{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "
Peter Norvig, December 2022
\n", "\n", "# Advent of Code 2022\n", "\n", "# [Day 0](https://adventofcode.com/2022): Preparation\n", "\n", "I did [**Advent of Code**](https://adventofcode.com/) (AoC) again this year. (***Note***: I didn't finish all the puzzles. The [summary](#Summary) lists the two that I skipped.)\n", "\n", "On AoC eve, I prepared by loading up my [**AdventUtils.ipynb**](AdventUtils.ipynb) notebook:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%run AdventUtils.ipynb\n", "current_year = 2022" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Each day's solution consists of three or four steps:\n", "- **Reading the Input:** using my `parse` utility, e.g. `in1 = parse(day=1, parser=ints, sections=paragraphs)`. \n", "- **Solving Part One**: find the solution and record it with, e.g., `answer(1.1, ...)`.\n", "- **Solving Part Two**: find the solution and record it with, e.g., `answer(1.2, ...)`.\n", "- **Exploration**: optionally play around a bit.\n", "\n", "To fully understand each day's puzzle, and to follow along the drama involving elves, monkeys, elephants, and star fruit, you should read the day's puzzle description on the [**AoC**](https://adventofcode.com/) site, as linked in the header for each of my day's solutions, e.g. [**Day 1**](https://adventofcode.com/2022/day/1) below. Since you can't read Part 2 until you solve Part 1, I'll take some care to describe Part 2 more carefully in this notebook.\n", "\n", "Happily for us all, [**@GaryJGrady**](https://twitter.com/GaryJGrady/) is drawing his cartoons again this year! Below, Gary's elf makes his preparations:\n", "\n", "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 1](https://adventofcode.com/2022/day/1): Calorie Counting\n", "\n", "**Today's input** is a sequence of paragraphs, where each paragraph contains some integers. The numbers are calorie counts, and there is a complex backstory involving food for the elves, but to compute today's solution all we have to do is find the paragraph with the highest sum.\n", "\n", "My `parse` function can be used to break the input into paragraphs and extract a tuple of integers from each one. `parse` also shows the first few lines of the input file and the first few output records; this is helpful both for me as I write and debug the code and for you the reader trying to follow along." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 2275 strs of size 0 to 5:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "15931\n", "8782\n", "16940\n", "14614\n", "\n", "4829\n", "12415\n", "13259\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 268 tuples of size 1 to 15:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "(15931, 8782, 16940, 14614)\n", "(4829, 12415, 13259, 11441, 8199)\n", "(2540, 2500, 6341, 2235, 1858, 4157, 5053, 6611, 1050, 4401, 6187, 1078, 3297)\n", "(25264, 23014, 15952)\n", "(10156, 4544, 4930, 11786, 15822)\n", "(1264, 6399, 2031, 6892, 3115, 5151, 5093, 6724, 7001, 4011, 1458, 1945)\n", "(2106, 2016, 1528, 2524, 6089, 4466, 3154, 2686, 3289, 5831, 1520, 2122, 5744)\n", "(33066, 22616)\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in1 = parse(day=1, parser=ints, sections=paragraphs)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Find the Elf carrying the most Calories. How many total Calories is that Elf carrying?\n", "\n", "That is, find the maximum sum among all the tuples of integers:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 1.1: 0.0 msec, correct answer: 70116 " ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(1.1, 70116, lambda: \n", " max(sum(elf) for elf in in1))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that the three arguments to `answer` are:\n", " 1. The puzzle we are answering, in the form *day*.*part*, which ranges from 1.1 to 25.2.\n", " 2. The correct answer as verified by AoC.\n", " 3. A function to call to compute the answer (passed as a function so we can time how long it takes to run)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Find the top three Elves carrying the most Calories. How many Calories are those Elves carrying in total?\n", "\n", "That is, find the sum of the 3 biggest sums of the tuples of integers:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 1.2: 0.0 msec, correct answer: 206582 " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(1.2, 206582, lambda: \n", " sum(sorted(sum(elf) for elf in in1)[-3:]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 3: Recap\n", "\n", "To be clear, here is exactly what I did to solve the day's puzzle:\n", "\n", "1. Ran `in1 = parse(1, ints, paragraphs)` in a Jupyter Notebook cell, and examined the output. LGTM.\n", "2. Solved Part 1: ran `max(sum(elf) for elf in in1)`, and saw the output, `70116`.\n", "3. Copy/pasted `70116` into the [AoC Day 1](https://adventofcode.com/2022/day/1) answer box and submitted it.\n", "4. Verified that AoC agreed the answer was correct. (Sometimes my code has a **bug**, and I need to repeat steps 2–4. You can search within this notebook for \"**bug**\" to find my major errors.)\n", "5. Put`answer(1.1, 70116, lambda: max(sum(elf) for elf in in1))` in athe notebook, to record the answer.\n", "6. Repeated steps 2–5 for Part 2." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 2](https://adventofcode.com/2022/day/2): Rock Paper Scissors \n", "\n", "**Today's input** is an encrypted strategy guide for playing multiple rounds of rock-paper-scissors. Each line has two one-letter strings indicating plays by the opponent and by me:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 2500 strs of size 3:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "C Y\n", "B Z\n", "B Z\n", "C Y\n", "B Y\n", "C Z\n", "C Z\n", "C Y\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 2500 tuples of size 2:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "('C', 'Y')\n", "('B', 'Z')\n", "('B', 'Z')\n", "('C', 'Y')\n", "('B', 'Y')\n", "('C', 'Z')\n", "('C', 'Z')\n", "('C', 'Y')\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in2 = parse(2, atoms)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: What would your total score be if everything goes exactly according to your strategy guide?\n", "\n", "The instructions say that \"*The score for a single round is the score for the shape you selected (1 for Rock, 2 for Paper, and 3 for Scissors) plus the score for the outcome of the round (0 if you lost, 3 if the round was a draw, and 6 if you won).*\" and that \"*the first column is what your opponent is going to play: A for Rock, B for Paper, and C for Scissors. The second column– ... (Suddenly, the Elf is called away)*\" \n", "\n", "We can only assume that X/Y/Z corresponds to my plays of Rock/Paper/Scissors, respectively.\n", "\n", "It seems confusing that there are three different encodings of Rock/Paper/Scissors: A/B/C, X/Y/Z, and 1/2/3. I decided the least confusing approach would be to translate everything to 1/2/3. I include one test case, using `assert`:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 2.1: 0.4 msec, correct answer: 13268 " ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "RPS = Rock, Paper, Scissors = 1, 2, 3\n", "rps_winner = {Rock: Paper, Paper: Scissors, Scissors: Rock}\n", "\n", "def rps_score(opp: int, me: int) -> int:\n", " \"\"\"My score for a round is 1/2/3 for my play plus 3 for draw and 6 for win.\"\"\"\n", " return me + (6 if rps_winner[opp] == me else 3 if me == opp else 0)\n", "\n", "assert rps_score(Rock, Paper) == 8 # I score 2 just for playing Paper; 6 for beating Rock\n", " \n", "answer(2.1, 13268, lambda: \n", " sum(rps_score('.ABC'.index(a), '.XYZ'.index(x)) for a, x in in2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: What would your total score be if everything goes exactly according to your strategy guide?\n", "\n", "In Part 2 we see there was a misunderstanding in Part 1. The X/Y/Z letters do not mean that I should play rock/paper/scissors; rather \"*the second column says how the round needs to end: X means you need to lose, Y means you need to end the round in a draw, and Z means you need to win.*\" " ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 2.2: 0.5 msec, correct answer: 15508 " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "rps_loser = invert_dict(rps_winner)\n", "\n", "def rps_score2(a: Char, x: Char) -> int:\n", " \"\"\"First arg is 1=Rock/2=Paper/3=Scissors; second means X=lose/Y=draw/Z=win.\"\"\"\n", " opp = '.ABC'.index(a)\n", " me = rps_loser[opp] if x == 'X' else opp if x == 'Y' else rps_winner[opp]\n", " return rps_score(opp, me)\n", "\n", "answer(2.2, 15508, \n", " lambda: sum(rps_score2(a, x) for a, x in in2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 3: Exploration\n", "\n", "In regular Rock/Paper/Scissors, a sensible strategy (for both players) is a mixed strategy: play each of the possible moves 1/3 of the time, for an expected payoff of 1/2 of a win. But what about in the elves' variation of the game, where your score depends not only on whether you win, lose, or draw, but also on what you played (and your opponent's score depends on what they played)? This is a non-zero-sum game.\n", "\n", "The two matrices below gives the payoffs for each of the nine combinations of possible plays. The left matrix gives the payoff for the player choosing a row, and the right for the player choosing a column. For example, if row plays R and col plays P, then the payoff to row in 1 and the payoff to col is 8.\n", "\n", "\n", " Payoff for row Payoff for col\n", " R P S R P S\n", " R 4 1 7 R 4 8 3\n", " P 8 5 2 P 1 5 9\n", " S 3 9 6 S 7 2 6\n", " \n", "[Rahul Savani's Game Theory Explorer](https://cgi.csc.liv.ac.uk/~rahul/bimatrix_solver/) solves this game, and tells us that there is a Nash equilibrium where each player should play a mixed strategy with Rock 4/9 of the time, Paper 1/9, and Scissors 4/9, to get an expected payoff of 5 points. Note that if the players could collude, they could both agree to always play Scissors, and thus get 6 points per round rather than just 5. But both playing Scissors is not an equilibrium; either player could gain a point by defecting and playing Rock. Thus, this game is a prisoner's dilemma. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 3](https://adventofcode.com/2022/day/3): Rucksack Reorganization\n", "\n", "Each line of **today's input** is just a string of letters; the simplest input to parse:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 300 strs of size 16 to 48:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "lflZfgnSnlmmlgGfjGthQPtLNsQhvbHLLpSS\n", "zrCVDVFMJTCTcCJMwCThWbtbpbWpPbtbHPLQssLsHP\n", "rBFcrwFzFwwVDcDrzTzJfnRGjllBdGZnnZfhqmdn\n", "FjpnFRDmbRtnbJrFJmSTsGShWVhGqGVVsmqs\n", "ZwPvNPdzNZwfzBNLdNNNNcLvhnQhqMTVsTGSWSqGqTdVWhMT\n", "vgLZHfvLffNLPbggnrbFpJnCbC\n", "hzJzGjGfqmGtDQtDSvVV\n", "plpcMBNBcCTlTgCMbvtrsSVsVJDJlrwDQr\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in3 = parse(3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Find the item type that appears in both compartments of each rucksack. What is the sum of the priorities of those item types?\n", "\n", "The letters correspond to **items** in the rucksack, and the two **compartments** of each rucksack correspond to the two halves of each input string. The **priority** of an item is 1–26 for a-z, and 27–52 for A–Z.\n", "\n", "It turns out that `ascii_letters` is just what we need for priority, and I will use set intersection to find the one item that is guaranteed to be in common between the two halves. My utility function `split_at` divides a string into two parts at an index, and `the` makes sure there is exactly one letter in the intersection. " ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 3.1: 0.3 msec, correct answer: 8401 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def common_item(rucksack: str) -> Char:\n", " \"\"\"The one letter that appears in both left and right halves of the input string.