZ3XQzvQyl9L00gbeuD+LFjrs9uV+GeVkVTgonhZPCqUZy+neq1W9ShYlRHNOY2V7Smq2nWxMWU8ihlutQqwQsko0lpc3o7pVIe53aY5O/uLQe3mobY8wF1RJ45Ygqvi7qxvyQk7Q/OYm5LTYz2lx+z/uLskTzoxNx3DIxsNNFPg47zPSsB1kWcZgCsZK4bbPZNuBTGmvdQRyrZAdGlfvVPclZyaLCXhQ7TCyPPMQpu5NNZe2YF3TZs2YtIOBE5C85D/JF/eNccthYWdIZSVYx3v8En+b3ZVnEYc868mMZfTyxut4tasTK1A40DChkbYOd2GUXepWGHVUmhZPCSeGkcKoxnJYGbb8vZ95aPUntu1yf1/PH8n3sSrJEPbsqWtLf+zI/lHYkvbIOzb1z8dVYaaLPZaDJDrg/cEGlwlcw8n5xAwC+SexMv6hEXqp7gPq/MNv8NT2S/iBv1d+Et6AiSP1zThdRlhib1p+54ZtprjN6ympUEiuiDnjK5IpW6mvMzMqOwykLhBtKKHSacUgaNCqRcEMxLwekcqBKoED0prcxBwBfQefZcG24fzL/jPve0zeAb8qDCFBbaKMvIEJj5tmcjkysc5SXUh5WOCmcFE4KpxrDya/KdF+GE7U6dp+E6idzRjOhGvATzuInQLHDC4eooYNXGnlOP67bQ8lzWXlr02i69LjK4SuxXBi0gEKnN6P9TjOx0yW+L2/OsxkjsYlaxoSe8YT9+KUeTX+A3gGJPBhwnQZaMyWilSFJgzyvx2qVwLoGewD3AEhyVuKSBHz1VZ461CrBM9geCjiNoJLQIdJC5yRfdJHsrMP+iqaUSVU01IpEasoJUpvZYdXjkNU00BbRXGdkRZevmHF5PLZmWygXDWwoaEtupQ/Pxezz+Ei4ZDWiwknhpHBSONUwTuX8dl6r26rVe1KSLNDn2jDsspMLdjuNtV4crgplb0IT1jbcxmCTjTaGTMK0JQSoLSRP+JzlkYeIic5HkmVambLYXt6a0/Y6dDUls77hbjY33sLc/SPueb/bCcUa6PJpos8h02XBX23yDICjNolRKf1o/tnTbKg0uz3FtV6sitlJe+8bAJywVbdoeTN9CHF6JwaVC7NgQESFQeWklSkLSZaprzFTV62h/dkxpDqCeO7wo+SJZpKclbTSiZTm+vDZjQexSnoElcy/mn/LI94l9EsYiihLLKp3QuGkcFI4KZxqJKf7Ua2epGZceJT0nEDKJAdfFfbEKYtoVS40epenTLjGydc3u9NAW8Ts3A5cctjIKvRjYUk7xnsX8Vrdaww22VhR1NUTLDFl2GLP9Y/f6MlZuwOABlozn0RsobfByRPrpzMtZSzgfkV3yiId9CJvRWxkyJhjZDgC+SitLwBalZoCpw9j0vow6cykah/OrqYbqJAcrCvrAEBjrRe9jRLjvYs8Fjg5osgj0WeZ6ZdFyoAl1BGsHLA2QqtS07JpJmPrncEq6VnXYA8RGjNWycG62DWoVQKiLDH57CSFk8JJ4aRwqnGc7ke1epI61Ok7WkTmIMoyWy+3JNNVhU4lMjz2Eq8WtOfZnI48mTaaZyL2MmT7czwXeICmWi37ui5idsAFTz1P3ezCx6EnPdB+Ce+llIc9//97bl8yXVZeGbyBUaFu88oPi+I475C46IDvSjozL+gsn51/gLcabQBwx77yOUeRzYtzXZd6BvHtewWqvXit7gWezu7MUZvEkrIwz/2mZnUjWmPgmiWMyZk9UKsE2uj1XKmsh1MW+TrmB9bntmWa3zWskoMmRx5j7q1OrKuI9tR/tstShZPCSeGkcKpxnO5HtdpwoiQphs3URaty0VyXR3OdkUKxkosOH3aVt2Sc30ku2MOxSVom+KTyfUUM03xz7qrvrN3BnLRRbGmy8S6zSFGWeDKrF8siDlc7XihWYvvpdXdDpdv0MlprZkjSIL5r8AOVsoRBpSJQ7cVVRxUNtZpqHubP5nTk0YATdDb8fL8LdjuRGpG+FyZxrN1K9Cots3M7sPFkO8yhFjqEZjE3bDsRGjMX7HZa6rQcsGkJUVuoq5bYVhmNSbAzwJTnCfl/Wysr6iicFE4KJ4VTjeH0X5E+viQphlKjlX3WGLYVtmRNzF7A/Xp70u7vsSrpdP5heoWmUO4y8EX94xSIlaQ53eur3Qy//TJ5wibyfXFn/hK0n/oaM+3OjOXrlss9znglopV2W2Yzvft+2hoz6G6o5LjdyDsZ8exuupkBCUN4MXIn3Q2VFEoObLKKxlqv37znL3XW7mDJrV6MqXOKbKc/y7K6oVe7MGkcDK57md6mFPZaG/PxqhHE9knFX2+lwqn/aYPUrUyXReGkcFI4KZxqDKevg3b9+cMi7bVq8BXUPGhK4+ypRgxIGMJWqwF/tYmBJjtz8lvx1M0udArKZP21NlS63B/cirKWPHpoGo9tn/Gb9Y9K6ceKoq6EG4rZZ40CYELMaSpl9xNHutPC1Ixh9G13lfPl4RyoaIpFdrK6sDNawb0BubPpFq7YwrHITj661Zu/ZIwC4KbLwgNXh3vquXMdOMlZyZTM7p7fAwQHfwveTU+DgyRbKF81XsmOJltZ33A3U3zzaKA1c7o8GkP7Yr6KWc+yiMM4JA2zsuN4Nqcju6xahZPCSeGkcKpRnF7K6fCb/butWj1JvXh2DPur6iIAsk6mzG6gr7ECcK+VTgk4xsdhBxkZcIYHGyVhVLsj8z7nn0JkvUI6t0n6zfoFlUyVqKWf1zU23WoDwEz/RD7PexCA/7k5lI8iN+CSBVZH72N+8CUqJRlBJbGu0QZEWcIpi7wQkMb35c0Z4XeOtQ23AfBlSRxlVe5Ak2/kDqJKdnju20Bj5LP6+wB3qJJ+R2fx9+whlEk25gVd5n9uDgPgr/lteDmvLXur1HwZfpTzHVfjKxgQZYkfG27jw7AjzA85zNOnxiucFE4KJ4VTjeL0Vmj1ILe/plq93Hf6ajB6s4aztnDqaUs4ZGlCJ69UBpts9L4ygqWxK2igNdP06GP0i75eLXVzqtNCA+2vO8alOi302/wiHdqkkFxUlwfrJ3niV/2WRiQP4NsGGzhi8+dMZQxqlcSrgdfJdVnwFjQUSy52VzZkim8eSc5KnkkZy+rGa1hW1oIXAtLuqu/20sCWkjb8s97JaudSnRbeyRvAB/X2eNbC5+S3or/PFXobqz/5OGVB4aRwUjgpnGoMp/vdk6rVb1IjD87gsUuTsMk6Zp17lGE+57lmqwfAxmarmJnqNsEM8y8j1pTHwOuDPdfeOQDWWHzvqvuRy0/wffwi1sTsZUXrZcwKPOQ592pBSwYkDKHZsQk4ZZHZuR04anMPzg2NdvLCzX68nRKPQXAiIDMmrQ9Zop5SyYW3SqCJ3r052ljrhUNSo1dpaG28wfzCWH6wVP+wbi8N3B4AT2d3Zk5+KzZUmqmv0TOizll2WkM85ecHX2Ju2lBPPU5ZZMDe5xROCieFk8KpxnG6H9XqSerBpgm833wdKzLjeKLpMU5XRXO0qCEAU9KH8kyEe6Nyb7NNOGU16xv/eM96PkjuT3xiPFOzugFwyWFjf5vlzL4+lqM2iZlJ45iWMo6rjiosko1zJeEkJYfBBTdoNRIXbJGe+pZGHOFIq/UsudCd7xI78Vr9LeS5fPmyJI6FJe0IUVt5NqcjGyrNrG3yvScA5ZzARAyCg0fTH7irjZccNi7Y7fT0SaSJMYcD5U1IcEh8m9eNL7N6Au7wJpkuC/ubbyTFHgxApquK/i2uKpwUTgonhVON43Q/qtWTlF4QeeHyGPa2WEeWLYB0e12u5bhn7S+jNvHM0Uc9HtQTfK4y82afatfPyo5jVnYcD4QlMyz4Iu+F7Qbg07y+pLmgR0gquypasrDxKrY12cCCggfRqtR0r5OKf1gZ52d8ilal5p2Q05wpj7qrfdceXEKAdyVDt86mjb6AfwReprtXEu/l92PzmbYctzTkmM2dDtoi2RBlia76YmyihkKxslpdH+f144PcAQgqiVR7MFGGQlaVxlFmN7KjyUZSnRYCdFaWl7qfmv5aJxmAf5W1Ry+4FE4KJ4WTwqnGcbof1eo9qb7bnmJnW/fTSIFYib9goMfFsZxo406DXCJaMQla9CotoixRIFoJ/SkmVYFYybz83rwafACzSku6S+TzW72rras+lNqXL6M24a82cdbu4Ko9jMd9CikRrehVmt9MMAZu08zFBQ+Qb/Pmh4ZbeTkvjs3XWqJSy6zvuphYrdrjm/B0dmeeqbuPF9MfotDqRZOAfJZHHrpnvZccNk5UVfepcMoiN11VzM8bwD/rH/DUK8oSw5MHe0KjKJwUTgonhVNN4PRfsSe1tuFuz/97n3yKkclDmNNom+eYv9rkgaxWCZ4BkO60sKMyErukocfyl9hT5ceCggd5PWQf8Ynxnutt4s/ObZEaJx0NmZ56TYKOZscm0OTIY6yx+HqybN6pcI2TwQEX8dHa0KrUOCQNrSNvEl63hOZaHa2PPsElhw2ARfVO0FRnYlvsNk61XfurAwAgTC2yMLEXZVIV8wtjmV8Yyym7in5HnqGV+SaJTpENlWa2Wt3poG//oSicFE4KJ4VTTeG006r/1TruVK2epNZY/Mn9Cf4/Wm5lWr2DDPOy0uLE+Huum96WBBgEJ23NmSCBU9ZwIieKc3Y/APpcG0bjgxOJ8irGX23ihE0kUO3F08njOGT7uZ5rXVcwp9V2JFm4ZzzfILUXI7wsLInYxcDrg1lU7wTLYzYzof5JJGRWdlzKLdGLhaXh1QI7WiUHF+xuP4q9VXcnBgtUe3Gx0yp8BSNzAhNRqyTezhzM3A6beNz3OlkuP5LtwYiy++NdWVFH4aRwUjgpnGokp3+nWr3cF/H2PHo/mMon9XdhUul4OS+OlIq6LI5Zy99uDuGd+ls8IedFWaJIqsKkUiMgkC86mJc7kKURR0h1WpiZOpaegSnMCUz0lFerBJ7O7syOk635y4NbiNEVsLeiOeeKw5lU/xjFLjPP+LujB+e6LJ4noV9qSmZ35oTuYFryo7zXYB3T3n4O3cgCjrf+gYWl4Sz+eihtR1+hnU8mMboC2ukLWF7anjmBiQxJGsSXMWvvqvumy8Kc7PhqTzSFYiWfFHUGoJNXKsO8rIiyRON/PU3PrlcVTgonhZPCqcZw6i1Z/vxhkTKuh5Kg9eOUtQGv1LmGWiVQIFYy/MrjtA+8yadhxz3BGAvFSmZnDebkoab0fuASi+sfxiLb8RWMND70OM+12s9Mv6xq9xFlib/lt6fUaUIriGy/0JLh7c5T7DBRV2dhc3ILEnp8g1olMCqlH+sb7q4WmPG2yqQqzCo935SHISLwsDkFAJPgfl2/4XIwL2cQ4H6F/y56BwICWpWalRV1+Pvuh3ii50FeDbxerW232w8wObMHoqzildAdNNTqq8X4KpOqOGnzUTgpnBROCqcaw+m/Yk/q8eSR9Dc5eTXwOk9m9SLBYWVc4jj0apFpdQ96PoiPimMIVHuxIuoAH47+louFYZRIVZ5IvFNbHL1rAJywibyY1wmT2kEb70ymBR4kffCXPFXnEMPrXGC4/zk+aL/Oc4/1DXfzTXkQzY9OZGxaf089hWIlP1oiUasEpvjmMc03B3+1CR/BQJPNM1lVUY/GWi+WRx7ihZDdnD3diKY/zGJs6kDSnRYuWcMR/B2UOE0sLA331KtWCZ4BsKnSRNq8pnT0uUFTnanaH4ooSzyUOEbhpHBSOCmcahyn+1GtnqQ2xu6gQKzk6ezOnM6JIFwjIMkqDrTYQCudwVMuTFvCkKRBFIqVDPOycqrtWrQqAW91FQMShhCuLa5Wb8uTj1JXXcVf6x7gX4ntSK4Kxltwkuq0MGLli7x0aAxRGgvDvNx5WrpdGsWc/FYsSHqAxe1Xsq7BHhIcVjJdFt4u6MGXfx/pSUjW59owz6t6+rAlxHule/LBtNHr+XjIcib2Osz6hruJ1pppa7qBv28ljYz5fHy+7z05fJzRj3HvbSVGn3/XObVKYHfTzQonhZPCSeFU4zjdj2r1ct+uS5HYvLx59vg4JKeaY30/uee66yWHjVLJQDe9xIt5ndh4qTV1g8qJ8Cmhje9NzGobs/0zyHRZCFUb2VTpj4iK3sYcns4YTnOfXObWvcouq5blBd1YEXWAAQlD2Nl0C5kuC6Nff5m6j91gW+zPljvxifGknIhEbVcxZuRBZgacwqRSYxZ+Hpyn7E6cspqDlqZcqqjH6uh9bLUauGiN5EpFGJOCj/DUoYkMb32BT0LP/FsuoiyR6bIS/YtwKidsIkWSl8JJ4aRwUjjVGE7/Fct9004/xqzdjzOtzRGuD/j8ngPgB4sPw7c9y8QDT1IiVZFmCeRCv3+yr/V3BBksjPE9y6GiRlx1VDFy3sskON1BHiVZIEjtxfLobcytexWA5QXd+Ee9rURvf5LnI3eT4LDSa89slv/jQzY33gLgeXJa02g9qphKJo3ezTMBp+i87xnO2E2MSevjWReecOJJ8lx+zAlM5POILSwudYdMuVRRj9frb2F5QTcO9/2EnCpfRFmiRLR6smzeS3bZxf/cdKdlvuSw8dqt5oiyxGMnpiicFE4KJ4VTjeI0v7DJPcv9UrX6TaokKYY8Q9Vv5j8pEa0kOvVcd4Qy3juX2HUzSXt4MYViJW8X9OCdkNNstfpypao+bU0ZnKmM4bW61+6q55LDxnVHMGvyO3I2KYrLA/6JVqVmp9WX89YozzW3ndZ+rGiFTdIyJzCRCRm9mRB0nHLJwOq8TgysexWdykUPYxrLS+OYW/cqU7O68UjgCTroLRSKIn33PceqXkt4LX04O5tuoVCsJG7ti6htKl4dtZbHfQrv2d/bARw76W0USw6P9VCSs1LhpHBSOCmcagynG2U2WjQr+HO/SZ21O391AGyqNGGRbPirTYzbMYOrVnc640WDlwFgUKmJ97vIj5UBjPCy0NiQSztdISuvdQTcJpsHqgTsspPoHU9SV3DRRJfPugZ7WPXAFxRLLvQqLUuye7E2tS3P5riv06rURGvNvBCQ5jEXXRKxi49v9KONPodoryI+XDecKG0hvoKKLl5uS5ovw4/SxyjiKxgRUeHtb+W6I5SdTbd4+tS03Q2SJn1OhLaYhqumUyZVAbC6wt9TZn7wJTKdAbTY+AyhahNP3ezCKYWTwknhpHCqYZxC1KZ7svmlavUk1V6vrfb7TZeFvVVus8jnjoyjw7GpADzdcy8R+mIGJzzMdXsou6xa3insSE+DgzevDmZeYRPW32pPsaRmaOPLHLLBLUnDscpGaFDzTKd9hGrMtNIZmJDRmxNVDThcFcklh40fG21hXsuN+Gutd7Vvh1VPzLqnAAjzKuPLou7EGG9halVCW30lHbc+z46yloD7ieu1W82J2TWFxlovTndcTqno/hCtkoMySfZ4sLfVV7L7oQ881jNZzoBq933cp5C0kV+gVgl8Uf84nRROCieFk8KpBnK6H9XqSepOzcqOo/+p6cxc8RSvnR3Kyb4L6BXlfgp4OSCVZ/xv0DMoha15LelvcjK37kW0KjUXOq0g3RpIucPAF4U9eSfkND1/2jvUCi7UKsGTRyXTZeHY+ViGm6+wr6Qpo9bNJsVpZ947jzHM5/xdbeqgLyZh9D8BOHCpCYN9L9LP6zoPR59n/q0ueAVVUuF032x5SWd25TQhod9iRFmiWLRzojQGgBsuF+vK23rqXVbWlFEXnuSpm13ocnE0LwekKpwUTgonhVOt53Qv1fo9KR/vn53hwB1SRH+Hjf6dEmW39cwnoWfIdVlYWtqhmgNa9JapbOz/WTXz0F9ef9XpoKlWy3G7mjPWGAqdZq6Vh1Lh1NPSP4cPQ06hVgmssfjyjwvDuN79O8AdoHGE/1n6m5ye9pZJMg20Zv6a34a/1z1BqeSivsZMz8sjycquw+G+n3jWtu+UXXZilZw4kbHJMhE/lZl7qxkzAk4TpP71NXCFk8JJ4aRwqgmc7te6708xSQ28Pph1jX/ALBh44Opw9jff6Cm7tCwEm6z1OMMdtUl0MwhYJQcJTthS3oYOXmkMNtk4a3fQQqfyBH38LeW6LAw8N5VFrVbSQS9yxu52UHvrxhBMGgfjgk9RJJrJdfh5Ni37XBvGhw3W8vmt3nxR/ziLS+uhVYk012fTUa/ig+JYGurz8RaqeCVhJLEBt5gScog+Rre1jChL9E8Ywd5mm+5qT4LDyhMJj3Gg1epfbb/CSeGkcFI41RRO/xUm6Le1o8nWavb94E6TvLKiDgO8Uqijtng2DrsZBArFSm6KTtroNPT1vsJgkzsqY3u9zgPwqE3yXHNbA68P5pDNvQYbqjFzsdMquhkE9Cot3QwC/0gbAcCMsP0MMBUwzTenmiXO1PDDfJTXj70H2/BI+oO0MWTSSJ/H2pKOqFUCf62TzGhzOVds4agFme+j99PHKHLUJjEseSBFUpVnANhlJ10ujuaqw7052VRnYnfLlTT71zP3DPqocFI4KZwUTjWZ06/pT/Em9Uu1PzuGYLOF0sURuB4vIsxczusRm3g57SGWNVpFoahlW0UrZvifp8MPL/Dx4OWkOYKY7JvAlPShrGuwB3A/jQSpTdU2+OYXxjLZ7ywiUCapPTlehiQN8mwcflQcw0jvS3c5993WbY/uj4rdr+Pzgy9VOz8hozehhjKSK4LY0GgnL+a2472QM9XaccFu58fydh4fiV/WfT9SOCmcFE4Kpz+K03/Fcl9BYiR1fO5+9S0UK7HKMpOTHuVfsatIdBr55lYPsq2+6ASRtQ238VhGP76O3IETEZNKh1MWcSIyM3MQK6IOABDzw1McGP6hZ031tkRZosl3M7ny2AKskhN/tYkS0UqWKLDH0syzkXm77C8Hr1MWEVDR5OATSPkGpvXdi03SMsHvFA1+GjhOWcQi2fFXm3DKoife1Q8WHwyCg5X5XVgSud3zhPbUzS78s94RT7kLdjs7LS34a53katcrnBROCieFU03gtDEvljc67/nPL/dlZ2czYcIE6tSpg9FopGXLlpw583NIDFmW+cc//kFoaChGo5G+ffuSnFw9VXBxcTHjx4/Hx8cHPz8/pkyZgsVyd1Kuf6e4oxM4ZXfedTxQ7UWExszeZpsYl/QI3QwCb4XtQiNIXM0OpeXRSayO3seqigjWVUST5HRgEnSYVXpeCfs5UdnmoZ9Q7xe2/AtLw4k9+AT12uWysCSWqRnDyHVZ8FebWFPakZHePz91xCfGM6+wBUvKwqqlWx6bOpDPSmN4v+M6Lj78CV/u6kMv83VC1T9n0pyY0ZdSye35PeT6cI8XeA9jLn6ClT4BCawob+ApPzNov2cAnLI7GbnjGaySDlGWaH7oCYWTwknhpHCqUZyqpN/OHHxbv2uSKikpoVu3bmi1WrZv3861a9f48MMP8ff/2VnrvffeY8GCBSxevJiTJ0/i5eXFgAEDsNl+zsY1fvx4rl69yu7du9myZQuHDh1i2rRpv6cpACzvtAw/wXHPcyOSB7CkLIxHwk6zsDQcX0HHc/V380PXxWyKWwxAPW0J9bQleAsiZVIVh20asl3uGf2b8iAqZQ1qlcD7xQ3IdFlIdVr4atFQmtXLY1jYJS5U1MdXayNH1FEoVpJr82Vm2hhKRCvvFjXCR2fjtbrXSLUFYZNltlrdTxWSLFBXU0GRy4xZMPDBsBV0MzirpXv+Pno/0Vozy8sDGRRyxfO0E6T2IlJjpZ62hIWJvTxrvnda/PgJDr7ot4wHzAmoVQLrunyhcFI4KZwUTjWKUw+vxHuy+aV+1yT17rvvEh4ezrJly+jUqRPR0dH079+fBg3cM6Ysy3zyySe8+uqrDB8+nFatWrF8+XJycnLYsGEDAAkJCezYsYOvvvqKuLg4unfvzmeffcbq1avJycn5Pc2hhc7wqx7d3zfYTKHTmzU5HdiU2xqr5GRjSTu2V7Tk9ZtDaLR8Bj0NFQw02TlnD+G1/B6cq4pi1ulHOWqT+CazK9fs9RBlieXJceSJehpozZyfs4h+gQnEmVJYHnmIpRFH2FnRkpsuDfk2bxIvRjDq+jgultfn4bruN8w1xzuR4vRhVYE74deGRjt5xHyL+TtHAPB1Tnessnswv1rQstqG6OM+hfQwJTErOw5RlohZ9xQPX53IoYpYLsd9T3Pd3aasjbVe1FFXsr6kPeAeIAonhZPCSeFUkzhtLm1717l7SXNfpX7Spk2bGDBgAA8//DAHDx6kXr16PP3000yd6vacTk9PJy8vj759fw7Z7uvrS1xcHMePH+eRRx7h+PHj+Pn50aFDB0+Zvn37IggCJ0+eZOTIkXfd1263Y7fbPb+Xl5cDMOVGD75qtocRCY8QbKpgdfQ+TxmToGNOYCLT/M+R6DTyTmFXfDQ2Bpiv0MGURqNBBZgEHXbZySBTCYNNJ9Gq1JQ1M2KTtdQ3l7KjqAVDvNJpHZxzl/e4TdZil23Vjm1stJWkKBvx22fzwcC1NNSKgJHe7RIIVls4dagpRB3gkfQHcYhqDo76AKdsZG3DzehVRpyyyI+prRjT8DyFYiWBai+skoM2Og3/E7yXaVkDadQ8m7Qz4Vz3KsdS13aX1dC7RY3o5XUdg0rGqHa6A11m9OHzyG0KJ4WTwknhVGM4GdR3L4XeS7/rTSotLY3PP/+cRo0asXPnTmbMmMGzzz7Lt99+C0BeXh4AwcHB1a4LDg72nMvLyyMoKKjaeY1GQ0BAgKfML/X222/j6+vr+QkPdyfX+nvYdjoeng5AjsWX1241v+vaCclj6KAX2ZfdmCpRSxu9nr3lzT1WJ+8XtWRPlTdalZp3ixox2vcsb6YOZUXUAbIq/FhY3JH59bcwInmAJwbVM/43KBW9mHWzN8/n9GBOYCJt9HrUKoHGWgNoJbJdfrRb8zwAoqzivbwBPDfMHefqrfqbeCdyAz12Ps+qimCPWeknJY15q9VGvr/egUGvvUS608KopJG8dqs1gWojoYYy3oz5kfdHfYdJ48Soqr6ma5ed3LDVoZVOpKlOYHadI6hVAm/V36xwUjgpnBRONYrT0wHH7+JxL/2uSUqSJNq1a8f8+fNp27Yt06ZNY+rUqSxevPj3VPO79corr1BWVub5ycpyO75Fac280W4TXzdeSYDByt7cWFqdGlft2h1NtqJXaTnSdiX9fK8Svf1JVl92v8VZJBtrv36QZ46MB6DA4U2YWuRAiw3kuiy81WgDfb2vsNnSlDKHgbeuDcIqORiQMITR5nK+DD/KonongJ+DKH5XEcLwthfoZSxCDnSXHVLnIg8FnmaoOQGAy44Q6qu1bOm3gHeuDPS09eWAVFrr8ugZlUrvWScIUKuZVO8YPc3XKZFsbFjdg1uiNyO8LKyIOuBZB7597y2VdThTEM5xuxG9SutJDRCtcFI4KZwUTjWMU8g9olXcS79rkgoNDaVZs2bVjjVt2pTMzEwAQkJCAMjPr56BMT8/33MuJCSEgoKCauddLhfFxcWeMr+UXq/Hx8en2g/AebuDN78dxzl7GN822ED5rhD+2WrVPet4OGUo7fTFPNd5D+cfXEi604KITHkTF2n9l3LBbqeRMR/tT2D3VUXywtWH6ayHtKq6NPb9uc0q1c9W+1cdVdhlJzlO9wfxxt6R+Gqq8BWMpPX9mp1Nt2CV9Nxy+dDnyCwSHFa+yu6BRXYy6rsX6B3pjt81JbM7Vx1VZIlmrpUE08BQwCu5D7AmvwP9TU6C1F5ceXaRx7HvtjJd7hTOAKWiiZ2tvqWPUeSU3cms7Diezu7MWYWTwknhpHCqYZxeyunA/eh3TVLdunUjMbG6RUZSUhKRkZEAREdHExISwt69ez3ny8vLOXnyJF26dAGgS5culJaWcvbsWU+Zffv2IUkScXFxv6c5tNXrUHcq4ZVzI3jhZj+6jztHmiMIq3S3Rc2PDbcRpPZitn8GiU4NOytj8RWM7Bn0EU5ZZN7NwYzyTmL2zf4cssEYcwF72y7DItuppy/lhiUAURSwyy62xm6mRHRHFf66qBs3XA6P70GH1ilM8T/pMckck9aHcd7ZTPIpQCVIrCnrQGJOMFpUXHpiAW+EuFl9Vn8ff88chhqJYfUuM90vmzdC9rK+4W7anx3Di7nt7uqTUxZ54OAzDPS9RIlo5VhZQypliYb7J3PZFs6nYcf5LOwY7RVOCieFk8KphnF6N/TUXdfcS7/Lmff06dN07dqVuXPnMmbMGE6dOsXUqVNZsmQJ48e7X0nfffdd3nnnHb799luio6P5+9//zqVLl7h27RoGg3sTbdCgQeTn57N48WKcTieTJ0+mQ4cOfP/99/fVjtvOvFMPPsSe011IGf85hWIlS0rasWzHg8yI38kLAWksLA2nhyn5VwMy2mUnTTbPpG54CaKkovimH3VPqHn0L9vpakpmbUknyl0GDm9qy/kZn9L5zGM0Dcznu6i9NDsyiTfbbmSAKY+pGUMIMbiNOV4NPsAbeQ/ip7XS3+cyTbSV1BGMqFUCBWKlJ7jiZyWR9PVK4OWM0XzdYB0LijoToKkkzpTCu1nxfB3zA0+mjWJDo51kuix4qwT8f+ET4ZRFJmb05dnQPUz/+Bl+eOk9IjRGMl1VBKrV7twvssTzuXFs299B4aRwUjgpnGoMJ1Wl/j8fu69jx478+OOPrFq1ihYtWvDmm2/yySefeCYogL/85S8888wzTJs2jY4dO2KxWNixY4dnggJYuXIlTZo0oU+fPsTHx9O9e3eWLFnye5oCwMP+p+nR4woA/oKRQG0F74xYyYWK+sQefpxNua1JdgT96vV6lZb0YUswaZ183HwN/vXKePXVb5nocw2nrMYuafii/nG+fuIz9CotMxofYkHEFhpufQqzycbZymjMKj1rYvbyaMAJ4rzTeDZzKB+GHWGK/3GaaN0f+mMZfUh3WjwDYHl5IHGmFMI0KhbFrGV6+gj6+1wm3+lDI20Vdpfb6NImuv+N0Jg9A+CU3ckFu533ixuwrDycFt45LMjtywsz13C0KopZ2d3JcPnyUOIYjzf5owEnFE4KJ4WTwqnGcbof/e6IE0OGDOHy5cvYbDYSEhI85ue3pVKpeOONN8jLy8Nms7Fnzx4aN25crUxAQADff/89FRUVlJWV8fXXX2M2398m2p3qaFDT3ffnaBY6lYvR5nLG1j3FsEaXWRO7lkWZvf99PYE30CFysv331FG7vbObaW08GXgYgGPWRkRvexKnrGZpaRte6r6Ds+3X0NSYwwm7+4mns8HtTX3yUkMA1lW05kBVGIdscL0oiApZw82fHO50KpEWWtkTrt9XZ6ODzkFTYw5Bai/+J3oL/oKRHU22VmvnJYeNUtHEAWss58siUCNxqiSKi3lheAkO3r48iPfC9vHk3ieoY6j0bFx2VjgpnBROCqcayunfqVZHQbfLTr7P7kSfa8MokapYn+9eF31h9WQkWcXktGH3DBv/S/XwTuREVQMeTonnrRtDiE+MZ70lhlFHZ/Bo+gO8EJBGevxXeAtV/GtRXxIqw1haFsK6vPZM2DWdFKcLgAbaAjTlapp//yzx5iuMMZextawNJfk+XLOHss8axWlbOH1NNzEJOiySjQePzAJgWmZ/JvkUsLi0Hk+eepzHMvqQ6aoeKuqwtRFR2lKSrCFYXHq+z+7E2obbWNp2OU5ZTUK37/AVjFyIX8C5w7E4ZZFCsVLhpHBSOCmcaiSn+1GtDjAb9+Oz/K3lAfaVN2Ne8BFE3LN/iWjFLOixyg58BSNTMruzNOLIrwZ8dMoiEhITMwZQajeyqtFa9CoNdtmFViV4HNJ6Xh5JiFc530Rtp82RJ+nbIAmNSuTj0JNIuDE+nBLPW5EbaKjVMDWzD8sjD5HrsjAzYySCSmZu+GaWl3Th3eALLC8PZO6ZoZzrvQg1KsyCgcbLZ9CpZwKfhG/F/6e14jvbqVWpOWqTmLBvGnFN0/hb2HZa6rRIyNWCPGY5A5jtn8HLeW05eSuKl2J2KpwUTgonhVON4fSEJu2+9qR+V8SJmqaPG60lzsuLeUnRtNvdkalDdrE+qw2jwi9w3RJKfMAlKiQDflorqyv8OVQeS7TxFr28rlfz0L7qcFEgmnmj/maiNQZWVkRxuLQx3lobH4acYkjSIMxaO+ubrWC9pREmQcdzrfZztbIeZwvD+chQzIqUTlzstIpgYzmRGhULSpoQYSwBwFfQYRO1dK+TSnOdkXeDLwAQpSvk5Xa7PK/Vu6xa5oz4gY6GGwT+tD58yu7EKulpoavgybRRvBC+kyOWphhu6mjRKYeH187m/ZHfsTirFxtjN6BXaRltLifTlcPKikjeDznP1YBjNNcZFU4KJ4WTwqnGcFpzq95vf8H/pFq93BeklthbpabkciDvjf6O1entKbwUxPqsNhw62BKnrCZKW0i830XCtUUsqneCAear1BHs1erxFZw8tW8Sb2QPRqtS88G1fpzMieSlugdodeIxYsyFtPXJ4oZLy4KEBwCY6ZfFononqGusJFxbzO72XwGwN7kJFZILSRZoZXL7j5kEHdtit7Errymt73DmqytYedAr6Y7+WOhlTPPEuzprd/DosWnUVbtDkGxotJPZV8ZiEfUkTFtEF69khvU5iSgL7GiyFacs0nDVdGbndsCkUhGuLeKoTSJY4aRwUjgpnGoYp3qaEu5HtXq57/zVIAzeagIEWFHeHLukZYD5Cm30+mrlvykP4s3tozj50IcEqr3YW6VmWX4Pvo3cV+11VZQlMlxWskUzJ60NGOdzkS2WWJamdeN0uzWecknOSk/gyFSnhQiNkXSXjfpqLcWSg2C1kaGJw5BlFZ81/BfzcgaxPPIQO6x6Xk8aytJm3yEg01RX3WTzl1pj8aWlLtdTblZ2HPs2tefajEV3lbXLTvJFOxEaM3NvNfNk3PymPIhexjScqBROCieFk8KpxnD6r0h6WJIUw9NFD7I4YgdalZqme54ivtlVYoy3PM5rFsnGhNThLIj+gQBBw4ryBnirbWy81YZvorZXCz9vkWw8n92H98J2027Xs+i97Vzv/p0nmCK4E5a9nD2QSpeONTF7mZXtdkA+cyucxU1XstPSgmKXF328r9LVUIFZMGCX3YEUd1p9KRVN7CpugUNS83XUVowqHS5ET3ysO/V+cQO6mpLpZnAP1NuJxsyC3rO+a5FsnLR7sa20NRpBIkBTSaHTTEtTFo/7FHrqmpDRW+GkcFI4KZxqDKcRqoL/jkkqS29n6MGZXOqziF7nH8clqhkYmeBZVx14fTAANpcWvdpF18A0Ei3BxJrz8dVYGet9xRNr67aitz8JToFj8R8RqDYyPGko22K3USBW0nnfM+zuvQABPOmXc10W3r3Vm09C3aHvX85ry4ZdnXln1EpGm91OdHNvNaOLVzL9TU7mF8Yyzf8cceteZPnwRWwqa+dp750qECsxq7TVBuqYtD6U2E08Vu84Y71zGZ08jNUNf8QmiwSqvSgQK3HIMl6/cK676qhSOCmcFE4KpxrDSW01/HdMUl84G7E8OY7jHb8myyUx/tJkznX4l6fsVUcVIqp7enXPyW/F9DrH7kq/DNDnmts8dEpmd/y0Vlp7ZfKQOYdLDjVbytuQYa3jSeMMsLdKzcnKhsR5peClcnDWFkW8VwI5ooluBoFDNnjq26dZMekTKmUdcXonR2wG+hjvbYa5vDyQNzc8zOKHl+AnVLHkVi/UKpmbVj9ejdiMQSXyQW5//hq6k2RnXV7YNoFLoz9hS2UoX2T2ZH/zjdXqe7+4gcJJ4aRwUjjVGE73u9xXqw0nLJINrUrE5VJzzmGgqc6Ev6kKq+TghE0kPjGeSlmDVdISnxjPVquBJl/NYEpmdyZk9GZtQjtMKhXg3gS8U2/F/EjDVdN5t95OogxFFItmckUHC3L7Mi/oMh18MwB4KLUvuS4LfYwiy7Y9SIVk5J95ffh0wxCcqKiU3OvPF6si8Y0roFLW0dPg9ia/1wA4a3cw8PpgrJKeU+M/5Ml9T/DQ9lksqncUARk/nRWrpOfrou68FLqL5jojI7wspD28GK1KTZFoZnL4URaWuoM6JjkrFU4KJ4WTwqlGcrof1eo3qdZrX+Rc940MSBhClHcRt2xm1jbYSc/LD/FASDJz615kdMog1jbcRrrLxheFPdic1BJRFDje658AfFXSjg6mNDaVtOPTsOP3tPu/UxbJxqT0IayM2Y4oy0zL7I9R7WRq0AHeuDGMLY23Mys7jnF1jlMkmkm0h/JyQCpLysI4XR5NpLGIVwOv/2rfxqT1YVX0bk87cl0WAtVGtCq1J9zK7eOfFXVlfvAlAEal9GNJ9AbGJ43lx9j1SEiYBQPzC2P5MbM1p9utUTgpnBROCqcaw0mq1P35l/tG7J7EDy2OELN2OidGfQhA0E/rnrfjUOW6LNxwGfmxrD3vBl/AItnIEUXmZA5HUMmU2E1EeJWwNOIIFsnG3IIuvB9y/jfvXyBWcswWTLbTn7He15Fw+xqUSQ7eLejBrMBDrClvS6SukEFeOZhV7oRj/RKGArCjyUbPh3nBbudoVUNm+rlzZDVcOYOU8Z977jUseSCbGu24qw0v5rZjbvAxjyNfgViJXiUw6vpYnoo4SKnoxTTfHERZYnxGX1ZH71M4KZwUTgqnGsPpEeHmn9+Zd1bIXkBPvy4XMau0nLIbKFJbOGhtjIiARTQQqKlg3sFhpAxdDLi9s2dcH8a62NVsroxgfX57Qg1lnjorRT1n7Q5EVHelZJ5fGEuYroRJPgVkO/2Z6ZeFXdbR7sQklrT9jm4GL+L9LtLv6CzEMh1bBn1KvigxM/tBHg86yuKGq2igNXPnKusjp59kSrNjTMnszgshu1kx+p+A++lol1XLx1HrgOpr0u5cMwLtDj/FM60OEKwtJUgt0Nso