\"\"\"\n", " compartments = split_at(rucksack, len(rucksack) // 2)\n", " return the(intersection(compartments))\n", "\n", "def priority(c: Char) -> int: return string.ascii_letters.index(c) + 1\n", "\n", "answer(3.1, 8401, \n", " lambda: sum(priority(common_item(rucksack)) for rucksack in in3))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Find the item type that corresponds to the badges of each three-Elf group. What is the sum of the priorities of those item types?\n", "\n", "The instructions now say that \"*For safety, the Elves are divided into groups of three. Every Elf carries a badge that identifies their group. For efficiency, within each group of three Elves, the badge is the only item type carried by all three Elves.*\" \n", "\n", "The itertools recipe `batched(in3, 3)` groups a sequence into subsequences of length 3; then we find \"the\" intersection of each group of three rucksacks and get its priority, and finally sum the priorities:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 3.2: 0.2 msec, correct answer: 2641 " ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(3.2, 2641, lambda: \n", " sum(priority(the(intersection(group))) for group in batched(in3, 3)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 4](https://adventofcode.com/2022/day/4): Camp Cleanup\n", "\n", "Each line of **today's input** represents a pair of ranges of ID numbers for sections of camp that a given elf is assigned to clean up. I could parse the string `\"18-20,19-21\"` into the pair `(range(18, 21), range(19, 22))`, but I decided to use the 4-tuple `(18, 20, 19, 21)`." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 1000 strs of size 7 to 11:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "18-20,19-21\n", "9-86,9-87\n", "7-8,8-18\n", "82-98,98-99\n", "17-17,17-77\n", "13-21,20-79\n", "46-52,45-46\n", "34-54,37-53\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 1000 tuples of size 4:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "(18, 20, 19, 21)\n", "(9, 86, 9, 87)\n", "(7, 8, 8, 18)\n", "(82, 98, 98, 99)\n", "(17, 17, 17, 77)\n", "(13, 21, 20, 79)\n", "(46, 52, 45, 46)\n", "(34, 54, 37, 53)\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in4 = parse(4, positive_ints)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: In how many assignment pairs does one range fully contain the other?\n", "\n", "I could transform the input `18, 20` into the set `{18, 19, 20}` and then check if `{19, 20, 21}` is a subset (or vice versa). That would be easy, but it would be slow if the integers are huge. It is also easy to compare endpoints directly:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 4.1: 0.1 msec, correct answer: 477 " ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def fully_contained(lo, hi, LO, HI) -> bool:\n", " \"\"\"Is the range `lo-hi` fully contained in `LO-HI`, or vice-veresa?\"\"\"\n", " return (lo <= LO <= HI <= hi) or (LO <= lo <= hi <= HI)\n", "\n", "answer(4.1, 477, lambda: \n", " quantify(fully_contained(*ranges) for ranges in in4))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: In how many assignment pairs do the ranges overlap?\n", "\n", "Part 2 is very similar to Part 1; it asks if the two ranges have any overlap (intersection) at all." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 4.2: 0.1 msec, correct answer: 830 " ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def overlaps(lo, hi, LO, HI) -> bool:\n", " \"\"\"Do the two ranges have any overlap?\"\"\"\n", " return (lo <= LO <= hi) or (LO <= lo <= HI)\n", "\n", "answer(4.2, 830, lambda: \n", " quantify(overlaps(*ranges) for ranges in in4))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 5](https://adventofcode.com/2022/day/5): Supply Stacks\n", "\n", "My `parse` function is primarily intended for the case where every record is parsed the same way. **Today's input** consists of two **sections**, each of which should be parsed differently:\n", "- The first section is a **diagram**, showing stacks of crates that have been unloaded from the supply ships. Each line in the diagram can be parsed by picking out the characters that are in the stacks; that is, the characters in column 1 and every 4th column after: `line[1::4]`.\n", "- The second section is a list of **moves** to be performed by \"*a giant cargo crane*\". The move \"move 8 from 7 to 1\" means that the top 8 crates should be moved from stack 7 to the top of stack 1. Each line can be parsed with `ints` to get a 3-tuple of (number-of-crates, start-stack, end-stack). \n", "\n", "I handle this by having the first call to `parse` split the input into these two sections, then for each section `parser5` does another call to `parse` to handle each line of the section." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 513 strs of size 0 to 35:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", " [B] [L] [S]\n", " [Q] [J] [C] [W] [F]\n", " [F] [T] [B] [D] [P] [P]\n", " [S] [J] [Z] [T] [B] [C] [H]\n", " [L] [H] [H] [Z] [G] [Z] [G] [R]\n", "[R] [H] [D] [R] [F] [C] [V] [Q] [T]\n", "[C] [J] [M] [G] [P] [H] [N] [J] [D]\n", "[H] [B] [R] [S] [R] [T] [S] [R] [L]\n", " 1 2 3 4 5 6 7 8 9 \n", "\n", "move 8 from 7 to 1\n", "move 9 from 1 to 9\n", "move 4 from 5 to 4\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 2 tuples of size 9 to 503:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "(' B L S', ' QJC W F', ' FTBD P P', ' SJZT BCH', ' LHHZGZGR', 'RHDRFCVQT', 'CJMGPHNJD', 'HBR ...\n", "((8, 7, 1), (9, 1, 9), (4, 5, 4), (4, 6, 1), (3, 8, 5), (6, 5, 9), (1, 5, 1), (4, 4, 9), (7, 3, ...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "def parser5(paragraph) -> tuple:\n", " \"\"\"Parse a paragraph which can be either a diagram or moves.\"\"\"\n", " subparser = ints if 'move' in paragraph else (lambda line: line[1::4])\n", " return parse(paragraph, subparser)\n", "\n", "in5 = parse(5, parser5, paragraphs, show=13)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: After the rearrangement procedure completes, what crate ends up on top of each stack?\n", "\n", "Rearranging means repeatedly popping a crate from one stack and pushing it on top of another stack, according to the move commands. I'll define `rearrange` to manipulate and return a dict of `{column: [crate, ...]}`, with the bottom crate first and the top crate last within each list. You never know what Part 2 will want, so `rearrange` will return the whole dict, and `tops` will pull out the top crate from each stack, which will be the puzzle solution. *Note*: my utility function `T` is matrix transpose: the input `diagram` is a sequence of rows; `T(diagram)` swaps them into a sequence of columns." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 5.1: 0.1 msec, correct answer: SHQWSRBDL " ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def rearrange(diagram, moves) -> dict[int, list[Char]]:\n", " \"\"\"Given a diagram of crates in stacks, apply move commands.\n", " Then return a string of the crates that are on top of each stack.\"\"\"\n", " stacks = {int(col[-1]): [L for L in reversed(col[:-1]) if L != ' '] \n", " for col in T(diagram)}\n", " for (n, source, dest) in moves:\n", " for _ in range(n):\n", " stacks[dest].append(stacks[source].pop())\n", " return stacks\n", " \n", "def tops(stacks) -> str: return cat(stacks[col][-1] for col in stacks)\n", "\n", "answer(5.1, 'SHQWSRBDL', lambda: \n", " tops(rearrange(*in5)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: The CrateMover 9001 is notable for ... the ability to pick up and move multiple crates at once. After the rearrangement procedure completes, what crate ends up on top of each stack?\n", "\n", "In Part 1, when *n* crates were moved with a CrateMover 9000 crane, it was done one-at-a-time, so the moved crates ends up being reversed at their destination. In Part 2 the CrateMover 9001 can lift all *n* crates at once, and place them down without reversing them. I'll rewrite `rearrange` to handle either model. " ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "def rearrange(diagram, moves, model=9000) -> dict:\n", " \"\"\"Given a diagram of crates in stacks, apply move commands.\n", " Then return a string of the crates that are on top of each stack.\"\"\"\n", " stacks = {int(col[-1]): [L for L in reversed(col[:-1]) if L != ' '] \n", " for col in T(diagram)}\n", " for (n, source, dest) in moves:\n", " stacks[source], crates = split_at(stacks[source], -n)\n", " if model == 9000: \n", " crates = reversed(crates)\n", " stacks[dest].extend(crates)\n", " return stacks" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I'll rerun Part 1 to make sure the new function definition is backwards compatible:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 5.1: 0.1 msec, correct answer: SHQWSRBDL " ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(5.1, 'SHQWSRBDL', lambda: \n", " tops(rearrange(*in5)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here's the solution to Part 2:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 5.2: 0.1 msec, correct answer: CDTQZHBRS " ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(5.2, 'CDTQZHBRS', lambda: \n", " tops(rearrange(*in5, model=9001)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 6](https://adventofcode.com/2022/day/6): Tuning Trouble\n", "\n", "**Today's input** is a single line of characters, representing signals from a handheld device:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 1 str of size 4095:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "qzbzwwghwhwdhdqhhbhfbfsstggdsssgzgdzzdbbbzmbzzvlldppjnjlltwtsszwswgssjnsjnnfqfzqqjzjfjmfmwfmfhfn ...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in6 = the(parse(6))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: How many characters need to be processed before the first start-of-packet marker is detected?\n", "\n", "A start-of-packet marker is when there are *n* distinct characters in a row. We're asked to find the first place where that occurs. I initially **had a bug**: I read the instructions hastily and assumed they were asking for the *start* of the start-of-packet marker, not the *end* of it. When AoC told me I had a wrong answer, I read the instructions more carefully and figured it out." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 6.1: 0.3 msec, correct answer: 1987 " ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def first_marker(stream, n=4) -> int:\n", " \"\"\"The number of characters read before the first start-of-packet marker is detected.\"\"\"\n", " return first(i for i in range(n, len(stream) + 1) if distinct(stream[i-n:i]))\n", "\n", "def distinct(sequence) -> bool: return len(set(sequence)) == len(sequence)\n", "\n", "answer(6.1, 1987, lambda: \n", " first_marker(in6, 4))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: How many characters need to be processed before the first start-of-message marker is detected?\n", "\n", "A start-of-**message** marker is just like a start-of-**packet** marker, except it consists of 14 distinct characters rather than 4." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 6.2: 0.9 msec, correct answer: 3059 " ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(6.2, 3059, lambda: \n", " first_marker(in6, 14))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 7](https://adventofcode.com/2022/day/7): No Space Left On Device \n", "\n", "**Today's input** is a transcript of shell commands and output on a computer that is in need of an upgrade. I'll make `parse` split each line into space-separated tokens:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 1087 strs of size 4 to 19:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "$ cd /\n", "$ ls\n", "dir bfbjzfd\n", "dir mbc\n", "dir psqmv\n", "dir qqpgw\n", "59022 rrqzqwl.frp\n", "dir sscj\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 1087 lists of size 2 to 3:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "['$', 'cd', '/']\n", "['$', 'ls']\n", "['dir', 'bfbjzfd']\n", "['dir', 'mbc']\n", "['dir', 'psqmv']\n", "['dir', 'qqpgw']\n", "['59022', 'rrqzqwl.frp']\n", "['dir', 'sscj']\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in7 = parse(7, str.split)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Find all of the directories with a total size of at most 100000. What is the sum of the total sizes of those directories?\n", "\n", "In the elvish operating system the \"cd\" and \"ls\" commands are similar to Unix/Linux, except the output format of \"ls\" differs: any subdirectory of the current directory is listed as \"`dir` *name*\", while any regular file is listed as \"*number* *name*\", where the number is the file size. The total size of a directory is the sum of all contained files, even those in sub-sub-directories.\n", "\n", "I'll keep track of a **stack** of directories (as Unix/Linux does with the [dirs/pushd/popd](https://www.gnu.org/software/bash/manual/html_node/Directory-Stack-Builtins.html) commands). All I need to pay attention to in the transcript are `cd` commands (which change the `dirs` stack) and file size output (which I will use to increment the size of the current directory and all the parent directories in the stack). I'm making the assumption that the transcript is a systematic exploration that will not visit a subdirectory and issue an `ls` command twice. Given that assumption, I can ignore `ls` command lines and \"`dir` *name*\" output. My `browse` function examines the lines of the transcript and returns a Counter of `{directory_name: total_size}`. From that Counter I can sum the directory sizes that are under 100,000. " ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 7.1: 0.3 msec, correct answer: 1232307 " ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def browse(transcript) -> Counter:\n", " \"\"\"Return a Counter of {directory_name: total_size}, as revealed by the transcript.\"\"\"\n", " dirs = ['/'] # A stack of directories\n", " sizes = Counter() # Mapping of directory name to total size\n", " for tokens in transcript:\n", " if tokens[0].isnumeric():\n", " for dir in dirs: # All parent directories get credit for this file's size\n", " sizes[dir] += int(tokens[0])\n", " elif tokens[0] == '$' and tokens[1] == 'cd':\n", " dir = tokens[2]\n", " if dir == '/':\n", " dirs = ['/']\n", " elif dir == '..':\n", " dirs.pop()\n", " else: # E.g. \"cd bar\" from current directory \"foo\" results in \"foo/bar\"\n", " dirs.append(dirs[-1] + dir + '/')\n", " return sizes \n", "\n", "answer(7.1, 1232307, lambda: \n", " sum(v for v in browse(in7).values() if v <= 100_000))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Find the smallest directory that, if deleted, would free up enough space on the filesystem to run the update. What is the total size of that directory?\n", "\n", "I'm glad I chose to return the complete directory size Counter in Part 1; with that I can quickly find the smallest directory that frees up enough space. There is a bit of arithmetic to do; we're given the total available space on the disk (70 MB), and the needed space (30 MB). Once we compute the total amount of space used (the size of the root directory), we can pick the smallest directory whose size, when added to the currently unused space, gives us at least the needed space." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 7.2: 0.3 msec, correct answer: 7268994 " ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def free_up(transcript, available=70_000_000, needed=30_000_000) -> int:\n", " \"\"\"What is the size of the smallest directory you can delete to free up enough space?\"\"\"\n", " sizes = browse(transcript)\n", " unused = available - sizes['/']\n", " return min(sizes[d] for d in sizes if unused + sizes[d] >= needed)\n", "\n", "answer(7.2, 7268994, lambda: \n", " free_up(in7))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 8](https://adventofcode.com/2022/day/8): Treetop Tree House\n", "\n", "**Today's input** is a grid of single-digit numbers representing the heights of trees in a forest:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 99 strs of size 99:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "102200120221123133322123221134224301040024344534431245323303212210030001244234132301200020310012011\n", "210101220131232022104432220132221131234351145114524135253112332342312410211104233102330122201111010\n", "002220112233222031400442434031011023425412431121343221233533224144034042201244323431032200232101012\n", "200202231012120110032413231132224255311432523511252253221451514335154032332342133133133321000002220\n", "021023013300203310410132030422351131224513211322513324212421215535543510221102312443303330132321201\n", "001000330003220124130413311435314333354422521213321212242324211253514231442434324114124112323213001\n", "100102012222213131014440444431424445231224532554231331431314545111552115245032312032141101232330001\n", "112030330123430022102413341315541514452151222122465233323221252533543352235542444442034423330030001\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 99 tuples of size 99:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "(1, 0, 2, 2, 0, 0, 1, 2, 0, 2, 2, 1, 1, 2, 3, 1, 3, 3, 3, 2, 2, 1, 2, 3, 2, 2, 1, 1, 3, 4, 2, 2, ...\n", "(2, 1, 0, 1, 0, 1, 2, 2, 0, 1, 3, 1, 2, 3, 2, 0, 2, 2, 1, 0, 4, 4, 3, 2, 2, 2, 0, 1, 3, 2, 2, 2, ...\n", "(0, 0, 2, 2, 2, 0, 1, 1, 2, 2, 3, 3, 2, 2, 2, 0, 3, 1, 4, 0, 0, 4, 4, 2, 4, 3, 4, 0, 3, 1, 0, 1, ...\n", "(2, 0, 0, 2, 0, 2, 2, 3, 1, 0, 1, 2, 1, 2, 0, 1, 1, 0, 0, 3, 2, 4, 1, 3, 2, 3, 1, 1, 3, 2, 2, 2, ...\n", "(0, 2, 1, 0, 2, 3, 0, 1, 3, 3, 0, 0, 2, 0, 3, 3, 1, 0, 4, 1, 0, 1, 3, 2, 0, 3, 0, 4, 2, 2, 3, 5, ...\n", "(0, 0, 1, 0, 0, 0, 3, 3, 0, 0, 0, 3, 2, 2, 0, 1, 2, 4, 1, 3, 0, 4, 1, 3, 3, 1, 1, 4, 3, 5, 3, 1, ...\n", "(1, 0, 0, 1, 0, 2, 0, 1, 2, 2, 2, 2, 2, 1, 3, 1, 3, 1, 0, 1, 4, 4, 4, 0, 4, 4, 4, 4, 3, 1, 4, 2, ...\n", "(1, 1, 2, 0, 3, 0, 3, 3, 0, 1, 2, 3, 4, 3, 0, 0, 2, 2, 1, 0, 2, 4, 1, 3, 3, 4, 1, 3, 1, 5, 5, 4, ...\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in8 = parse(8, digits)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Consider your map; how many trees are visible from outside the grid?\n", "\n", "A tree is visible if all the trees in front of it, from the viewing direction, are shorter. With only 99 × 99 ≈ 10,000 total trees, I'll take the brute force approach of considering every location in the grid, and checking if it is visible: if, for **any** direction, **all** the points in that direction have a shorter tree:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 8.1: 20.8 msec, correct answer: 1829 " ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def visible_from_outside(grid) -> int:\n", " \"\"\"How many points on grid are visible from the outside?\n", " Points such that, for some direction, all the points in that direction have a shorter tree.\"\"\"\n", " def is_visible(loc) -> bool: \n", " return any(all(grid[p] < grid[loc] for p in go_in_direction(loc, dir, grid))\n", " for dir in directions4)\n", " return quantify(grid, is_visible)\n", "\n", "def go_in_direction(start, direction, grid) -> Iterable[Point]:\n", " \"\"\"All the points in grid that are beyond `start` in `direction`.\"\"\"\n", " while True:\n", " start = add2(start, direction)\n", " if start not in grid:\n", " return\n", " yield start\n", "\n", "answer(8.1, 1829, lambda: \n", " visible_from_outside(Grid(in8)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Consider each tree on your map. What is the highest scenic score possible for any tree?\n", "\n", "The **scenic score** of a tree is the product of the viewing distance in each of the four directions. To measure the viewing distance, go in one direction and \"*stop if you reach an edge or at the first tree that is the same height or taller*.\" If I had chosen better abstractions for Part 1, perhaps I could re-use more. As it is, I'll need two new functions to solve Part 2:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 8.2: 22.3 msec, correct answer: 291840 " ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def scenic_score(loc, grid) -> int:\n", " \"\"\"The product of the number of trees you can see in each of the 4 directions.\"\"\"\n", " return prod(viewing_distance(loc, dir, grid) for dir in directions4)\n", "\n", "def viewing_distance(loc, direction, grid) -> int:\n", " \"\"\"The number of trees you can see from this location in this direction.\"\"\"\n", " seen = 0\n", " for seen, p in enumerate(go_in_direction(loc, direction, grid), 1):\n", " if grid[p] >= grid[loc]:\n", " break\n", " return seen\n", "\n", "answer(8.2, 291840, lambda grid=Grid(in8): \n", " max(scenic_score(p, grid) for p in grid))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 3: Exploration" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I can visualize the forest. In the plot below darker green means taller trees, and the red dot is the most scenic spot. (I have a utility function, `naked_plot`, that plots points without the distracting axis lines and numbers. But it is not set up to do a plot that has different colors, so I do that in a separate call to `plt.scatter`.)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid = Grid(in8)\n", "most_scenic = max(grid, key=lambda p: scenic_score(p, grid))\n", "naked_plot([most_scenic], 'ro')\n", "plt.scatter(*T(grid), c=list(grid.values()), cmap='YlGn');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see above that the taller growth is towards the center of the forest. But how does the scenic score vary? Below I plot scenic score, low being yellow, medium orange, and high red. The area with the tallest trees does not have the highest scenic scores. I think that's because when all the neighboring trees are tall, there's bound to be a neighbor that blocks the view. In the outskirts where trees are shorter, it is easier for a lone tree to satnd above the rest." ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "naked_plot([most_scenic], 'rD')\n", "plt.scatter(*T(grid), c=[log(scenic_score(p, grid) + 1) for p in grid], cmap='YlOrRd');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 9](https://adventofcode.com/2022/day/9): Rope Bridge\n", "\n", "**Today's input** consists of command lines, each of which we can parse as a tuple of two atoms, a command name and an integer:" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 2000 strs of size 3 to 4:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "L 1\n", "R 1\n", "U 1\n", "R 1\n", "L 1\n", "U 2\n", "L 2\n", "R 1\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 2000 tuples of size 2:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "('L', 1)\n", "('R', 1)\n", "('U', 1)\n", "('R', 1)\n", "('L', 1)\n", "('U', 2)\n", "('L', 2)\n", "('R', 1)\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in9 = parse(9, atoms)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These are motion commands for the head of a rope: move \"L\"eft, \"R\"right, \"U\"p, or \"D\"own by the specified number of units on a grid. The rope consists of two \"knots\", one at the head, and one a short distance away at the tail. The tail must follow the head, so that it is always at or adjacent to the head's location (in any of the 8 directions). There are several ways for the tail to move to stay adjacent, but the instructions specify exactly one way: \"*if the head is ever two steps directly up, down, left, or right from the tail, the tail must also move one step in that direction*\" and \"*if the head and tail aren't touching and aren't in the same row or column, the tail always moves one step diagonally*.\"\n", "\n", "### Part 1: Simulate your complete hypothetical series of motions. How many positions does the tail of the rope visit at least once?\n", "\n", "The rules for how the tail moves are a bit tricky, but otherwise the control flow is easy. I can't make the head leap *n* steps ahead all at once, and then make the tail leap to catch up, because I'd miss the intermediate locations of the tail. I need to take the *n* steps one at a time. \n", "\n", "I'll have `move_rope` return the set of visited squares (not just their count), in case I need it in Part 2. I provide for an optional `start` position. The count of visited squares would be the same no matter where the rope starts, but for debugging it is easier to follow the example in the puzzle description if I can start at the same location they start at (and I did initially have a **bug** where `move_tail` wasn't moving diagonally properly). Note that `arrow_direction` is defined in [AdventUtils](AdventUtils.ipynb) such that `arrow_direction['L'] == West == (-1, 0)`, etc." ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 9.1: 5.0 msec, correct answer: 6236 " ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def move_rope(motions, start=Zero) -> set[Point]:\n", " \"\"\"Move rope according to `motions`; return set of points visited by tail.\"\"\"\n", " H = T = start # Points for the Head and Tail of the rope\n", " visited = {start}\n", " for (op, n) in motions:\n", " for step in range(n):\n", " H = add2(H, arrow_direction[op])\n", " T = move_tail(T, H)\n", " visited.add(T)\n", " return visited\n", "\n", "def move_tail(T: Point, H: Point) -> Point:\n", " \"\"\"Move tail to be closer to head if it is not already adjacent.\"\"\"\n", " dx, dy = sub(H, T)\n", " if max(abs(dx), abs(dy)) > 1:\n", " T = add2(T, (sign(dx), sign(dy)))\n", " return T\n", " \n", "answer(9.1, 6236, lambda: \n", " len(move_rope(in9)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Simulate your complete series of motions on a larger rope with ten knots. How many positions does the tail of the rope visit at least once?\n", "\n", "For Part 2 the rope is longer, with ten knots, each of which must stay at-or-adjacent to the one immediately in front of it as the head moves. I'll re-write `move_rope` to take an optional argument giving the number of knots in the rope (the default is 2). Then instead of just one `move_tail` per loop, I'll move all the non-head knots in the rope. " ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "def move_rope(motions, start=Zero, knots=2) -> set[Point]:\n", " \"\"\"Move multi-`knots` rope according to `motions`; return set of points visited by tail.\"\"\"\n", " rope = [start] * knots # Positions of each knot in the rope\n", " visited = {start}\n", " for (op, n) in motions:\n", " for step in range(n):\n", " rope[0] = add2(rope[0], arrow_direction[op])\n", " for k in range(1, knots):\n", " rope[k] = move_tail(rope[k], rope[k - 1])\n", " visited.add(rope[-1])\n", " return visited" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The re-write is backwards compatible:" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 9.1: 7.4 msec, correct answer: 6236 " ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(9.1, 6236, lambda: \n", " len(move_rope(in9)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here's the 10-knot solution:" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 9.2: 34.4 msec, correct answer: 2449 " ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(9.2, 2449, lambda: \n", " len(move_rope(in9, knots=10)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 3: Exploration\n", "\n", "I can plot the tail of the rope (for various size ropes). One interesting thing is that as the rope gets longer, the tail moves less. I guess the reason is that if any knot in the rope does not end up two spaces away from the one in front of it, then it does not move, and neither do any of the following knots. For a twisty-shaped rope this is bound to happen pretty frequently, so the tailmost knots move less often." ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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djriqG4OOH/7hH05PwGK+SZl4jNHqNCabx/aIlrBZe9sY8GSRpmmVbYs42Y9J7fH/f+Ev/IU0WhTbNgY7RZGiOkVVJ6I0MaiIye8xjydiNTHAinbBWxXrN8TJfjbRPPaXmGsQ9xXPc7xSFAONqJLF9o4J/9nK4DEfI06UpxV/8xhkxnaOuS0Rm5vHayL7m0blJLZjzOmIv1m+ClbF93zP96T7/b59+5LDhw+vt7eNx180STteEzHf6ODBg+nAPLZ3zJeKxx7iNRqP6a1vfWs6iIzHHVWe+LloBBENFqItdNDeFphovf8UwJiqrVd/93d/d/Qd3/EdaRvZT/qkTxrt2rVr9Na3vnX027/92+u3+cVf/MXR137t147e8IY3jF75ylemrTi/7Mu+bPTzP//zG35XUZvM7/zO7xxdffXVaavO8fau+fa2IdqsfvVXf/XoiiuuGH3yJ3/y6PM///PTtrJl7UzH5Vu9PvPMM2kr0z179qS/66qrrhrdeuutabvfKt797neP/vAf/sPp842fveOOO9KWwOOmaW87aVv8xE/8xOiGG25IH2e08j127Njon//zf76pHW7d7W2zv2200v2UT/mU0Y4dO9Jt9Oijj870PON2X/M1X7O+v0QL28/5nM8Zfe/3fm+6v+X9+q//+ujw4cNpm9l4DPEcq95X2f5wzz33pN///u///g2tYaPVc9FzG9/OVV4T4f/+3/87+tIv/dK0HXD8jkmtbif9DULsl/v3709bT0cL3C//8i8f/cqv/MqG22TPIb4fr5O43yuvvHL0zd/8zRtaMWfe8573pC2JY/vHx3XXXTf6pm/6ptHp06c3bT/tbYEiS/GfyUMRAKDroroRVZ7owJUt+ggwT+ZoAAAAtTPQAAAAamegAQAA1M4cDQAAoHYqGgAAQO0MNAAAgNoZaAAAALUz0AAAAGpnoAEAANTOQAMAAKidgQYAAFA7Aw0AAKB2BhoAAEDtDDQAAIDaGWgAAAC1M9AAAABqZ6ABAADUzkADAAConYEGAABQOwMNAACgdgYaAABA7Qw0AACA2hloAAAAtTPQAAAAamegAQAA1M5AAwAAqJ2BBgAAUDsDDQAAoHYGGgAAQO0MNAAAgNoZaAAAALUz0AAAAGpnoAEAANTOQAMAAKidgQYAAFA7Aw0AAKB2BhoAAEDtDDQAAIDaGWgAAAC1M9AAAFrjwx/9WPLo0y+kn4Fue8WiHwAAQHj34x9M3vrQ+5OLoyTZtpQk77jt+uQtN73BxoGOUtEAABYuKhjZICPE57c99AGVDegwFQ0AYOHWXji7PsjIXBiNkjMvnFv/9+XXXJ68/tNetZgHCEzNQAMAWLgYRERcanywcdnSUvLEcy8ld6w8Jk4FHSQ6BQAsXFQqYk5GDC5CfL7n4N7k2Iknxamgo1Q0AIBWiInft7zxtWlcavdrdkyMU8XAJOZ1iFRBexloAACtEQOI8XkYRXGqGIToUAXtJzoFAHQmTvX2296U/n9ZhyrrcEB7qGgAAJ2JU8XgIxb0K4pUHV89k6ysPmPiOLTE0mg0yr1UAQDaK6oW+4+e2jDYSCMaBTGr1ftu1RIXFkR0CgDofKTqyM3LpRPHxalgMVQ0AIBOigFEFqkK+SpH2iL30Cda5MbE8higRBwLmD8DDQCgF6ITVUwKj0rG+jocJz+xDkcQp4LmmAwOAPSCdTigXQw0AIDesA4HtIfJ4ABAL21lHQ6gPioaAEBvTbMOR9wmrL1wNll+zeXa4sKMDDQAgEHFqWIQER2o8pPEn3jupeSOlcd0qIKaiE4BAMnQI1Vph6qPt8EN4lQwOxUNAGBwpulQFcSpYHoGGgDAIFXpUPXEs+JUsFWiUwDA4BXGqQ5tXPBPnAqmo6IBAGDBP6idgQYAwMdZ8A/qIzoFADAhTpWdLMVnC/5BdQYaAACTLG38fKkOVcDLDDQAAAp8+KMfS9760Ps3TQa/fPtlaYeqcTF5PNrkAp9goAEAMDa4ePTpF9LPZZWLc+cvbupQFZGq8Va5gMngAACpdz/+wfUKRlQs7j14XeHaGlG52Ldn54YF/wwyYLOl0WiUG6sDAAxLVDD2Hz21aVARa2ncf+J0WsnIKhexqjhwadrbAgCDVxaTuuHqK5KH7t6XPH7mxeSm3VcmN+66cvDbCqoy0AAABm/5NZcXxqSeePal9dXB499jboaKBlRjMjgAMHjZmhnjE7wjNpUNMsa7TkXMCrg0FQ0AgCRJKxXjE7wnrZdh8jdcmoEGAMDHxQBifBAR9Y3xsUYUPKyXAdWITgEAVKVXJ1RmoAEAULJgX35cEV9HdAq4NNEpAICiBfsOlS/YB1yaigYAMHhRwcgGGSE+x0J9sTr4eCeqWLDPRHCoRkUDABikLB4Va2iULth3zRXJ6n23rneiMsiA6gw0AIDBmSYmle9EBVQjOgUADGaCd/a1mBTMn4oGADCYykWs/r3rqh1iUtAAFQ0AoJeKKhdve+gDyeXbL0sHHePGY1L79uwUlYIaGGgAAL1dB6Nogve58xfTyoZuUjBfolMAwOAmeEfV4pY3vlY3KZijpdFolF/0EgCgU6KCsf/oqU2DinsO7k3uP3k6rWRk62C85aY3LPKhwmCoaAAAnWcdDGgfAw0AoPNi0b2Y3z0e04gFva2DAYtjMjgA0E/C4bBQBhoAQC86TOXHFfH1mRfOLejRAaJTAECvO0wBi6GiAQB0fiG++0+cTu49eJ21MaBFVDQAgFbLolEx4TtW7tZhCrrBQAMA6ExEKlb0joX2ymJSMRCJD2DxRKcAgM5EpN720AfS/48BRww2QnyOhfgMMKBdDDQAgFYqi0hlnaRGH/+37DPQLgYaAEArxZyMrGoxHpHasX1bWunIxhfxOSodUQEB2sNAAwBopYhCRUQqBhchPkdE6uz5C6WVjvG1NYDFMhkcAGitt9z0hnTydwwissneMYgomgz+xHMvJXesPLZh4nj8PLAYS6ORZCMA0L1uVBGXikpGDDLuObg3OXbyyU2Dj9X7bjVJHBZERQMA6Hyl41ITx8fX4QCaYaABAHRSfs0McSpoF5PBAYBeThxP41Qnnty0DoeJ4tAMFQ0AYHBxqmxSuUgVzI+BBgAwqDhVDEJiMnm26rgOVTAfolMAwKDW4QjZICOIVMF8qGgAAINahyMW9JsUqQLqYaABAAwqThVtbqPGMT7WiKJHDESA+ohOAQDkKhzA7Aw0AIBei+5SEZfK2tpGp6n8uCK+zhb3A+ohOgUA9FZRd6mYs1HWjQqoj4oGANBLUcEo6i4VYsARg40Qn6MblYngUC8DDQCglyYt2BdGH/+37DNQLwMNAKCXortUVrUYj0jt2L4trXRk44v4HJWObA4HUA8DDQBgUAv2nT1/obTSkZ84DmydyeAAwKAW7ItBRNFk8Ceeeym5Y+WxDRPH4+eBrVkajSQTAYDhdaOKuFRUMmKQcc/Bvcmxk09uGnys3nerSeKwRSoaAEAy9ErHpInjulHB1hhoAACDFAOI8UFEzOQYH2vE1A5ra8DWmQwOAFBE21uYiYEGADB4EZ3Kjyvi62zNDWB6BhoAwODFmhu5JTdEp2BGBhoAAEVEp2AmBhoAwOCJTkH9DDQAgMErjE4luk7BLAw0AACK5EcewFQMNACAQfrwRz+WPPr0C+nnwujUSNcpmIUF+wCAwXn34x9M3vrQ+9PVwLctJcm9B69LP4+vDn7Z0pIF+2AGKhoAwGAqF9nX2SAjxOf7T55O7j10XTq4CPH57be9acPK4cB0VDQAgMFULt5x2/XJrqt2bKhchAujUXLD1Vckq/fdmi7St/s1OwwyYEYqGgBALxVVLt720AeSy7dflg46xmUxqahg7Nuz0yADamCgAQD0doJ3UeXi3PmLaWVDTArmS3QKABjcBO+oWtzyxteKScEcLY1G0bwNAKC7ooKx/+ipTYOKew7tTe4/cTqtZGQTvN9y0xsW+VBhMFQ0AIBOyuJRsap3WUzKBG9YHAMNAKD7MalD5TGpmOCtTS00z2RwAKBTCtfBOHE6nZNhgje0h4oGANCZiFRUJkpjUtdYBwPaxEADAOjUgnvRLUpMCtpPdAoA6NSCe8E6GNB+KhoAQKc6SZ154VzaotY6GNBuBhoAQOcW3Au6SUG7iU4BAAupXDz69Avp59JOUidPp21rdZKCblLRAAAWPsF711U7LLgHPaOiAQAsfIL35dsvSwcd48YX3Nu3Z6dF96BjDDQAgMZiUmUTvM+dv6iTFPSM6BQA0IoJ3lG10EkK+mNpNBrlrisAAMwuKhj7j57aNKi459De5P4Tp9NKRnz99tvelLarBfpFRQMAaHQdjBuuviJZve/WdD2MbA4G0D8GGgDAfGJSh8pjUtbAgP4zGRwAmFnhOhgnTqdzMqyDAcOkogEAzBSRiupEaUzqGjEpGCoDDQBg5gX3oluUmBQwTnQKAJh5wb0QAw4xKSCjogEAVFYWkYoOUtGi1joYQMZAAwCoLOZkLCVJMj7WWFpK0k5SQTcpICM6BQDMxtK/QAEDDQBgquhUflwRX0d0CmCcgQYAMHV0KimJTgFkDDQAgNmITgEFDDQAgMpEp4CqDDQAgMou335Z4fd3bHdKAWzkqAAAVHb2/IXC7587f9FWBDYw0AAAKjMZHKjKQAMAmI3J4EABAw0AoDKTwYGqDDQAgNmiU4l1NIDNDDQAgNnkRx4ABhoAwMzRqVGSnHnhnA0JbKCiAQBUpusUUJWBBgAwG12ngAIGGgBAbV2nPvzRjyWPPv1C+hkYtlcs+gEAAN2KTm1bSpKLY6ONy5aWkt2v2ZG8+/EPJm996P3pv8Vt3nHb9clbbnrDIh8usEAqGgBAZa//tFelA4gYXIT4/Pbb3pT+fzbICPH5bQ99IK1sqHLAMKloAABTiSrFLW98bRqXikpGDD4iLjVe5QgXRqPk+HvXkpVH1lQ5YICWRqNoSgcAsHVRtdh/9NSGwUbEp+IsY/xEIyogq/fdmg5OgH4TnQIA5hKpOnxgedPE8ahyRCVEnAr6T0UDAKhNDCCySFXIVzliAHLPob3JsRNPilNBzxloAABzE52oYlJ4VDLSQcbBvcmxky8PMjLiVNBPJoMDAI1NHI91OIomjce/R/wqKiJxm2ijax4HdJuBBgAwVzFgGB80WIcDhsFkcACg1etwAN2kogEAtHYdjrhNEKeC7jHQAAAWHqeKORlFkaonnn0puWPlMR2qoINEpwCAVkaq0ja4Yx2qxKmgW1Q0AIDWRKque92rk8fPvJjctPvK5Oz5CxM7VAHtZqABALRmzY1sQnjEqO49dF1phyqg/USnAICFi+5S+a5T9584ndx78LpNHapUM6AbVDQAgMblF+YrW8jvhmuuSFbvu3VDhyqgGww0AICFRqRiEni0uy2LSeU7VAHdIDoFAMy9ehHrZMTnoohULMwXihbyM8CA7lLRAAAaq14cPrBc2kmqaCE/oLuWRqNR7uUOADC7qF7sP3pqw8AiBhtx5jF+8hHVi5iHYWAB/SI6BQDMJSZVNME7vr7rlmURKRgA0SkAYD7rYBwsXgfjzv3L6YeIFPSb6BQAMJeYVAwq7jm0N10PI+ZhZBO8Yy4G0H8qGgDA/NbBuNo6GDBUBhoAwFSsgwFUYTI4AFCZdTCAqlQ0AIDKMamyiJR1MGgyqkc3GGgAANU7SR0q7iQVC+yFOAl0Isi8o3oaCnSD6BQAUDkmFR2kom1tDC5C1knK4IImo3rxfdpPRQMAmComdcM1Okmx+KiewW37GWgAAFMtuBcxKREpFr0P0n6iUwBAcUzq5Ol0ToaYFE2wD/aPigYADJAF91g0+2D/GWgAwMBYcI9Fsw8Og+gUAAzgyvGjT7+QfrbgHvZBmqKiAQADunJ85MCyBfewD9KIpdFolGsaBgD0QVQv9h89tWFgkUYZCrr4rN53q3ah2AeplegUAPQwIhWK1iC4mERV41qdpGhkP7QPDpvoFAAMbHLtnQd2px+x6Fm2JgbMYz+M9sj2weESnQKAHkaksjjUw089n7ztoQ+kqynH995+25uSt9z0hkU+XAa2H95zcG+6Jot9cHhUNACg42sQFMVT4qQuKhYxqIjKhuoF89wHoypWth/ecM0V6aDXPjg8BhoA0PV4ysHieErEokKcBIpHsaioXhbPsw8Oj8ngANAhRetgRCwlsvBxUheyiJQTO5raByOeF2LAYT8ko6IBAD2ISd1wtXgKi90HRfXIM9AAgB508RFPoQ37YBCTIiM6BQBdikmdOJ3OyRBPwT5I26loAEBL6OJDZ6J6OklRgYEGALSALj60gagedRKdAoAFXTV+9OkX0s+6+LDofTD7WlSPOqloAMCCrxofObCsiw8L3QejLe2uq3aISVErFQ0AaFDRVeOVR9bSk71x+S4++/bstC4Gc10H4/Ltl5Xuh/ZBtsJAA4BBxUMWff9Fk2svJlHVuFYnKRrZD8smeJ87f9GCe9RKdAqAQcVD3nLTGxZ6/7e88bWFaxDceWB3+hGLnmVXkKHpdTCichb7qP2QOiyNRqPcmBYAui+u3O4/emrTydTqfbc2chI/6f4ffur5NKoSV5Hje2+/7U2NDoAYjrL98J6De5P7T562DzJXKhoADKr/f1ypjYFGfs2KJu8/BhWuGjMP1mKhTQw0AOhnPORgeTxkHpGqae4/xOBGPIo6WYuFtjEZHIDOK+z/f/J0mkWPk/uQRZRCUcedWSaLT3P/BhfMg7VYaCMVDQD6Gw+5+op0TsT4xNbovFMWaQpV41RVYlJF9w91EdWj7Qw0ABhUPCQGBkW3feK5l5I7Vh6rFKeapouPiBTzMM0+GOyHLILoFACDiofE9/K3jQ48x048WSlOVRiTOnE6nZMhJkUT7IN0hYoGAIOLh+RvO+n3hkoxrWvEpJifSlE9+yAtY6ABwCDjIfnbVo1TTRPTgjpM09HMPkibiE4BkAw9HjJNnGqamBbMSkczukxFA4DWWGQ8ZJo4lQX3aGNHNWgbAw0AWqEN8ZAqcSpdfJgXC+7RN6JTACzkqm2sZ5F1dWpjPKQoTiUixbxeBxbco49UNABY+FXbXVftaGU8RESKpl4Hhw8si+rRO0uj0Sh3aAeA+YirtvuPntoUR3ro7n3Jm9/56KbvxyBD9pwhvA5isBFnZOMnZV4DdJ3oFACNKZvYeu78RTElBhOTKnodxNd33bIsqkeviE4B0JjopBMzHsbPsWIKRMSi9u3ZWXnBPehjo4M79y+nH14D9IWBBgCLNXayZbEx+mZSo4NYFyYqevlGAwbZ9IWBBgCNichIfmJgfB1XcOPkKr+GAHSNdTDgEww0AGhMDCDK1qYo6kYVXZ+gK6yDARuZDA5AY8rWpgj5eMnbHvrA+job0HbWwYDNVDQAWPjaFNGNp6gbVdwmiFPR9phUWUe12Ietx8JQGWgA0Lj8pO+ySNUTz72U3LHymDgVne0kFYPpoNEBQyQ6BUArI1X3HNybHDvxpDgVneoklY8FamrAkKloANAK+XjJpChKEKeiKTpJwdYYaADQGvl4SWGc6llxKpqjkxRsnegUAN2JUx3amxw7KU5FM3SSgtmoaADQiziVBf+og05SUB8DDQA6H6ey4B9z6SR1SCcpmIXoFACdYcE/Gu0kdeL0etvaEJ91koLqVDQA6PWCf9qLUkVZLO8jZ38nGX38+9lnoBoVDQA6JwYP+/bsXB9EXL79ssLb7djubY5qskUjx8XXDzy8lmTji/j8toc+kFY/gEtzBAag886ev1D4/XPnLzb+WOhPLO/wgeX1QUbRWi4x4IhqmoEHFBOdAqAXV6Pj9HD8pDDOFyNaBVuN5YUHV9c0H4AtUtEAoJ/k6Zkxlqf5AMxGRQOAXkzkzY8r4uss4hL/HlUPE8OZd/MB+xt8goEGAL2ZyJtfX+OJ515K7lh5bH1dhMjgx4kjzLKWi/0NqhGdAqDziiIu9xzcmxw78eSGdRF0DML+Bs1R0QCglxGXsnURsrU1olOQSBX2N5gfAw0AehtxKYpTxSDk3Y9/cH0VaJEq7G8wH6JTAPSSjkHY32CxVDQA6K1pOwbpSkWT+1sQ36PPDDQAGFzHIIv70eT+piMaQyU6BQAW96MlHdHiI6og8Rm6TkUDgEGZtLif6BSL7Ih2fPVMsrL6jCYF9IaBBgCDcvn2ywq/v2O7Ij+L64gWe182yBivcsQAxQCYrnJUBWBQzp6/UPj9c+cviq2wsDjVkZuXJ04aF6mii1Q0ABgUk3NpY5wqrKyuWfeFXlHRAGBQpp2cC/PcF/ft2bkeq8rvl2+/7U3p/2eLS9o36RoVDQAGp+rkXGsdsMj90jocdJ2BBgCDdKnJuXFF+YnnXkruWHlMFyAWtl+K+tFlolMADJ44FW1l36TLVDQAYMo4VZz8xfyNuE1ccdZ+lDbtm9AWBhoAMEWcKk703v34B9cn6MZtYhJvnAxCU/tmTBkfH2vE11n3KmgL0SkAKKALEJ3ycrMqaBUVDQAooQsQbRTRqVxyKhmNEl3SaB0DDQCoowvQszpU0Qz7IF0hOgUAs3YBOrQ3OXbSgn80wz5IV6hoAMCULPjHoumSRhcYaADAFljwj0XTJY22E50CgAUsqhafH336hfWvoe598O23vSn9/6wVc34/tA8ybyoaANBwlOXhp563DgcL7ZJ2fPVMsrL6jLVgmCsDDQBoMMqyY/u2wivMcYJoVWfq3geLOlRFnCUbZNgHmSfRKQBoMMpy9vyF0kqHKAtN7IdHbl4u3QfDkPbDouc6pOc/byoaANBglCVOXgrX4XjOOhw0sx+GldW1Tftg/Nu7H//gYGJ9Rc81DOX5N2FpNIq1JAGAJk9wIi4VV5HXJ46PrcMR4vur990qTkUj+2BU22Iwsv/oqUHshzHgzz/XNOZTcBGgj8+/KSoaANAwayDQpYnjWaQqGhzEnI8unnTHwGL88Rc1a7gY/yl5/lk1ssvbYBEMNABgAayBQBcmjvch1lcUkYpBVtEk+aKKxtAiZXUyGRwAOrgGArRhPZi2i8dZ9BoK+ef6jtuv9zqsmYoGALTA0KIs9CPW10bjEadJj7/oNRemeR22dRu0hYEGALTEUKIsdGs/jGv+4+fZUQTIule1TT7idO/B6wpfQ9njzz/Xstfhpm2QtHcbtInoFAC0VB+jLPTAqDsxqftPnk7uPXTdpljizJWIl38dl6CiAQA9ibIEcSrqFPtTflwRX7dlf6sSk7rh6ivSFrX5iNQ0Hao2bYPRy9tAdGoyAw0A6EGHKnEq5qHN8b1NMalD5TGpoojULB2qxuNXlBOdAoAOEafC/lYSkzpxOp2TsdWY1DQdqmqJXw2AigYAdIwF/xja/lZlwb00JnXN1mNSW+lQxWQGGgDQQRb8Yyj727Rxpq3GpCZFr4q2AZcmOgUAA1zwLz5ifQDdqmjb/jZ+27riTPn7n0f0is1UNABgYAv+HX/vWrLyyJp1OGjd/pavMhw+sDxznKmoIrLrqh21RK+YbGk0igZdAEDfxFXb/UdPbTihihOteOcff/OPK7dxcuWkikXub/PYX4t+Z/z8Q3fvS978zkc3fd/roF6iUwDQ84hL9mYfn+MKcf4K4/g6HDDr/jYePZq0v+XjTEWTsePru25ZnirONP57yyZ4nzt/USepBohOAUDfxTlanGwtJclrXv1KawIwN/k4U3hw9eXY1IZ1OJ7dvA5H2QTvO/cvpx9V4kzTTPDet2enTlJzJjoFAD1VFhu55+De5P6Tp9Mru9kV4qYXW2M44uQ/JnBn+9s9h/Ymx048WRhbevip5zfcdpp90/7ePioaANAT81prAJpah2Pa9SqqrINhf18cAw0A6IF5rTUATa7DUXTbOmJS9vfFMBkcADqurrUGYJHrcEyzX1oHoxtUNACgg6pERrYSRYEmzBKREgvsDgMNAOiYaSIjQWyENtpqREossDtEpwCgQ0RGGBKxwG5T0QCAltNZhyERC+wPAw0A6FJM6qDOOvSXWGC/iE4BQIuu5D769Avp57JuUrHQXszJGFInqfx2YUD7+4nT6eB6SPt7n6hoAEALFE143XXVjuIFyK4ezoJ7RdvFKuYD298tMNlZKhoA0NIJr5dvvyw9CRs3vgDZvj07ez3IKNsuKhvdZn8fDgMNAFhwbKRsHYxz5y8ObsG9KtslKjn529Ju9vdhEp0CgBZPeI2qxVAW3Jtmu4hUdYf9fbiWRqNR7loBADDPK7v7j57adPJ8z8G96UTvuGKfVS6GNBdhmu0SA6+i28a8lT4PxLrI/j5sKhoA0NCaAHESXBYHGtqE11m2S8SlJkWqxn8vzbPuCxkDDQCYk6J4T1yNL4sDxYnxEE6OZ90uMYgouu0Tz72U3LHymA5VC2TdF8aZDA4ADXbWCUOb4F33donv5W8bEatjJ57UoWqBrPtCnooGADQYGYl4T8y9GMoE73ltl/xtL9WhSpxqgfG3Aa37wkYGGgDQcGedMNSYVKzyXNd2yd9WnKo5YoFUIToFAPOIjJw4nZ5UDzUi1XSURpyqOWKBVKWiAQBboLPODNtlTlGaaeJUcZ/56A/lxALZCgMNAJiSzjqzx8fmFR2rEqey4F974m/0m+gUAExBZ53uxMeK4lRx/6Go81U8BxYXf6N/VDQAYAo663RrIcKiTlYW/Gtv/I1+MdAAgCnEyVdcxx0/94qvLbjX3oUILfjXrfgb/SE6BQCXuLobV8AnxmpeTpAMYhv0oePQtB2qKu0DHZR/Xm2Mv9FtKhoAMMVaAbuu2rGhmhFGo2S9k1Hft8HhA8u9WIiwaoeq4+9dS1YeWduwD8TP9nXfbmP8je5S0QCAAmVX7i/ffll6YjZuvONO37fBg6trmwo4+Y5D+/bs7MTJ6PhjjUhc/u8aXz/w8MuDjD5NGt/Kvt2lvyvtYaABAAVRkrIr3OfOX+xMRGge2yC+vuuW5d49/6I4VVRv8tWrrHoTuhSpsm+zCKJTADDlJNi4stuViNA8tsGd+5fTj749/3ycKkQFp+vrcEyzDkZf920WY2k0imQpAAxXXO3df/TUphOvmCAcawbEVezsyn1bTyZnZRuUn6RHrGh8H4gT8aL9JeYxtO3EvPTvemhvOtF7CPs2i6OiAcAgVVoroMeTYLuyDsaidW0djsp/V+tg0AADDQAGZ5ooSR/XCiiK/cTJ9JC2QR/X4fB3pW1MBgdgUArXCjh5Op2P0LcJzkX6sA5G19bhaIK/K22kogFAa+RjH/P4nUOMklSJiXVtHYyurMORra8y733b35U2MtAAoBXm0cVHlGS6mFgYekxqGvltVbZdm9i3J3VJK3qs0ATRKQAWriz2MUvsRJRETGzRcaqInoUm9u3oIBWDSNE32kRFA4DGVY0zTdvFR5RkoyHGxPraoWroXdLoJgMNABo1TZxpmi4+oiSbxUlpXF8fPyeNr3WS6laHqqF3SaO7RKcAmKu4EhtXdePzNHGmSV18xn9ndh+iJBW9vIlpaYeqSvv2gLqk0W0qGgDMTf5K7OEDy5U7HpXFQ46vnklWVp/ZcCV411U7REkKxDbMbcJkNErWOyHRjLns2+JvdICBBgBzUXQl9sHVtU1RnkmdcfLxkCjDZydi41eCf/DrP6fwMezYvm3QUZLLt19Wul1o1lb37Yfu3icmRWc50gBQm/HYR9FV2/j6rluWK0U+iiInR24uroisfXxibd658xc3RVGG5Oz5C6XbhcWZZt+Ov1XcNjthi89iUnSFigYAtag6YfXO/cvpR5XOOPnISVhZXdv0O2/afeXmSc9LSfLEs9Un3A5mMvjSy5PBWayiffuBR9YK/1Yf/PWzL8+tiX80x4YOUdEAYGbTTliNj317dlaKNI3ftmytgk//1E/e/IOjJDl2snjC7aDlJ22wMJd8HYyS5Nd+47drX4cDmqKiAcDc1sGYx4TVsrUKNk16/vjE5/xjyiZC55/DYCaDJy9PBs/+vc/Pvw9/q8fPvFjLOhywCAYaAMxtHYx59fWvslbBtmywURBFKXoOfYxU1bGGA4v9W4kF0mWiUwBUNs06GE1OWC2KVEVsa+hRlGnXcKBdf6tJscCj/oZ0gIoGABONR4zKIlJF62A0HeUoWqtAFKX6Gg5DipS11TSxwDxxKtrIQAOAmTtJla2D0ba1CkqjKEnS6zhRle0ypEhZm1WKBea+HsI+TDeJTgFQSyepTkdRkiQ5+tPDiBOVbZcwlEhZl5TFApcGvA/THSoaPVdUAlcWB9rWSWpeRFGm2y66G7VT1Vhgnkgci2ag0WNFJfCgLA60sZPUoqMo0Qp3/GSt792ZqmyXvm+DPsXfCuNUA+uyRvuITg0o8vDW97xfWRzoTCepJqMo8fXR24fdnUmHqh7GqQbWZY32UdEYUOThYvzHoj9AhzpJzUvZ8xp6d6ZpOlSFvj3/LtFljS4w0BhQ5CEtXymLw+B1rZPUvBQ9L92Zqm2DJ54Vp2qDLXdZW9KhimaITnVQXEWLSXvxeZrIwztuv37qhZvG7wvo5zGjS52k2t6dqW/HzMI41aG9ybGT3je63GUt5iN576cJKhodvxJ5+MDy1JGHqmXxh5963uQxGMgxo0udpNranen46plkZfWZ3k24nSZO5X2jG13Wgr8hTTDQ6JCiK5EPrq5tKoleKvJQpdS6Y/u2wit2cQBzAgL9PGb0NSLVSNeqJFkfZPTxmOl9o1/7a/4YkDl3/ne991Mr0akWy5fgCyd4j5LkrluWtxx5KCu1nj1/ofRqR9+iAdAXTRwzKD5uHrl5eTDHTO8b3f973XXzcuFt1144N3HyP0xLRaMHPe3v3L+cfmw18lBUao03RBMAoTuaPGaw+bgZVlbXBrMGhfeNfu6vZRPHs5+Baalo9KSnfXzs27NzyycM+Z/fygRAYDjHDDYeN4e4BoX3jX7tr2UTxwszVlCRikZLtLGnvX7q0F5tPGYM3TTHzL7+Hbxv9G/ieHxt3RS2ykCjBdrc075SP/WeRgOgrdp8zBi6qutw9Jn3jX5NHPc+zyxEpxasSz3thxgNgLbp0jFj6MriKUP6u3jf6BZ/L+qmotHSyENbe9pPGw0Yf65teQ7QNV0+Zgyd6Jr3ja4Rf6NOBhqLjjwcKo88tDXuUDUaUNQFR6QKhnfMGDp/F+8bXSP+Rl1EpxYdeThxOs1Xd7W0XhYNCEVdcESqYNjHDPC+0S3iVMxCRWOO8rGh0sjDNd2OPJR1rhhatxWY1VCOGTDt+0YQw10csWm2ykCjBYtn9SHyUNS5wqI/UN3QjhlQuePRszobtoHYNFshOtWSxbMGwaI/UMgxAywU2yXib1SlolETi2dtFCXuskV/BjOwggkcM2AzEZ3uEH+jCgONGlg8a7PC6FSS9H6hKqi7k1QQk2JIRHS6Q/yNSxGd2sJVyJiwlnVPsnhW8XYp9HJiDAal0jFDJymoLaJT6f2I5jpUHdqbHDtZvLCvv1X/qWjMOFlz11U7Br94Vtl22RSdGolOMSxTHTN0koKZIzrH37uWrDyyZv2mDsTfjq+eSVZWn/G36jkVjRkna16+/bL0BGLceFeYfXt29npOwla2CwyBYwbUJ/9+mnWoGhdfP/Dwy4OMYP2mdvy9Cv9WSbI+yAj+Vv1loDHBeEmvbER+7vzFwXWSsl3AawPaENHJTmDj8+EDy5sq6ePrcNCeONWRm5cnrpkiUtUfolM1TNaMUXu+rNtXtgt4bUBbRCQ3+/yaV79yYlMF2hOnCiurn6g+jf+tiiKn8fN009JolL1MycRIev/RU5teAPcc3Jvcf/J0OurOKhdD2vltF/DagDbwftR9MaCIqPX4OVUMRorOv1bvu7XXF3H7TEVjip72Q5ysabuA1wa06b0o3nu9T3efdTiGwUBjynUwhtTP3naB2aOVQzpmwDwURWniyrfX3IDW4XjupeSOlcfEqTpo8JPBrYNRzHaBKV4b1sGARru3haE1YhnsOhwH9ybHThSvw0H7Da6iUbn8evWwYlK2C8z42hhgtBIWFdmN11lR9IbhrMMR/x5/8/wxmnYZ1EBD+dV2AccM6EdkN4gm9lP+71q2D+hQ1X6DiU4pv9ou4JgB7SWyS9U4VcTkQlGsTqSqXXpd0VB+tV3AMQO6QZSZSXGq61736uTxMy8mN+2+Mrlx15XpgsqTFv0Tp2qH3g40lF9n75YTlKUZCscMWKzI2Mc16/Fzx7iIrXsb00Tfdahql95Ep8aXq1d+Ld9GuuWAYwZ0hiWFB+lS53Rlnccmdaga/5005xV9HOkePrCsk1QB3XKg+JhxxDEDWvEelR9XxNdZdyGGoeo5XVHnsbLznOPvXUtWHlmzDscCdH6gUTTSfXB1bVP51eJZSXL59ssKt+GO7dtEpBiMomNGvAFZ/Ava+x7FMEx7TlelQ1V8/cDDa+s/n1U5YoBiADt/nXv15ktfRaPX+PquW5Yt5JNz9vyFwm167vzFOf21oCPHjCSqGtc6ZsACeY8anrrP6Yo6VEVFJF8pG580LlI1X6/o62SgO/cvpx8W8qk20Q76aKpjxoHd6YdjBiyG96hhmdc5XT5OFaIqYh2OxdjW53Uw4mPfnp1KY5OYaEdPOWZAD3iP6qV5H5/Hb2sdjsXqTEVj0hL0Rf2VmW6iXfbvcUVJZpGusnYOdJfJ4P22yONz0e+0DkczOjPQiB3TEvTz2YZPPPtScsfKY7ox0GnWiIFuE53qrzasU5T/naXnRM85JxpkdErpaz7b8J5De5NjJ4t7TkNXWCMGekp0qvPaurZZ4TnRhHU46HlFIyh91b8NJ5Uv40U4XuoUqaIt8vulNWKg+0SnhhWTuuHqK5LV+25daAMO50Tz16mBRlD6qn8biqTR104l2ZuXQTK0n+jU8GKsbTg+Oyear85Ep8oofdW//aJ8GYo6Qigf0rVOJUCHiU51StdjrM6J6te5isaspa8gCjR5++nGQJvoJAXDIDrVPX2MsTonqlcvBhpVS1+6K1XffjpU0QY6ScHAo1OJRWXbqs8xVjH9+nQ+OlVEdyXbkO7regkeqMHLL3VaZmgxVjH9retNRSNPJ4F6tuH4Qohnz1+Y2KEKGulU0qESPDBjdGr08qKyXueLN/QYq5j+1vR2oBF0Emg2tgJNLejUpRI8UI2uU+0lxvoyMf3p9TI6VVcngfiIJeqH0Gkp/1zFVlj4/taCBZ2ABdN1auHHaOcD9cX0Pzyg88pBVDRm6SRwfPVMsrL6zIZJTvHzQ5nQteuqHWIrLH5/a8GCTkAzdJ1q5zH6yIFl5wM1xKkefur5Te99fT2vHGRFIxMnKvv27Fw/Ycm6K+U3SjbI6PsaEmUTui7fftmm7TIeWxnfhmB/A2YV7ztFdmwf3KlKq84JVh5Zcz4wwfg5UdE55WVLS+k+PNS1yQb/6i0qfR25ebl0RNqHstf4cygbfZ87f7GXnSNonv0NqCIajhSJ9yPmI39OU3ROEFv/yIFrnQ/MENM/O6GZTh/OKycZVHSqaukrrKyu9XIdjmkm3MYIvY+dI2iO/Q2oymTw9q6DceeB3emH84GtxfQ//NGPFa/v9lz3zysvZfAVjaLSV1/X4djKhFsxKexvwMKYDN6adTCcD1SX31avLzqvPLg3OXai2+eVVaho9HwdjkrrEphwS837WrwG7G/ANEwGb84Q18FYtLdMcV4Z2nhOuRUGGj1eh2OavtfWJaCpErz9DSgiOtWebe2cYD5eX+G8sg8x/XGiU3Nch2OR9L2mzSV4gEpEp5pjWzfq9T2N6eepaMxpHY6mS1+VYyvXWJeAevc3JXigDqJTzbGt2+EtPYnpT2KgMWPZK+uZvMjSl9gKbY3kBSV4YMtxnuQTcR7qI6bWHq/veEz/UkSnOl76EluhSSJ5QKNyi58xR6JTC/f6jsX0q1DRqEGMKK973auTx8+8mNy0+8qJC7PUUeoSW6F1nctE8oB5xHlGSW3vnVxiWye2dRdj+q9v+WvDQGMBUZIm70tshab2N/saMAtxnuaIqXUvpr80oUtYm4lOdShKIrZCk+xvwMKJ8zRHTK1bRkknqGi0uLuTTlI0yf4GLJI4z4K3tZhaa611OOpmoNHS7k46SdEk+xuwaF2Oh3SNbd0tyx1+bYhOXeIKb0zAic/z7u7U5H2B/Q2G+5qf9L3WGXXosXbd2Fms7d0Bo6QTVDQqXuE9fGC5dMZ/UYeAWe7ryBzvC+xvMCxFFcvQtp78ZfGQ4+9dS1YeWWvVY+1zFOfhp55v3b4xdGuiU/1SVFF4cHVtU9mqju5ORfcVB1SdpJgH+xsMS9Fr/q3veX868TdfNY+LWIu8eFW0AG58/cDDa+vvvW15rF1Xttjwju3bChMVtvdiXb79ssLvx9+r7dr/CBsyXiYsmuAdX991y3ItsaVL3lcSVY1rRaSohf0NhiMfeSl7jymrmhf9jkUuVhZpgvyV9zY81r4uDDdpHTDbujkfzu3X8Xcpcu58vJrbTXRqirUC7ty/nH7MEluqfF8HdqcfIlLMwv4Gw1G1qUN6hbGkiUnR72gyNpOPB4dIFLTxsXZdURQ7TmyLzkmeeO6l5I6Vx2zrFjZnabvBVzSmXSsgPvbt2VlbTGpe9wX2NxiOaZqIvOP26wuvZoei37GIykb23ld25b0tj7Xr8ucZRdv7noN7k2MnnrStG/DhHjYDGlxFwzoY9JV1MGC4r/myNZ0mNRHJfy+iGpMiVeNrSDUpHv91r3t18viZF5Obdl+Z3LjryomPtQsnX22W318m7VuL3C/64sMzvo7bblADDetg0FfWwYCBxyIPFsdwJzUsyX+vbILwE88uNjbTtyhJF+T3DXGqxcabd8/YeGiRBhOdarIc1cfSF+1lf4NhKYxFnjydnqTM8v5SGJs5tDc5dnJxsRnHt8UTp2pHvLmrel3RaLIc1ffSF+1if4NhqfKav+HqK5LV+26d6f2lDbEZx7f2mWa/yCaVi1RtVul1fM3sr+M26e1Ao46y8pbvq4elL4a5bwOLN817TB2v90XGZhzf2qvKfqEbWD379ut79L7dy+jUvMrKQy59Mbx9G1i8Rb/HNBmbcXzrDt3ApvPhAb9396ai0VRZWWcfmlR5f6th3wYWr43vMfOKzTi+dVtRFLytncuaZt/u2UCjqbKyzj40yf4Gw9Lm13zdsZk2P1eq60rnsibZtzsencovyz7PsvL4fel8wbzZ36Db70dl3+vbe8xWYjNdfa5MZ9rOZdO8XtrKvt2jikbRKHHXVTvmUlbO39fhA8s6STE3+f3tiP0NOvd+FKpcze/De8w0sZnjq2eSldVnHN8GomrULr9fdLHK0fXXcROWRqNRbpO0d8S4/+ipTeW4h+7el7z5nY9u+n4MMrb6Ryy6r9iBYkuNb6xZ7wdK97f4T0H52f4G3X/N9vU9pup2cXwblr6+x/X1dTzY6FTZiPjc+YvpKDh7IvF51lJr0X3F13fdslzr/TBc46XWwv0tiarGtSIE0AL5eEfZa7bsSmaln//4e0yXY0NFsZkjN2++wuv4NixV94vxSeNtjVRd8r27B6/jwUanyiYYRfnpg79+Nh0Zp0PIpfnd187LX1nr/TBMVZsX3Hlgd/oxtDIrdHFiZ9kV2qL1JsomPd+5fzn96PJrPh8PCSura45vA1d1v2jzOhxV18How+t4kBWNJns2TzuZCaqatnlBfOzbs3PwBypYhGkmLb/j9usrrzdR9PN9es2PP4ey9+6+PFfq3S/mcU63iHUw7NsdrGg03bN5Xn3DGZY29sQHZluTadLEzqrvG0OaGDqk50o/1uGwDsZABxpN92yuu284w6KXNvR3TaZQtLZD1feNsp/vqyE9V7q9Dof37oFGpxYdc+pamY/F0iceumUeazJNig0B7Yuue++uX+cqGrPGnOqMU7WpzEf3IxdA+16zs8Yavd4haXV03Xv3fPVioFG1XF3U/WPWOFUbynz0I3IBtK+DTDa4mOX16vUOSSuj69McB7yWBxqdqlx6K+n+MWvpbdFlPvoZuQDa00EGWJx5RdcdB5rRm4rGIktvOlQNTxORC6AeOshAt9URXXccWIzeDjSa7hqlQ9VwTBOTEpmAxdJBBvqhcnS9ICYfqiy86b27fr2MTrVxwT8dqvpBTAq6QwcZ6K+qMfk4x7vvPdUW3hSXrF+vKxptWvBPh6pusuAedIsOMjAcVaLr+a+DLpDNGdRAY9bS29w6VNVwX9RP5AK6RQcZGJ78uVbUJ8bHFvmv0+8tJTpJNWQw0am6OlTFR1RBthKtavK+mN749ha5gHbLHx91kIFh2tK50tjIw7nWfA2uojFL16jjq2eSldVnZqo8NHlfbP1K6OEDyxbcgw5VG3ddtaO4+9vVur/BUI4FRw4sb6peFCSn0u/FedjDTz0/czMgJlsajUZFf4NBi9Ht/qOnNrxppaWfgthTtC+dpW1pk/fFFH+DpSSJV8b4i8PfANr5eo3X5kN370ve/M5HHTdhIKqeP5W9nztmNGPw0amqEacjN5df4W76vpT5ZpPffmWTx+66ZVk3CmjZa7asCnzu/EUdZGDo791JVDWu3fDeHedYR2/f3F3q7PkLpedazrPqIzpVMeIUHnhkbeMEo7HJRHXf18rq2tzW/BiyaSZ437l/Of2w4B50Y4L3vj07N3X7Awb23n1gd/qRPw7kjw0xmChs0POsBj11UtGYIHbEeOMqfbMazee+rMMxH1uZ4H3JfQCYm61M8PaahX6p6707/73CBj2H9ibHThY36GFrVDSm6MdeNMEoRsfzOAm1Dkc99NSH/r1mTfCGfmvqvbtqg57sXC+/thaXZqBRtVx/qLxcPy/W4Wj2b5jf3kB7X7Ner9BPTa+Hk//5svsSXd8a0amq5foTp9OdfZFL1U+7DseQtfVvCBTzmgUWvR6O6Hr9VDSmKddfs/h+7Mp83f8bAhtfr/E69JqF4al8HGhwPRzR9XoZaExZpmtDuV6ZbzORC+hnB5m2HHeB4RwHRNfrM/jo1KLLdLNS5hO5gL53kAH6pWvHAdH1rRtcRaONZbpZDa3MJ3IBzby2utZBpq10qoHuHwemia53/TyrToMaaLS5TNdYma/jC9H0+W8IizSvjipD7/6mUw0030lqkdH1rp9n1W0w0amulelm1ceFaIb2N4RFv7ZmPTYMvZPUvLYrdEnXI+pDOs+ah8FUNLpYpptVH8p8XS+1QhfUuUjV0Lu/VT1mWfyLPhvKwps6gV7aYAYasbPHmHN8X49BaNvLdEMu8w09cgFNKYtaTrtI1dC7v00TDxGpoq+GdhzQCXSywUSnCo02jr5jAnWfy1tbKfM1uV3G72vokQtoe/e6/LFhiK/ZSx6zSuIh02xXaDPHgfqPpX0zmIpGlO5ylbv06yjZPfzU83OZBNn1Ml+T2yV/BeTIgeXBRS6gK93rjr93LVl5ZG3DsWHXVTsG9ZrNH7MOlx2zCuIh02zXvr4X0X1FVbmhHQfmcSx9S89e89uGFg0YFyPNHdu3DW6yXuz0+/bsTD+3YbsUXQmMF17R48petNnjB+qTf20VHR/i6wceXtt0bLh8+2WDec0WHbMeXF1L47lVnv8027XP70X0r9HBkI4Dk3jND3CgUVbOOnv+QukV/b6Xsxa1XfI/X1RVuZhEVePa3kYuoKvHh7hyn68Ox7Hh3PmL6W2zk4z4nL1mi44ZZceRqred9ednua/CY9YoSe66ZbnSMWua7Zo16xjC+xHtNr4PlqUhsuOA9+7i1/y2j38dny/1mu+LwUSnyspZ8YIpnCD9XDsnSHd9u0yzDsadB3anH0MotUJXjg8hrt4XTez84K+fTUYf/372ueg1H4pimVVvO+vPz3pfpces/cvpR5Vj1jTb1cRxutToIKoWukCWWPp4bn8pSV7z6ldObHDTF0ujUfZ2MOwXUJT8YiSZTpA+uHGCdIjvR75wSCe7dW+XGLzsP3qq8OdjPsj4fcWVwL4O7KBvx4Z4vcaJRf71nV69y72RxhtrvOuMv/HE73jo7n3Jm9/56Nx/vo77mtcxq+p2HeL7EYtT9t4dzWSi4YP37Rm24cG9adOIPm/DQVU0+rzeRFu3i3UwYLiTHSMCmc8G5G+THUceP/NiIz9fx33Na+2eaSaRDu39iGYNZR2MecmvPbQ2wDWFMgYa06w3MaA4VR3bZZpSa9F9Ae2Vf70WrcUxTZXgpt1XNvLzddzXPI9ZVbZrm9c/ovuGtg5G3aaJiO8ewDYczGTwmdebiNjQiWEvKz/Ndnnfh16s3FO+zy8wGPLx4R23X7/5e7ddnxy9ffNk0Rt3XdnIz9dxX00es7ay/hFs1RDXw2miG1cY6iR5czQuscOMx4a+7oGf23Sbd931BenEp3yZbOjb5W996Wcm3/VTv1q4veLn+lwmhCEbPz5kr++q32vy5+u4rza+H2X/PoT3ImaXP3eJqN6kfWvRr4MuxMwuda54ZmDbUHRqAsvKV9suWROF9a+XkjSasOn7STKIMiEMWdHru+r3mvz5Ou6rSeK91E3Ep9mYWVuOJU0TnZrjsvKDVdbHLL+aFQBTE+9lViI+sxMzq0ZFYwo6ghSXCfPjivg6urps+v4o0SkFoOGugNnaSCJVw6YLZDPbcAidpKZhoDGloXcEqVomLOrqMtTOXQDzIN5LVSI+s9ONa2tEpxbQESQ+x4SrLsSrxh/rNGXCoq4ul+rc1aXtAtD1eK9jbj/l/64iPrbhIqloNFzCjtVk8/2V23pFPz96P3JgeaoyYV+3C0DX473H37uWrDyy5pg7gAneu67aIeJjGy6MikZN4oAercvicxanGhdXl3Zs39aZieNFV0DiTanoeWVvaNnz7/N2AWiz/LG46LgbXz/w8MuDjOCY2+8J3pdvv2zq9+6hsg3rZ6DRYAn77PkLpVf0F13Czt9/UfXhYhJVjWu3vOBMF7cLQJcVHXcPH1je1KwjO+YGx93uGP9blaUGzp2/ONjF4qqwDedLdKrBEnbszG2cID1NL+07D+xOP7baTaFL2wWgD/LH3fDg6icqGuNXuIveDxx3OzI5+WD5Gg5Rtci/92IbNsHK4As4MEQpM64yrE+QHps4HuL7MeehiQNBnOTvP3qq8P5j3sT4Y40rIPN6w2nbdgHos/wxN47vcSJa9n7guNsuZe/d0YwmmrQ08b7ddbZhM1Q0GjbNBOkwj77nbeyl3YbtAjAU1oXq6RoOV1vDocr2i3MH27AZBhot7X0+r9jQNKXWose68O3S0/VJAJo29HWhusQaDs1FxLMLqy5k1sNk8Dauw3GJ9Sa2qrCX9snT6aJ7bZsktpX1SQBw3O0b62DUv/3i3CGYJD9/KhotME1sKJs8XTU61OVS6zy3CwCzHXeDY+4CIz4la1jRzoj4UBlotESV2NC0HUH6UGqdx3YBYLbjrq6A8yHiU/82nHTuE9p6/tMXolMtVLbeRKi6sF0fS611bBcA2hnvHToRn/lsw66f+3SdikZPO4L0tdSqUwrAYo+7Yqz1EfFpZht2/dynyww0+tARpKBDVZ+7KcyyXcSpAGY/7oqxzk7Ep9lt2PVzn64SneppCXtI3RSU9gEWe8wVY52OiM/sbMNuUNHocQl7SN0UdEoB6E68d+gmRXweuntf8viZF5Obdl+Z3LjrykU9xNbRjaubDDR6XMIuum2fWfAPYHHHXDHW6iZtqyylIPL7CbpxdZfoVE9L2EMZXNS54F98jityOqcAzL9D1ZCPuVuJ/A5pe40/V924uk1FoweGFJGaV5zq4aeetw4HQEPH3ePvXUtWHlkb9JV771HVqhdHDiyLiHeYgUZPDCkiVXecasf2bYXrcMSbpW0KUO9xN75+4OG1JPvWkI+53qM2KqpexIBURLy7RKdIhh4zO3v+QunVkiGVqgGaOO4ePrC8PsgomjQ+1OPuEN+j8o+/qAJ2MYmqxrUi4h2lokEy9JhZHOAKJ+U9ax0OgLqPu+HB1bVNx9z4t6JJv0OKVA3pPWqaCd53HtidfoiId8/SaDTKX1iAwYkDXpTu4yrR+sTxsUl5Ib4fK4sOrbQPMO9jbly5j5PM/UdPOe4O4D0qBk9lf+uYM5nfN7o0gGIjFQ2YclJedoVJT3iArbEOx/zeo0LR+1PR+1bZe1nV2271560BNhwGGjDl+iRDL+0DNLoOR8cjQo2uFfVc8bYqet8KRe9lVW87y8/fe+g6E7wHQnQKSijtAzSrbxGhRrfVwY1rRYX4fqw0/uZ3Prqp81cE58eLIqW3jf8UdA6b5eezx3v/ydMiUj2nogEllPYBmiXGWv+2evzMi5s7ORXMzi29bfyn5p+P295wzRXpgNEE734z0IA6Svsl5WoApiPGWu+2umn3lYVrmRRVJApvG/+p+eezKLI1wPrPOhowY5/ztFw9VtrPFp/qal9zgLavLRGKFlod8nG3bFvduOvKTd+Pr4/eXvG2t19f+8/HbYcefRsKczRgC+LNbLxc/XUP/Nym27zrri9Y//d8Rw4AtnbMjWNpLPLmuFttW036/qy3reO+6DcDDZhTP/DxiXniVAANHHfHJo877sLiiU7BPOJUhzZ2/8iX9eNzXJEbcpkfoKkYq2MuLIbJ4NBwp5RY9dQ6HADNHHePr55JVlafUeWABTDQgAa7f+zYvq1wAmO8WcqsAtR73I3YRjbIcMyF5olOQYPdP86ev1Ba6VDaB6j3uHvk5uXSY25w3IX5UtGABhf8ize1wnU4nrUOB0Ddx92wsrpWuIZDrKwtxgrzpesUNCze3CIuFVfV8l1SMvH9WDFVnAqg3mNuVJdjMFLUtcpxF+qlogEtnjgerMMBUN8xN1uHw3EX5s9AA1o6cVycCmA+x9xYRLXwuPucGCvUyWRw6OA6HAA0tw4HsDUqGtCxOFU2qVykCqCZ425wzIXpGWhAh+JUOqUANHvcFaeCrROdgg6twxGKFvxT2geo/7grTgWzUdGAltIpBWCxx10xVpiNgQa0mE4pAIs97oqxwtaJTkGHKO0DLPaYK8YK1aloQMco7QMs7phrwT+ozkADOkhpH2Bxx1wL/kE1olMwwNJ+fDz69Au6VQE01KHKcZchUtGAgZX2j6+eSVZWn0n/LSY5xptl/DwA8+lQ9fBTz69f+HHcZUgMNGBApf0oYWaDjPErbvFmOf6zANTToWrH9m2F1WXHXYZAdAoGVNo/cvNy6RU3AOqPsZ49f6H0uCtORd+paMCASvvhgUfWkvH3vHhPzP4NgPqOuTH4iMFEUaXjiedeSu5YeUycil5T0YCeize6fXt2lkejclfaAKjvmGv9I4ZMRQN6Lq6mxSTFmLMRn/Pjivg6rr6ZowGw+InjITtmOy7TdQYa0GPvfvyDGzqd3HvousISvugUwOInjotT0TeiU9DjSka+08n9J04n9x68btNkRVfNAJojTsVQqGhADyNS8SZWVpq/4ZorktX7bt0wWbGtzwGgr6aJU2WTyh0f6RoDDehhRCpaLMYbWFlMKl/Cb+tzsJAgMPQ4VRyzHR/pKtEp6GFEKhaDCkU93ds2wJj0HOL7AENehyM4PtJVKhrQg05SZeX2op7uXYp56YYFDEnRMfvRp1/QoYrOMtCAnneSaltMatqYF8CQ5I/ZcUFGhyq6SnQKOqTrnaT6EPMCaJIOVXSZiga0WN86SXUx5gWwaBb8o6sMNKCl+thJKiovXYp5AXRqwb9nX0ruWHlM9z5aQ3QKWnTlPyb9xecuRozGH39pzOvk6XROSRsfP0Cn41SH9ibHTj5Z2r0vf4yGJqhoQAuv/B8+sNypiFFR9WXXVTuKY15XtzfmBdDHONXDTz1vnSIWwkADFqzoyv+Dq2tJXKcaf89oa8SorPry0N37OhXzAuhjnGrH9m2Fx+gYpDgOM2+iU7AA4yXsoqtQ8fVdtyy3NmJ0qccfV9HOnb/Y2pgXwFAW/Dt7/kJppUOcinlT0YCWroNx5/7l9KNtEaNpJnjv27OzdTEvgL4qitbGYMI6HCzK0mg0yo1zgXmJA/7+o6c2nZTfc3BvOlE6rjJlV6HiDaMzj//Q3nQ9j7Y/foAhigtEEZfKjtHxnjM+cTzE92P+nAtC1ElFA+ZoKOtgmOAN0I+J41kVZPy9C7bKQAPmpJfrYJTEvNr6+AGoPnE8juVF710q1GyVyeAwB11cByOvcB2ME6fTORldePwATDdxPBS9d1l7g61S0YAGI0ZtXQejLzEvAKopei+KboJl711BnIppGWhAwxGj0LaYUR9iXgBMJ38sjwtNOlRRJ9EpGHjEqA8xLwDmE6lKO1Sd+ESHKnEqpqGiAfPqxNTiiFHXY14AbVDUnanrHZum6VAVuvxcmT8DDZjjgnVtjBh1PeYF0NbIaehDx6YqHaqeePal5I6Vxzr/XJkvC/ZBzxesG7+6Frq8YCDAIuSrFEXvBXGyHUsgj1/8H18Eb9GVjmmqL/nvF12gGo9TVXmus9z/tLelPVQ0YApdW7Au/+Zw+MBy52JeAG2rXOy6asemY2n+6/GI0cNPPb/QSsc01Zey28YgKvv8wm/+Tmmcqui5Ft3XtPdf9bYukrWLigZM4X0fejH5yh94dNP3f/ybvjC5cdeVrdqWZVfcit4M2/j4AdpaxX7o7n3Jm9/5aKWKRtFtx6/+L+I5pJ2ACuJQVZ9XTBUveCtJHvyGz03u+qFfuOR9TXX/U9y2ye1KNbpOwRTOnr9Q+P1z5y92ovpSNMjIHn+8GUUPdQszAUM2fiwsq2LHMTPfnSm+Pnr75k598b5RdvV/muNu0W2rfK/wvaDg/SAe0+NnXix838i/dZS8lSRrL5yrdF9T3f8Ut93KdmW+RKdgCpEBzV/Jia+zidNdeKwhf8XtiedM6gOYptnHvj07C7vy5b8XJ7uzrk1RNU5U9L2iNZHKqgQ37b5y820LKhpT/fzH33Pyg5NtU/x81fsySb19VDRgVtnZe0fcd2jj+h56pAOUrIl08nQ68blsPaH4HAOO8ahO/nuzrk1R9Lje+p73V/pe2ZpI77j9+sJ1kiJCW6VSM83Px/bLi38t2q6F9z/FfUVjlmMnrfnRJioaMEG+m0X8/6YS8ihJr161LRNa+FiTJJ34HdnWKDvHFaFJZf02dEoBWOiaSDU0+5hlbYqy6FNS4XuXWhOp6HvT3LbKz5e+F1298b0omyc4y2O15kf7GGhAiaJSdVEJenzNiTaJN6mycn12Je1S62jo6AH01TRrCtWxnlCltSkK4lRVo09lEaNJayKVPa+qt63682URp6z6kI+OzeO+rPmxGKJTUKCoVF1Wgh4vo7dJ1XJ9rP8ROeT8cwpF28DkOqCXMamSY+E8ju/TxKlClThRWcRo0e9Phc91ThGnJu+LalQ0YIoS+qQSdBtVLSvn41RRwo6OHVVL+wBdi8Euek2haWI/s8aZFm2a5zprZLfJ++LSDDRgyhJ6qKOM3pSq5frxONWkmJgOVUCfY7BNHt+rHJ+njT619f2p6nOtI7Lb5H0xmegUg7foEnqTZi3X61AFdEmXYrBFx+dFP6amn+s8IrtN3hebqWgwOG0soTdplnK9jh5A23U5BtvGx9Tkc51XZLfJ+2IjAw0Gpc0l9Cbln9emhf2WPrEI4VY7pSg/A03rQwy2jY+pqec6qVvirO8xle9Lh6paiU4xGF0qoS9cvun5x8268BTAvAwpBttXTb7H6FDVDBUNeq3LJfSmlC2mVLYIYWyr61736soL/gEsdMG9nsZg+0qHqn4x0KC3+lBCb0K8QU+KTl1yux6cvF0B5mGaY9FQj+9dpUNVf4hOMbgSerbTx+ehltBj+8REuNLS86j4toXb9eTpdBAnmgA0dcxyLBqOrXSNuuR7XI33xWQqGvRSWQn9I791/hMzn18+jiRDvwp4+MByaXTq4aee33TbwmjC1aIJQDPHrDgR3HXVDseiAZmma9Tx964lK4+sbXni+LQdqoZ4sXIaKhr0UtZNIr+zr6w+M+grEkVXAR9cXds05oqrODu2b6t82+xgvG/PTgddYK7HrDhuX779sk3HeMeifsu/xxS+zy8lyQMPvzzImOV9Pn9fsb8VifdJJrOF6KWi8ueRm5cn9szeaqm17cafV1GlJ76+65blTaXiokneZbd1RQdo6pgVx+1z5y/qFjhwRe/zRRX67H1+mvf4/G3j/bBI7IdMJjpFb+XLn2Fl9RNXOsavgBWV5vuwDkTVyZJ37l9OP8ZLxXGALZokXnRbgKabeMQV56F2C6T8fT4q77OsjTHteltMpqJBr42XP4c2yWvayZKVok8f/11iUkAb1sFwLOJS7/P3HNqbHDtZbR0O623VT0WDQZl2klfIerS3/WrZeD/5eKylPeVLJm4X/fw062sAzOWYZR0MGlqHw3pb9TPQIBl6f+5sQtmmUutz1UutizZtqTe/DZSKgS4ds2Ae63Bcal0o++H0RKcYvMJS68G9ybET1UqtizZrqVepGGiSYw5NmiY2bV2o+qlowIyl1kVcZZu11KtUDHTpmAVNxaatC1UvAw2YsdTadKRq1lKvUjHQ1k5SRccsaDI2LapXL9EpKNDWDlXTdpKq++cB5t1JChb5Pm8/rJeKBrS4Q9WsnaTyv2MrPw+w1eOWTlK0maje/BloQEs7VNXRlWWayIK4AjCraaKZjjm0gf1wvkSnoIUdquroyiKyADRJNBPIU9GAOXaomiZOVWcnKYtfAfNWR7QT6DcDDZhTh6pp4lR1d5Ky+BUwT445QBWiU7CAOFV8jonl8XkrcYNL/fy0MSuASRxzgK1Q0YCG41QPP/X8hurD4QPLU8UN8lcSy37e4ldAHRxzgK0y0IAG41Q7tm/bVH14cHUtiZrD+FihrCtLUfVi0s8XPS6AqhxzgFmITsEc41TZCyw+R2zp7PkLm6oP8fVdtyxvum38jvG4QiiqlGQ/LyIF1GH8uOOYA8xCRQPmKSs1LE1eh2Pnp7xy022nmWx55/7l9ENXF2AWVRtTOOYAVSyNRqPc9VFgVnElcP/RU5venGPORczRiMnaMY9ifeL4yU9MHA/xxh6vzHwcqujno/ox6+KAAGXHrXsO7U3uP3HaMQeYmooG1GSr62CURRPyTPAG6mQdDGDeDDSgBrOug5G/bVlFwwRvYB7HLGvvAPNgMjjMaCvrYFxqHY74+ujt1sAA6mftHaApKhowp5hU2ToYRfJxquy2Rd8DmMcxy9o7QN0MNGDWmNSh8pjUNGtYFN3WGhjAoqOdAFslOgWzxqROnE7fuK1jAfQt2gkwCxUNqKMryzXVY1IA86KTFNAmBhpQQlcWoEscs4C2EZ2CLXRliXxz+gJaSkQOgIUdpx59+oX0s05SQBupaECBSV1ZQqxxMf4ZYJHViyMHlnWSAlpHRQMKxJyMrGqRiQmTO7ZvS9/cs/FFfI5KR1xNBGhCUfVi5ZG1wmPWeCepfXt2mj8GNMpAAwoULaIXXVnOnr9QetVwPMYAUKfx40tRxfViElWNa3WSAlpFdAqmWEQv3uSL+s8/8dxLyR0rj63HGGKQEj8P0NTaPXce2J1+6H4HtMXSaCRlDtO+6UdcKioZ8eZ+z8G9ybGTT2560492t9rcArOIixv7j57adHyJ406sh5Edh6Li6uIG0DYqGjBjpeNSE8fH1+EAmMTaPUCfGGjAFsSgYXzgIE4FzMo6GEDfmAwOc5g4nsapTjy5aR0OE8WBItbBAPpIRQMajlNlk8pFqqAb5vV6Hf+9k44ZRY0pALrAQAMajFPFSUJRPMIkTmineb1eN3WSOljcSWp8HQwDDKBrRKegwXU4Qn6hLZEq6FacadYIZNHvjQ5S0bY2f8wwuAC6TEUD5qQo7hALbulQBfOLMxV9f6u3rSsCWbmT1NVXpG2xRaSAvjDQgDnKxx3iRKOwQ9WzFvyDWeNMRd8PW73tpDhT1UiVTlLAkFmwDxa94N+hjR2qggX/YLoF7B66e1/y5nc+uuH7aTa4YKBQeNulJInla8cLDdnr8/4TGxfGi0pl0WPIL9JZ9ljjdg8/9fyG44AF94A+UtGAhlnwD6ZTJc70+JkXN33/Yvyn6m1zX0+KM1WNQOokBQydgQYsgAX/YIvdmQ4Vx5lu2n3lpu+XVTQKb1tS0cgGF1uJQOokBQydrlPQwQX/4nNcVbUAIH0zvm8Xdmc6cTo9gc93Z7px15WbXkfvuP36wu5vhbe97frk6O2bb1s0ybvwNRsRyJMbX7M6SQFDZ44GtEScVI0v+Pd1D/zcptu8664vSD7462etw8EgqheHDywnDzyyVvg6iNdJUXem8dfReCepWW87y2u27LEC9J3oFHQoTrVj+7bCvv4xOdUJDF1WVL14cHUtkk+V4kyZou/XcdtZFum02B4wVKJT0KEF/86evzBxEip0RT7+VzRxOr6+65blTixiV/aabeNjBWiKigZ0aMG/OCnLX+GNr+PfoSumWVvizv3L6UcXokdFr1mAIVPRgBaLE5V9e3ZOPmF5+QIqdDYiFfG/UFYRqPQ6aIkuPVaAeVPRgA6JeEm+3X+05IwrqE5s6PI6GLEPqwgA9IuBBnRInKhtik4tiU7R/XUwsvifidMA/SE6BV1XsKIxtME062CoyAH0j4oGdD06lYhO0a2Y1A3XXJGs3nerSdMAPWegAR0iOkVfYlIiUgD9JzoFXSc6RQuISQGQp6IBHSI6RRsjUlGdEJMCIM9AAzpEdIquLbgnJgUwXKJT0HWiU7R8wT0AhklFAzoWT9F1ikXuhxbcA6AqAw3oSTwFmtgPLbgHQFWiU9Ciq8aPPv1C+lk8ZZjG94E23L9OUgDMQkUDWnjV+MiB5cKFzs68cC55y01vSCsb8f/ZRFv6WcGKv/Ui73/XVTssuAfAlqlowIIVXTVeeWQtPdkbNx6RisHFvj07DTJ6oqyC1VRlo+z+L99+Wel+aB8E4FIMNGDBEZWiybUXk6hqXKuDz4D3gayClb9tk/d/7vxFnaQA2DLRKWjp5No7D+xOP0SkBrAPHCzeB6JyMI9I1TQTvKNyJqoHwFYsjUYjXfihIXH1eP/RU5tO6O45uDe5/+Tp9Cpytv5Ak/l8WrAPHNqb3H9i4z4QJ/hFt12979Ytx+bsgwA0RUUDGl4HoyiicsM1V6Qnj6oXA94Hrt68D0S0aVKkavz3Vn0M9kEAmmKgAS1ZByNOFnWQ6pdZ94EYGBTd9olnX0ruWHmsUpxqmpiUfRCAOpkMDnNgHQzq2Afie/nbRsTq2MknK3Wosg4GAIukogE1qRJPsQ5Gv81jH8jf9lIdqkT1AGgLAw2owTTxlCCiMuxOUtPuA/nbFsapntscpxLVA2CRRKdgRuIpFO4DJ0+nA84qEalpFMapDu5Njp3YHKeaJqYFAHVT0YAt0MWHSvtAQSepOkwTp5ompgUAdTLQgDlGZESk+qkNnZyqxKlE9QBYJNEpuMRV61jLIOvo02REhg7tAydOpwPORe0DRXEq+yAAi6aiAVOsgbDrqh2NRmTo0D6w4EUXRaQAaBsVDZhiDYTLt1+WnnCOG4/I7Nuz0yCjJ7q4Dyz6/gFgnIEGFERkyibXnjt/UUSlx+wDAFAf0SmYcnJvXDHWxad/7AMAUK+l0WiUu24Lw7uKvf/oqU2DilibICZ6RyUjm1wbOXj6xz4AAPVT0WDQ6x9Elr10DYQFT+5lvqyFAgDzZaBBMvQuQhGDsg7GsLRhHQwA6DuTwUmG3kUoWINgONq4DgYA9JGKBsnQ4zERjbIGQX+JygHAYhho0FvTxGOCiEz/iMoBwOKITtFL4jGIygHAYqlo0EuTOkk9dPe+5PEzLyY37b4yuXHXlYt6iMyBqBwAtIeBBr0UczKKYlJPPPdScuzEkxu6Tlkbox9E5QCgXUSn6KWYb5HvJBUL8GWDjPGuU3EVnG4TlQOA9lHRoLfynaQmdZ2KgUm+OxHtpZMUALSfgQa9lu8kVdZ1qqg7kUhVO+kkBQDdIDrFoONUsShbKFrIL66ax8ejT78gXrVA438DnaQAoDtUNBiUooX54iS2KFJ1/L1rycoja6ocLapeHD6wbNFFAOiIpdFolDvFgmGJq+T7j57acAIbJ7Xxyhh/cUQFZPW+W83f8HcBACoQnWLwiiJVceU8PwLPJo4Hkar5GN+uRZP34+u7blneFH8zeR8A2kd0CgoiVeHB1ZdjUxkTx9uxDsad+5fTj/H4GwDQPqJTMOHENyaFRyUju3Ieg5F8zEqkaj7xtWztk/tPnt7wN9ANDAC6QUUDapg4nkWqrMNRjXUwAKD/DDRginU4YjG/ojjPE8+9lNyx8pgOVRVYBwMAhsFkcJhx4njEe46deLJwHQ42sg4GAAyHigbMGKkq6o4kTlUck5q0rYqiagBAdxloQA2RKnGq2TpJZZ2+8tsVAOgu0SmYkThV9ZjU/SdOJ/cevM46GAAwACoa0HCcKgYm+a5LfVS2DW645orkobv3JY+feTG5afeVyY27rlzUQwQA5shAAxqMU8UgpKjrUh/Xhijt0PXsS8mxk0/2/vkDwNCJTkFDcapYbC7k40RZh6r4iHU6+tKtqjBSdmjv+iCjqENX37YBAAyZiga0YMG/46tnkpXVZ3p3lX+aSNnDTz0/iEoPAAyFgQYseMG/KCtmg4zxq/xxgt6H+RtVImU7tm8rrPT0ZRsAwBCJTsGC40RHbl4uvcrftyhRWaTs7PkLg9kGADAUKhqw4DhRWFld2zxp+rmXkjtWHutdlKgoUhaDCGuRAEC/LI1Go9x1RKBp0YkqokJxFT+dNH1w46TpEN9fve/W3kaJbAMA6BcVDWgB63BMtw1C39chAYCuM9CAlrAOR7Vt0NdIGQD0jcng0JN1OPqmcB2OiJSdKF+HAwBoDxUN6ME6HH2NE4mUAUB3GWhAx9fhSONEz/Y3TiRSBgDdJDoFXY8THdrYoarPcSKRMgDoDhUN6Jihx4lEygCgGww0oIOGHieqHCnToQoAFkZ0CjpOnEiHKgBoIxUN6AFxIpEyAGgbAw3oCR2qRMoAoE1Ep6Cnpu1QFR+xTkdfulVtJVLWt20AAIukogE9VrVD1fHVM8nK6jO9mzQ+TaTs+HvXkpVH1nq3DQBgUZZGo1HuLRfoq7hSv//oqQ0n2mlZs6Bj0+p9t/aiHW6lbbCUJHEkHD8Y9nkbAEATRKdgQIriREduXi5dhyP0LU5UtA0OH1jeMMjIbwMAYHoqGjBAMWjI4kQhf4U/u5r/8FPP93IdjqJt8IXvOLVhsBHjkEfv+2IVDQDYIhUNGKC4qr9vz871TlXTTpru2zYoJFQKADMxGRwY5DocMWDKnkN8zo8r4ut4rl19fgCwaAYawHTrcDz3UnLHymOdjlO9+/EPboiE3XvousLnmsWqAIDpiU4B1dfhOLg3OXaieB2OrojHmo+E3X/idHLvwes2xcdUMwBg61Q0gJnX4WhzxGg8IhWPsew53HDNFekE+PH4GACwdQYawFSRqrjmn+/O1NaIUT4iFRWaGDiVxaTyzxUA2DrRKWA2o+5EpCLmFYq6bBlgAEC9VDSAytrenSnfSaos5lXUZQsAqJeBBlBZnMC3NTq1qZPUwcmdpMSkAGC+RKeAzkenCjtJnTydtq0VkQKAxVDRADoXnarcSepqnaQAYFEMNIBORad0kgKAbhCdAmYz+kSV4dGnX6h98b7x36uTFAB0h4oGMHN06vjqmWRl9ZkN61VEZ6e6qxeHDyzrJAUAHbE0Go1aMJUT6IKoKOw/emrDyX5aFi3o7hSrbM8yb6PwvpaSJI5Y4wetOu4LAKif6BRQWZzM5xe7O3JzeZVh2kjV+G2LJnjH13fdsqyTFAB0gOgUMJX8YndhZXWtcL2KoonbZZGqqutg3Ll/Of2w2B4AtJvoFDCzGCS87aEPpJWMGAy8/bY3pYORfPSpLOZUFJOK295zaG9y/4nTG35vHXM/AID5U9EAaq9yxEAiIlCTIlXWwQCAfjPQAGoRg4vxSkWsuVEUfXri2ZeSO1Ye2xCnikFK0W2zQYuJ3gDQPSaDA41NHI8o1LGTT64PKOJzRK5C/rYRkzLAAIDuUtEAGotUFXWSyuJURfErAKC7DDSAucpHn8oiUkW3BQC6S3QKWGicSkQKAPpJe1ugcdHOVkQKAPrNQAMAAKid6BQAAFA7Aw0AAKB2BhoAAEDtDDQAAIDaGWgAAAC1M9AAAABqZ6ABAADUzkADAAConYEGAABQOwMNAACgdgYaAABA7Qw0AACA2hloAAAAtTPQAAAAamegAQAA1M5AAwAAqJ2BBgAAUDsDDQAAoHYGGgAAQO0MNAAAgNoZaAAAALUz0AAAAGpnoAEAANTOQAMAAKidgQYAAFA7Aw0AAKB2BhoAAEDtDDQAAIDaGWgAAAC1M9AAAABqZ6ABAADUzkADAAConYEGAABQOwMNAACgdgYaAABA7Qw0AACA2hloAAAAtTPQAAAAamegAQAA1M5AAwAASOr2/wHxJarAd5Lp3AAAAABJRU5ErkJggg==", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "for k in (2, 10, 30, 100):\n", " naked_plot(move_rope(in9, knots=k), '.')