3RFmxd0ntUrghbCdgFbhpHBSOCmcagyn8gruS7V6T6pE9KLBvslkW/3odGoyNlmLTiVxtiIKg8rJ8qRONNAVsKzfV6hVAqIseTYcBZUKH7WN1n436eSVikWycdGho5tPMlqVxMQzT9x1P2+1jXlnB9P61Di8BDvNjk1gXGo83cPTmHh8Cn2uDSNOX4lo0TK9+360KonGWi9WRB3AIDjvCXtP589pZ8xgacQRtCqJSE0VFsnGKbsTg+BEq6pefmFpOMtLO9Hb5zoarYhecOIl2LHJWk7ZnXewsXLBbueBq8MpFs0KJ4WTwknhVKM4XbLbuR/V6uW+c1eDWOHohV5wYRCcDPO5QEONwNxbnbhaFkqpzciRVut5NP0B3gnfTD21qdqarl120mTjTD7v/y0mwc65qihm+2eQ6bIQ+NPrsQjUv8O6ZnJmD14N3c7M1LGIssCLkbs4VBGLU1bzTOBhIjRmPimJYpT3Fc81v7TOKRGtTM0YxroGezzHns7uTLCunAHel4nUVLG4JI49ubHsbPG9J+YXuDNdZrjM7Cpvybygy5SIVrQqgVLJxZryVrwQkEbvKyN4r9FazlVFISIw0CuBxUU9FE4KJ4WTwqnGcDp6qz4vdTz6596TKkmKoXfiOEZFXeSvda6ysLQBGbZAWppuEu+VwvNZw1gZtYeHUwdg1tr5tP6OuxJzFYiV+AsGHsvox3dRu5GQeCx9IC/V28F7Nwdx9koM6cN/znVlkWwYVTossp0Eh45Htz1Nu9aprGuwhzFpffhn5Cbm5ffm/dBjjEuNRyNIfBe94y5nuDn5rXjE/5TH9PR20MnbG6ElopXJaSN5NPREtXXu0SmD+KHhduyyC5OgY2FpOI10efQ3ObFKDp7P6UV77xsATPbJ8tTX7sxYhZPCSeGkcKoxnEarbhAUe+PPbYIOUJbmz/ItDzA+vT/x5qtsud6Sm44ANlpiaWrOY3DiUErsJpJKglhYUj3FsVMWGZ/0CAlOJ628s/lbXkea/jCLNTF7kWSBEEMFO+M/rnaNWTCgVgn4CkY6G9Qkj/yc+RFu34i3wzeyozKSpwIPMTxxBNPCDtHKJ/uuAWCVHFhEPatLOnmO/SWnH0lOt5lpkrOSmZmD6RKQhlPWYJd+vr7KpUWtcqeJXlgazky/LPqbnMzO7cDSskbMDtqLl2DnZFkMz+d0VTgpnBROCqcayemV3DjuR7V6khp6fRCpYxaTNOlzvovewcyUR9jd/TNKXCYa6fMY4H2Zv0Vu57WYzXQKukGh08yBKrfj2mu3miMhEVcnAz/BRXpVIO3MN+jV6RpLy0L4oqA3wk9rtr+mEtHKa7daU1/t/pDGXHqCBroCmuvcCcEGmuz3NOdUq1QM8LtMJ3MaD1wdDsDi+odJddYBYGbKIyyJ3E5TQzairELEvfB71C5QXGXigavD0aoEPjg0iKM2d3ZLrUrky+SuNNWZGO9dRJxvGuPqHPescyucFE4KJ4VTTeL0UMCpX237narVk9S/Gm9kQ6WZyZk9SHG6kGQV0VozQdoKuhtsBKhtBKst9DZKLAg7za70Jqwp7sTEPVM5cqsBNtnFuZJwlpd24GRuBPGmLDQqiSm+eSyLOMysugdwyiIJDivgXiNOdf6c6KtSljiU3xAnbqe3QJOVAMH2b9Mi61VaBptsjPCyeDzUn8zqxXNHxhG7bAa96iZjFgwM87LyuE8hs/0zAMhwBLKm5ddoBLcvhtrbyaQTT1AmVfF0ncPoNSKND04E4HR5NMmOELJFK5ubrFM4KZwUTgqnGsUp1Rn0m+24rVq9J7Xvcn3sJm/WFnXi7LJWvP7itzxoLMYsGLBINp68Ec/Zo7G07ZrEmpi9WCUHkzIGVVuDtctOxqYM4fWITXyU1w+j2skX9Y8zJq0P/jorb4buoevql0gZ/zk3XRbm5/fls7Bj1TY4rZKDCWmDWdVgG89m9+TDsP0e/4BfyiLZcMoSL2QPYFnEYSySDbNg8GSptMtO9CotWpUau+xkY2Ugr5waxbneizybk7d9E24nQ9tu9eeFXePp1CYZneBieeQhz/3mFTZhkPclikQvhZPCSeGkcKoxnP4roqB/cLobW8rjKLEa+azFKtaXdOBqWSg7mmylTKpiYuoIFkT/APxswZLpslAsarlkr+eJVjzw+mA0goRGJbGh0U5POW+VwILiDkz2P8VnhT14P+Q8j6a787V8H73f056/5rehlSmL8d5Fd7V1Tn4rXgs6yzpLCKtyO5Fv8SY+/Co5Nj++DD9Kq1PjeC52P1N88zwZK7/P6Mju1svpcGgGg2OvsDWxBeItA107XmdF1AEyXZZqFjkDrw9mdsQefijqwJfhRzlQJVAp6xhssgGwuLQea3PaK5wUTgonhVON4dRDtP75Y/eZBDv/il3Fd62+obMehvpd4NGwkwD4CkY2NNpJhaRmctKjtDo1jsdv9OSWqOOSvR6bbrXx1GMXNUwIPcETYYfZW6VmXmETIjRmTIKW7dnNKBa1DPR1h/f4Lmov00IOVmvHu8EX7jkAPiuJZNWZODq/9Rz7SprSOSCdPW2+pcxlZHQdd0Ti5a2/oUx0W/S01OfSw5REp6BMpmYMISq4iJamm7Ssn41sFHk86CgAaU4fGq6aTplUBcD08IOcsUazqP4hVlbUYcrGaTTR/pwuQOGkcFI4KZxqKqd/p1odcWJpRneM5hOeJw5vwUaZ6AX8DMAmq6l06OheL523Q/fjKxhpry+kuX4boqxBrRJ4Pmo3OU5/3rwSz6TYE5wqiSLX7wyBaiMGjQvAE2xRrRKI1JRTIgp3mYv+UgPM11jg9QBPzdqGt9rGP7Y+TGrXuhzPjGJe1yOAgeuOEBrq8wAolXTEaBy8GLTXE2a/z7VhfNv4e06GhNHHaCd643QGd7hIyrjFgJHVFf70Nd2kv7GYSw6oEA3MHrCdIknPh9mdWVTvBJ+n94LogwonhZPCSeFUYzi9ndMBSPvNNkItXe4rKyvDz8+PG+ei8DH/nHDrf/I68l7oubvKv5DTAYPg5K9BJzzrpn/JbcebISfRq7T0vTyMadGHGe1VxFdlkVSIepoZsulqKOKDws7M+ylI4m0tLw+iuT6b9r8IS3Iv3Rl00SmLCD9Zwtw+9kJOBz4KO4NTFnklN46xASdJcgYz3rvwrutv1/FSTmc+rXcapyzS/cw4Pmq5hgiNhVVlbflLneR73vvO6xVOCieFk8Lpj+ZUWuEiun0mpaWl+Pr6/moba+UklZaWRoMGDf7oZihSpEiRov+lsrKyqF+//q+er5XLfQEBAQBkZmb+5gxcm1VeXk54eDhZWVm/ualYW/Vn7x/8+fv4Z+8f/Pn7+Ef2T5ZlKioqCAsL+81ytXKSEgT366Wvr++fcuDcKR8fnz91H//s/YM/fx//7P2DP38f/6j+3c9LRq227lOkSJEiRX9uKZOUIkWKFCmqsaqVk5Rer+e1115Dr9f/0U35f6Y/ex//7P2DP38f/+z9gz9/H2tD/2qldZ8iRYoUKfrvUK18k1KkSJEiRf8dUiYpRYoUKVJUY6VMUooUKVKkqMZKmaQUKVKkSFGNlTJJKVKkSJGiGqtaOUktXLiQqKgoDAYDcXFxnDp1f2mI/2gdOnSIoUOHEhYWhkqlYsOGDdXOy7LMP/7xD0JDQzEajfTt25fk5ORqZYqLixk/fjw+Pj74+fkxZcoULBYLNUFvv/02HTt2xNvbm6CgIEaMGEFiYmK1MjabjZkzZ1KnTh3MZjOjR48mPz+/WpnMzEwGDx6MyWQiKCiIl19+GZfL9X/ZlV/V559/TqtWrTwe+l26dGH79u2e87W9f7/UO++8g0qlYvbs2Z5jtbmPr7/+OiqVqtpPkyZNPOdrc9/uVHZ2NhMmTKBOnToYjUZatmzJmTNnPOdr1XeNXMu0evVqWafTyV9//bV89epVeerUqbKfn5+cn5//Rzft32rbtm3y//zP/8jr16+XAfnHH3+sdv6dd96RfX195Q0bNsgXL16Uhw0bJkdHR8tVVVWeMgMHDpRbt24tnzhxQj58+LDcsGFDedy4cf/HPbm3BgwYIC9btky+cuWKfOHCBTk+Pl6OiIiQLRaLp8z06dPl8PBwee/evfKZM2fkzp07y127dvWcd7lccosWLeS+ffvK58+fl7dt2yYHBgbKr7zyyh/Rpbu0adMmeevWrXJSUpKcmJgoz5kzR9ZqtfKVK1dkWa79/btTp06dkqOiouRWrVrJzz33nOd4be7ja6+9Jjdv3lzOzc31/Ny6dctzvjb37baKi4vlyMhIedKkSfLJkyfltLQ0eefOnXJKSoqnTG36rql1k1SnTp3kmTNnen4XRVEOCwuT33777T+wVb9fv5ykJEmSQ0JC5Pfff99zrLS0VNbr9fKqVatkWZbla9euyYB8+vRpT5nt27fLKpVKzs7O/j9r+/2qoKBABuSDBw/Ksuzuj1arldeuXespk5CQIAPy8ePHZVl2T+SCIMh5eXmeMp9//rns4+Mj2+32/9sO3Kf8/f3lr7766k/Vv4qKCrlRo0by7t275V69enkmqdrex9dee01u3br1Pc/V9r7d1l//+le5e/fuv3q+tn3X1KrlPofDwdmzZ+nbt6/nmCAI9O3bl+PHj/+BLfvfKz09nby8vGp98/X1JS4uztO348eP4+fnR4cOHTxl+vbtiyAInDx58v+8zf9OZWVlwM9R68+ePYvT6azWxyZNmhAREVGtjy1btiQ4ONhTZsCAAZSXl3P16tX/w9b/e4miyOrVq6msrKRLly5/qv7NnDmTwYMHV+sL/Dk+w+TkZMLCwoiJiWH8+PFkZmYCf46+AWzatIkOHTrw8MMPExQURNu2bfnyyy8952vbd02tmqQKCwsRRbHaAAEIDg4mLy/vD2rVf0a32/9bfcvLyyMoKKjaeY1GQ0BAQI3rvyRJzJ49m27dutGiRQvA3X6dToefn1+1sr/s470Y3D5XE3T58mXMZjN6vZ7p06fz448/0qxZsz9N/1avXs25c+d4++237zpX2/sYFxfHN998w44dO/j8889JT0+nR48eVFRU1Pq+3VZaWhqff/45jRo1YufOncyYMYNnn32Wb7/9Fqh93zW1MlWHopqvmTNncuXKFY4cOfJHN+U/rtjYWC5cuEBZWRnr1q1j4sSJHDx48I9u1n9EWVlZPPfcc+zevRuDwfBHN+c/rkGDBnn+36pVK+Li4oiMjGTNmjUYjcY/sGX/OUmSRIcOHZg/fz4Abdu25cqVKyxevJiJEyf+wa37/apVb1KBgYGo1eq7rG3y8/MJCQn5g1r1n9Ht9v9W30JCQigoKKh23uVyUVxcXKP6P2vWLLZs2cL+/furZdwMCQnB4XBQWlparfwv+3gvBrfP1QTpdDoaNmxI+/btefvtt2ndujWffvrpn6J/Z8+epaCggHbt2qHRaNBoNBw8eJAFCxag0WgIDg6u9X28U35+fjRu3JiUlJQ/xecHEBoaSrNmzaoda9q0qWdZs7Z919SqSUqn09G+fXv27t3rOSZJEnv37qVLly5/YMv+94qOjiYkJKRa38rLyzl58qSnb126dKG0tJSzZ896yuzbtw9JkoiLi/s/b/MvJcsys2bN4scff2Tfvn1ER0dXO9++fXu0Wm21PiYmJpKZmVmtj5cvX672B7J79258fHzu+sOrKZIkCbvd/qfoX58+fbh8+TIXLlzw/HTo0IHx48d7/l/b+3inLBYLqamphIaG/ik+P4Bu3brd5fqRlJREZGQkUAu/a/5PzTT+A1q9erWs1+vlb775Rr527Zo8bdo02c/Pr5q1TU1VRUWFfP78efn8+fMyIH/00Ufy+fPn5Rs3bsiy7DYL9fPzkzdu3ChfunRJHj58+D3NQtu2bSufPHlSPnLkiNyoUaMaY4I+Y8YM2dfXVz5w4EA1E1+r1eopM336dDkiIkLet2+ffObMGblLly5yly5dPOdvm/j2799fvnDhgrxjxw65bt26NcbE929/+5t88OBBOT09Xb506ZL8t7/9TVapVPKuXbtkWa79/buX7rTuk+Xa3ccXX3xRPnDggJyeni4fPXpU7tu3rxwYGCgXFBTIsly7+3Zbp06dkjUajfzWW2/JycnJ8sqVK2WTySSvWLHCU6Y2fdfUuklKlmX5s88+kyMiImSdTid36tRJPnHixB/dpPvS/v37ZeCun4kTJ8qy7DYN/fvf/y4HBwfLer1e7tOnj5yYmFitjqKiInncuHGy2WyWfXx85MmTJ8sVFRV/QG/u1r36BsjLli3zlKmqqpKffvpp2d/fXzaZTPLIkSPl3NzcavVkZGTIgwYNko1GoxwYGCi/+OKLstPp/D/uzb31xBNPyJGRkbJOp5Pr1q0r9+nTxzNByXLt79+99MtJqjb3cezYsXJoaKis0+nkevXqyWPHjq3mP1Sb+3anNm/eLLdo0ULW6/VykyZN5CVLllQ7X5u+a5R8UooUKVKkqMaqVu1JKVKkSJGi/y4pk5QiRYoUKaqxUiYpRYoUKVJUY6VMUooUKVKkqMZKmaQUKVKkSFGNlTJJKVKkSJGiGitlklKkSJEiRTVWyiSlSJEiRYpqrJRJSpEiRYoU1Vgpk5QiRYoUKaqxUiYpRYoUKVJUY/X/AaX/dbdJXB78AAAAAElFTkSuQmCC\n" | |
}, | |
"metadata": {} | |
} | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"part_2_steps = 26501365\n", | |