\n", " plt.title(f'Positions of tail for {k}-knot rope:')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 10](https://adventofcode.com/2022/day/10): Cathode-Ray Tube \n", "\n", "**Today's input** is a program for a CPU that generates signals on a cathode-ray tube. Each line of the program has an opcode, either `noop` or `addx`, with the later followed by an integer argument. I can parse this with `atoms`:" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 145 strs of size 4 to 8:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "noop\n", "noop\n", "noop\n", "addx 3\n", "addx 7\n", "noop\n", "noop\n", "noop\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 145 tuples of size 1 to 2:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "('noop',)\n", "('noop',)\n", "('noop',)\n", "('addx', 3)\n", "('addx', 7)\n", "('noop',)\n", "('noop',)\n", "('noop',)\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in10 = parse(10, atoms)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Find the signal strength during the 20th, 60th, 100th, 140th, 180th, and 220th cycles. What is the sum of these six signal strengths?\n", "\n", "The instructions say \"*Start by figuring out the signal being sent by the CPU. The CPU has a single register, `X`, which starts with the value 1. It supports only two instructions:*\n", "\n", "- *`addx V` takes two cycles to complete. After two cycles, the `X` register is increased by the value `V`. (`V` can be negative.)*\n", "- *`noop` takes one cycle to complete. It has no other effect.*\n", "\n", "The **signal strength** is defined as \"*the cycle number multiplied by the value of the X register.*\" \n", "\n", "We're never sure what we will need in Part 2, so I'll make the program interpreter, `run`, be a generator that yields the value of `X` for every cycle (so for an `addx` instruction, the old value of X would be yielded twice). For Part 1, we sum the product of cycle-number and `X` for cycles in {20, 60, 100, 140, 180, 220}:" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 10.1: 0.0 msec, correct answer: 12560 " ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def run(program) -> Iterable[tuple[int, int]]:\n", " \"\"\"Execute the program, yielding the X register value on each cycle.\"\"\"\n", " X = 1\n", " yield X\n", " for (op, *args) in program:\n", " if op == 'addx':\n", " yield X\n", " X += args[0]\n", " yield X\n", "\n", "assert list(run(parse('noop \\n addx 3 \\n addx -5', atoms))) == [1, 1, 1, 4, 4, -1] # test\n", "\n", "answer(10.1, 12560, lambda: \n", " sum(c * X for c, X in enumerate(run(in10), 1) if c in range(20, 221, 40)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "\n", "### Part 2: Render the image given by your program. What eight capital letters appear on your CRT?\n", "\n", "Part 2 says \"*It seems like the X register controls the horizontal position of a sprite. Specifically, the sprite is 3 pixels wide, and the X register sets the horizontal position of the middle of that sprite. (In this system, there is no such thing as \"vertical position\": if the sprite's horizontal position puts its pixels where the CRT is currently drawing, then those pixels will be drawn.) You count the pixels on the CRT: 40 wide and 6 high. This CRT screen draws the top row of pixels left-to-right, then the row below that, and so on. The left-most pixel in each row is in position 0, and the right-most pixel in each row is in position 39.*\"\n", "\n", "I'm glad I decided to make my `run` function yields all the `X` values. I just need to map the cycle number to `(x, y)` positions on the screen (which `divmod` does), and plot the result. Then I'll use my eyeballs (not an OCR program) to determine what letters are indicated." ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 10.2: 2.4 msec, correct answer: PLPAFBCL " ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def render(program) -> None:\n", " \"\"\"As the cycle number scans a 40-pixel wide CRT, turn on pixels\n", " where register X and the scan position differ by 1 or less.\"\"\"\n", " points = []\n", " for (c, X) in enumerate(run(program)):\n", " y, x = divmod(c, 40)\n", " if abs(X - x) <= 1:\n", " points.append((x, y))\n", " naked_plot(points, size=(6, 1))\n", " \n", "answer(10.2, \"PLPAFBCL\", lambda: \n", " render(in10) or \"PLPAFBCL\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 11](https://adventofcode.com/2022/day/11): Monkey in the Middle\n", "\n", "**Today's input** is separated into paragraphs where each paragraph is a complex structure describing a monkey. The function `parse_monkey` will parse the paragraph into an instance of the class `Monkey`. I'll use a regular expression, but I'll keep it as simple as possible, so I don't have [**two problems**](http://regex.info/blog/2006-09-15/247). The `Monkey` class has seven fields; the regular expression has seven `groups`, each of which is just `(.+)`. Nothing fancy!" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 55 strs of size 0 to 48:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Monkey 0:\n", " Starting items: 98, 97, 98, 55, 56, 72\n", " Operation: new = old * 13\n", " Test: divisible by 11\n", " If true: throw to monkey 4\n", " If false: throw to monkey 7\n", "\n", "Monkey 1:\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 8 Monkeys of size 7:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Monkey(n=0, items=(98, 97, 98, 55, 56, 72), op='*', arg=13, test=11, t=4, f=7)\n", "Monkey(n=1, items=(73, 99, 55, 54, 88, 50, 55), op='+', arg=4, test=17, t=2, f=6)\n", "Monkey(n=2, items=(67, 98), op='*', arg=11, test=5, t=6, f=5)\n", "Monkey(n=3, items=(82, 91, 92, 53, 99), op='+', arg=8, test=13, t=1, f=2)\n", "Monkey(n=4, items=(52, 62, 94, 96, 52, 87, 53, 60), op='*', arg='old', test=19, t=3, f=1)\n", "Monkey(n=5, items=(94, 80, 84, 79), op='+', arg=5, test=2, t=7, f=0)\n", "Monkey(n=6, items=(89,), op='+', arg=1, test=3, t=0, f=5)\n", "Monkey(n=7, items=(70, 59, 63), op='+', arg=3, test=7, t=4, f=3)\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "Monkey = namedtuple('Monkey', 'n, items, op, arg, test, t, f')\n", "\n", "monkey_regex = \"\"\"\\\n", "Monkey (.+):\n", " Starting items: (.+)\n", " Operation: new = old (.+) (.+)\n", " Test: divisible by (.+)\n", " If true: throw to monkey (.+)\n", " If false: throw to monkey (.+)\"\"\"\n", "\n", "def parse_monkey(text) -> Monkey:\n", " \"\"\"Parse a paragraph of text into a `Monkey`.\"\"\"\n", " [(n, items, op, arg, test, t, f)] = re.findall(monkey_regex, text)\n", " return Monkey(int(n), ints(items), op, atom(arg), int(test), int(t), int(f))\n", "\n", "in11 = parse(11, parse_monkey, paragraphs)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: What is the level of monkey business after 20 rounds of stuff-slinging simian shenanigans?\n", "\n", "The instructions say: \"*Each monkey has several attributes:*\n", "\n", "- *Starting items: lists your worry level for each item the monkey is currently holding in the order they will be inspected.*\n", "- *Operation: shows how your worry level changes as that monkey inspects an item. (An operation like new = old * 5 means that your worry level after the monkey inspected the item is five times whatever your worry level was before inspection.)*\n", "- *Test: shows how the monkey uses your worry level to decide where to throw an item next.*\n", "- *If true: shows what happens with an item if the Test was true.*\n", "- *If false :shows what happens with an item if the Test was false.*\n", "\n", "*After each monkey inspects an item but before it tests your worry level, your relief that the monkey's inspection didn't damage the item causes your worry level to be divided by three and rounded down to the nearest integer.*\"\n", "\n", "Following the instructions requires careful attention, but is only a dozen lines or so. The **level of monkey business** is defined as the product of the number of items inspected by the two most active monkeys.\n", "\n", "One thing to note: the monkeys will add and remove items from their purview, but my `Monkey` class is immutable. That's a good thing! I don't want to mutate the monkey data structures, because then I would have to re-parse the input file if I wanted to run a computation again. So instead, my `inspect` function will keep track of which monkey has which items by using a dict, `items`, of `{monkey_number: [item,...]}`.\n", "\n", "The function `inspect` counts the number of items each monkey inspects in the `inspected` Counter, and returns the Counter. Then the function `monkey_business` can pick out the two busiest monkeys to compute the puzzle's final answer." ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 11.1: 0.2 msec, correct answer: 54036 " ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def inspect(monkeys, rounds=1) -> Counter:\n", " \"\"\"Simulate the monkeys doing inspections for `rounds`.\n", " Don't mutate monkeys. Return a Counter of items inspected by each monkey.\"\"\"\n", " inspected = Counter()\n", " items = {monkey.n: list(monkey.items) for monkey in monkeys}\n", " for round in range(rounds):\n", " for monkey in monkeys:\n", " inspected[monkey.n] += len(items[monkey.n])\n", " for old in items[monkey.n]:\n", " arg = (old if monkey.arg == 'old' else monkey.arg)\n", " new = operators[monkey.op](old, arg) // 3\n", " throw = (monkey.t if (new % monkey.test == 0) else monkey.f)\n", " items[throw].append(new)\n", " items[monkey.n] = [] \n", " return inspected\n", "\n", "operators = {'+': operator.add, '*': operator.mul, '-': operator.sub}\n", "\n", "def monkey_business(inspected) -> int:\n", " \"\"\"The product of the number of inspections by the two most active monkeys.\"\"\"\n", " return prod(sorted(inspected.values())[-2:])\n", "\n", "answer(11.1, 54036, lambda: \n", " monkey_business(inspect(in11, 20)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Worry levels are no longer divided by three after each item is inspected; you'll need to find another way to keep your worry levels manageable. Starting again from the initial state in your puzzle input, what is the level of monkey business after 10000 rounds?\n", "\n", "The puzzle instructions are warning me that worry levels will be so high that they are unmanageable. Did they mean too high for a 64-bit int, or too high even for a language like Python with arbitrary-length integers? I ran `inspect` for 200 rounds and found the largest worry level was over a **million digits**. I don't think a run for 10,000 rounds is feasible.\n", "\n", "\"No problem!,\" I thought to myself; since each monkey uses the worry level for one purpose only–to see if it is divisible by their test number–we should be able to compute with the worry level modulo the test number. I tried that, but AoC told me I had the wrong answer.