"print(padded_input.width, padded_input.height, part_2_steps // padded_input.width, part_2_steps % padded_input.width)" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "H1tWSi6GwU_e", | |
"outputId": "27ed3b58-e667-47d2-b889-09224d0c872d" | |
}, | |
"execution_count": 10, | |
"outputs": [ | |
{ | |
"output_type": "stream", | |
"name": "stdout", | |
"text": [ | |
"131 131 202300 65\n" | |
] | |
} | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"source": [ | |
"In 65 steps, graph search reaches the boundary of the square. Interesting that there are diagonal patterns.\n", | |
"\n", | |
"Grid has odd number of elements. When crossing the tile boundary, a new set of tiles becomes visitable (along even/odd).\n", | |
"\n", | |
"Works like a tiling problem. First tile has odds visitied, next 4 have evens, next 8 odds again, etc." | |
], | |
"metadata": { | |
"id": "VRcJs5cqy6PC" | |
} | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"odds, evens = 0, 0\n", | |
"for k, v in input_grid.garden_tiles.items():\n", | |
" if not v:\n", | |
" continue\n", | |
" if ((k[0] - input_grid.start[0]) + (k[1] - input_grid.start[1])) % 2:\n", | |
" odds += 1\n", | |
" else:\n", | |
" evens += 1\n", | |
"print(odds, evens)" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "vNeSnF9S1w4M", | |
"outputId": "b59a1542-4a28-4482-8044-b8fd477fc830" | |
}, | |
"execution_count": 11, | |
"outputs": [ | |
{ | |
"output_type": "stream", | |
"name": "stdout", | |
"text": [ | |
"7597 7694\n" | |
] | |
} | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"input_tile_distances = tile_distances(input_grid, float('inf'))\n", | |
"odds_full = sum(i % 2 for i in input_tile_distances.values())\n", | |
"evens_full = sum(1 - (i % 2) for i in input_tile_distances.values())\n", | |
"print(odds_full, evens_full)" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "XxoxfG_65D-M", | |
"outputId": "6968f49b-94ec-4069-d599-fd77e22e2f81" | |
}, | |
"execution_count": 12, | |
"outputs": [ | |
{ | |
"output_type": "stream", | |
"name": "stdout", | |
"text": [ | |
"7597 7689\n" | |
] | |
} | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"odds_corners = sum(i % 2 for i in input_tile_distances.values() if i > 65)\n", | |
"evens_corners = sum(1 - (i % 2) for i in input_tile_distances.values() if i > 65)\n", | |
"print(odds_corners, evens_corners)" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "X3b2-Mgf6Tra", | |
"outputId": "a575e8c5-cacb-4b88-d867-75935385fef9" | |
}, | |
"execution_count": 13, | |
"outputs": [ | |
{ | |
"output_type": "stream", | |
"name": "stdout", | |
"text": [ | |
"3713 3913\n" | |
] | |
} | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"source": [ | |
"dim = part_2_steps // padded_input.width\n", | |
"((dim + 1) * (dim + 1)) * odds_full + (dim * dim) * evens_full - (dim + 1) * odds_corners + dim * evens_corners" | |
], | |
"metadata": { | |
"colab": { | |
"base_uri": "https://localhost:8080/" | |
}, | |
"id": "V3TQHA0C7KBw", | |
"outputId": "99280221-8b67-42d7-aef8-d808dbcccc25" | |
}, | |
"execution_count": 15, | |
"outputs": [ | |
{ | |
"output_type": "execute_result", | |
"data": { | |
"text/plain": [ | |
"625587097150084" | |
] | |
}, | |
"metadata": {}, | |
"execution_count": 15 | |
} | |
] | |
} | |
] | |
} |
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