\n", "\n", "So I thought again. The **bug** was that items with their worry levels get passed from one monkey to the next, and the next monkey will have a different test number, and should be dealing with worry levels modulo *that* test number. So I need to be working with worry levels modulo the product of *all* the monkeys' test numbers; I call this product `m`. (I could use the least common multiple, but product works fine, and `math.lcm` with multiple arguments only appears in Python 3.9.) My revision of`inspect` is backwards compatible, does all worry computations modulo `m`, and takes an optional argument, the `relief` factor, which by default causes worry levels to be divided by 3 (for Part 1), but you can specify `relief=1` for Part 2. " ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 11.1: 0.2 msec, correct answer: 54036 " ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def inspect(monkeys, rounds, relief=3) -> Counter:\n", " \"\"\"Simulate the monkeys doing inspections for `rounds`.\n", " Don't mutate monkeys. Return a Counter of items inspected by each monkey.\n", " Compute worry levels modulo the product of all the monkeys' test numbers.\"\"\"\n", " inspected = Counter()\n", " items = {monkey.n: list(monkey.items) for monkey in monkeys}\n", " m = prod(monkey.test for monkey in monkeys)\n", " for round in range(rounds):\n", " for monkey in monkeys:\n", " inspected[monkey.n] += len(items[monkey.n])\n", " for old in items[monkey.n]:\n", " arg = (old if monkey.arg == 'old' else monkey.arg)\n", " new = (operators[monkey.op](old, arg) % m) // relief\n", " throw = (monkey.t if (new % monkey.test == 0) else monkey.f)\n", " items[throw].append(new)\n", " items[monkey.n] = [] \n", " return inspected\n", "\n", "answer(11.1, 54036, lambda: \n", " monkey_business(inspect(in11, 20)))" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 11.2: 91.4 msec, correct answer: 13237873355 " ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(11.2, 13237873355, lambda: \n", " monkey_business(inspect(in11, 10_000, relief=1)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 12](https://adventofcode.com/2022/day/12): Hill Climbing Algorithm\n", "\n", "**Today's input** is a grid of heights, from `'a'` (low) to `'z'` (high), with two special heights, `'S'` for the start location (the lowest) and `'E'` for the end location (the highest height, with the best signal reception). " ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 41 strs of size 77:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "abccccccccaaaaaaaccaaaaaaaaaaaaaaaaccccccccccccccccccccccccccccccccccccaaaaaa\n", "abccccccccaaaaaaaccaaaaaaaaaaaaaaaaccccccccccccccccccccccccccccccccccccaaaaaa\n", "abccccccccccaaaaaaccaaaaaaaaaaaaaaaaccccccccccccccccacccccccccccccccccccaaaaa\n", "abcccccaaaacaaaaaaccaaaaaaaaaaaaaaaaacccccccccccccccaaaccccaccccccccccccccaaa\n", "abccccaaaaacaaccccccaaaaaacaaacaacaaaaaaacccccccccccaaaacccaacccccccccccccaaa\n", "abaaccaaaaaaccccaaacaaaacacaaacaaccaaaaaacccccccccccaklaccccccccccccccccccaac\n", "abaaccaaaaaaccaaaaaacccccccaaacccaaaaaaaccccccccccckkkllllccccccccccccccccccc\n", "abaaccaaaaaaccaaaaaacccccccaaaaacaaaaaaacccccccccckkkklllllcccccccaaaccaccccc\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 41 tuples of size 77:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "(1, 2, 3, 3, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, ...\n", "(1, 2, 3, 3, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, ...\n", "(1, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, ...\n", "(1, 2, 3, 3, 3, 3, 3, 1, 1, 1, 1, 3, 1, 1, 1, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, ...\n", "(1, 2, 3, 3, 3, 3, 1, 1, 1, 1, 1, 3, 1, 1, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 1, 1, 3, 1, 1, 1, 3, 1, ...\n", "(1, 2, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 3, 3, 3, 3, 1, 1, 1, 3, 1, 1, 1, 1, 3, 1, 3, 1, 1, 1, 3, 1, ...\n", "(1, 2, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 3, 3, 3, 3, 3, 3, 3, 1, 1, 1, 3, 3, ...\n", "(1, 2, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 3, 3, 1, 1, 1, 1, 1, 1, 3, 3, 3, 3, 3, 3, 3, 1, 1, 1, 1, 1, ...\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "def hill_height(line, heights='SabcdefghijklmnopqrstuvwxyzE') -> tuple[int]: \n", " \"\"\"Translate each letter in `line` into a height from 0 to 27.\"\"\"\n", " return mapt(heights.index, line)\n", "\n", "in12 = parse(12, hill_height)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: What is the fewest steps required to move from your current position to the location that should get the best signal?\n", "\n", "The function `hill_climb` will pick out the initial and goal locations and call `A_star_search`. This isn't a generic `GridProblem` though, because we can't transition to *any* neighbor, only to the ones that are no more than one unit higher. As the instructions state it: \"*During each step, you can move exactly one square up, down, left, or right. To avoid needing to get out your climbing gear, the elevation of the destination square can be at most one higher than the elevation of your current square; that is, if your current elevation is m, you could step to elevation n, but not to elevation o. (This also means that the elevation of the destination square can be much lower than the elevation of your current square.)*\"\n", "\n", "The class `HillClimbProblem` imposes that constraint on movement:" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 12.1: 9.8 msec, correct answer: 394 " ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def hill_climb(grid) -> Node:\n", " \"\"\"Find the initial and goal locations in grid, and return a least-cost path.\"\"\"\n", " initial = the(loc for loc in grid if grid[loc] == 0)\n", " goal = the(loc for loc in grid if grid[loc] == 27)\n", " return A_star_search(HillClimbProblem(initial, goal, grid=grid))\n", "\n", "class HillClimbProblem(GridProblem):\n", " \"\"\"A GridProblem where you can't climb upward more than one height amount per step.\"\"\"\n", " \n", " def actions(self, loc):\n", " \"\"\"All neighboring squares that are no more than one unit higher.\"\"\"\n", " grid = self.grid\n", " return [p for p in grid.neighbors(loc) if grid[p] <= grid[loc] + 1]\n", " \n", "answer(12.1, 394, lambda: \n", " hill_climb(Grid(in12)).path_cost)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Part 2: What is the fewest steps required to move starting from any square with elevation *a* to the location that should get the best signal?\n", "\n", "Part 2 asks what the shortest path would be if we could start at any location with height 1 (represented by an `'a'` in the input). I could repeat the search for each such location. How many locations would that be?" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "930" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "append(in12).count(1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Almost a thousand locations; so the search would take about 30 seconds. [Who's got that kind of time?](https://www.gocomics.com/calvinandhobbes/1995/08/17) Instead I'll invent yet another `SearchProblem` subclass, `HillClimbProblem2`, which starts at a dummy state that is off the grid, and can transition with zero cost from that state to any location with height 1:" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 12.2: 11.2 msec, correct answer: 388 " ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "off_grid = (-1, -1) # A dummy location that is not on grid\n", "\n", "def hill_climb2(grid) -> Node:\n", " goal = the(loc for loc in grid if grid[loc] == 27)\n", " return A_star_search(HillClimbProblem2(off_grid, goal, grid=grid))\n", "\n", "class HillClimbProblem2(GridProblem):\n", " \"\"\"Like HillClimbProblem, but with a free pass to any location with height 1.\"\"\"\n", " \n", " def action_cost(self, s1, a, s2): return 0 if s1 == off_grid else 1\n", " \n", " def actions(self, loc):\n", " grid = self.grid\n", " if loc == off_grid:\n", " return [p for p in grid if grid[p] == 1] # Go to any location with height `a` = 1\n", " else:\n", " return [p for p in grid.neighbors(loc) if grid[p] <= grid[loc] + 1]\n", " \n", "answer(12.2, 388, lambda: \n", " hill_climb2(Grid(in12)).path_cost)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Great! That's a thousand-fold speedup over the naive approach. And it gives the correct answer." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "\n", "### Part 3: Exploration\n", "\n", "I'm interested in seeing what the landscape looks like. In the plot below greener is higher elevation; the path is in red:" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "image/png": 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n/415KlZzAY/FvHCHe2L7AVeMWrjiQIIrzHMefg89xhjzjV6SGGN+MAvm26kCc14RjPe3gfEuB4wPSozHHDBWfDwg+LZzGI8lMLbh1t8mxja/gt7BGPNniznXyY6BMXc6qHTYjv2IK6YLYlxz5AoV6Nu4wi+AcZ/EmH3UzmNs08Vnc8Vu9n3Ndsw+dDtzntmXjtsqqSDUZc7Dc7Ntxo3KOc/FrxiQfp6LX1F13GDYvtLTgS0/pP0Gw+K+TEqq3hGtYfFEHL+AotS8xpniNikno/+ueIdFoJsv/bJMOr8o6NuFMuvqSq2tD56KSqpjlQ7l2/N1PXldnhx8b0iULM8bLd/7yahMOl4atE1offysi3Y/FdmKBmNB2XQdQaLdTxK3mv+4AWPcz5HEf+82vOho4bEnVW5e/7JVU2XSs889O2Iuk873jgUP/bNTbVLYWRdETXFrg1ZttDLh+xGTrHjO+QTJ7X6GM3asex3T92PGGH3ZHna2Y7Rq6h7GrIv77BzGe+8Lxh7tMwRpaZt5sHbcDsb9HcR4qosY72wL44r3UOpvs7rgTSU++i6SzvHK8vGOBH9l8eBWNDEfD4tWKK26io8fjXon4m/MfHwk3k0QfPxUDm5yfiH0p94XPQ++Vx1XoB/6QxmuyHemwCFJrgDH6B2kgRyM41ZzZox3JvhLh3HtPmD8ZEGM+xwxfqSDGD8eI4O+5FqMa6k2e3aMn0xgPCJ8h3cWxiccMe5vG+NKRzCW9+M9Jvy7GONTBoyPRru7dq5A/9a9BTA+3CbGRwwLr1muAMZ7O4TxE21izPOwec5Tur5lzhuPF5TF/DhtmPOGM3PeHsPiD9r9xAuR/He6XdaanGtbx9QqPN9n++n2mvR8H9u44TGKWizKw9dwdCa0zZFRVQ0l73GIGk2lsQqe36w6SDT5RrP6PrH6pG9Wf082+V6Vzer3iFW5/AbUc7IBtUsj9cVEA2rs2uGFhvG1piug9D5XCJxNNKsHgbWSEKqkcZNv1ax+TDb51jVSV4270eR7WDb55h3xtC6KEdwSFemiJt8Ct6ncxt3cVHpBHpoHqYxbGlCrYkeqAfVY7vPgliEL8nA972DwTlsrsaCHGxddwGF8T5IMVs9aA3pulwLd1YQTDt1WB5L7lmEMquLggNRtfXZcYXfR0Y5zMNY2qw8SjdQ3Eo3U8+24NzGG7oojxslG6iaMgwSvuDZSX+ySHaviGu80jLfSrN6MMSp3Mh+vST7eK1bwt87HC9QMrotCSki4A68xHw9o+BjVROcSfAyOHXbg43Gq+PsNfIyWKHckH49IPs6bxxqCJwInrmjKOc+NK7IYA1//gWOMBYj9GozXJG7bEeM9TnbcmxjD5sc6gLHyQRTG+8VO9P3FeJYaQldhrPy8rWK8LH23ohiHCd/tQWAMLDYlxso/bvXzMFbWdcUYdrziiLHyjzuJsZrzVOHZAYnZgGXOCxNz3mCH57xaQlfnV8xLHwR+BQex+brKr4DvhgCdF56zPN+L8o4IbGMDWI0dKUODYe49pdp/wKiGtSsU/JKhCtum3E2asOiiBPeaXPXBS6DfFMdLJnpAejgDjOvq0/hwTZREJ6SjahzVWBcl0blinDhLkvMixrp1rp4XBuR52LXW59bzosAcUdgUuzR5wXIaY+BW5xQIMQ49blyxjZ3VPDJI665HLy7r6jHmfpz84rJjbdLdTJRjHzK+4ExkqnLdgOV5JKvAwjb7OmjHKCXfcMK4iB2XGCexwPNoRuesumPHrUHfXx077h7Goo1FuN4FPl6VfOwX5ONxCxYxH3N6nomPG1LXlY+7wxXtYzxpsc37gTFwGPwrizF6d4ZdxTiUdlxi7IYxWuksbiOMUbeA04Q7a8cI0Djtdntj3D3fLa5S/CD9inW5YG73K3pJej6w5eHPyt5MyVvhdLuscaG3F/fVSpa8xkrTYUEOSWmGd6kRnMv0nuqjqnecKv7ullWjRnA2Uya7SlXvYZG7nzQu0Vhe6C5mzlwc5NSYhC4mk7rQTfaeQnC7j6r+sdTLDiJC4+xsP0KsGovUkcTLjherEbwtGqEnccOkiTTrZDDM/R4vy56PzUzKSZziHOEW3KBGeCHVrgQrfxhDtsBECPIS400+D6w0YdVvNGc3Ktu02pcpmOMtuLFusnw8fj8pU1STuihjj35n2RLnKH6wK/Wyi155YrzZ3qU4R70n8zxCqZstSz8obbPWth0zxudTuOkw1tqxf5wq8jy3C8aqMEZ7GNelbqcxxiR8NwfjIanbPsairYDo/Zhs0VOT100HHJhUeRwudrwqsag7Ynwr8+w6hTF0l3sc46q8t9GWNg/gwlY+PiJ2INK64OM35Gp7ko8PcVpzCuN1ycdzGT6elnycxLhOjeCtHD7eLfm4muHjcxTQzRw+fjSFG/PxJcnHQYaP49RQJdgxYj5OcsWQ5Iq0vTXDO2JeSNtbv+SKXTkYA4s1B4yXpe5S5gzcwQ5g/GZLX83tj/G5DMfqMJ6TdpzF+KjYEXbDGHZ8+D5h3JR+xVYwHpN+RYwx93C/cR8xrkk77iWMd0jfbSsYw44vlhgb57z0LjP7ecgAzbYUGpC6fZn5cV7qJ+e8PjnnDebMeXcyLZOq0q8YcfArKtKvGHfyKzgtvzULs9ek5wNbbkKt65+GB3U4MiyQXWBoZF7xTkTBbTO8R43gVa0ucvIr/p4oVbgevJgx6uR1j8rCIxw4bAbf0faSAunVKo9EZMe6+b29mMhw5gC9vQKqBy9lguXsueBnhcOKR14PzkiHMk/6qM9/T4QbSBTN0vOlQjX/3dFOL1JCGiEmlPxR1Pyno0mIg1p9826cC1AOq2guTfrm3fzy7kg4+JcNPUPHRWpL7OBfNvT2ApHxwgQT2BVDk2047yh44UtdTDy6/skgp0MRQZrt2Je6fYUx5qD2jEYXZ2Uej4JbDmr17wcHEBw0Y4WWseg0xoEcgyvGNwy9b6vy/ecgDWlT+kbmaYyRqsQTW77wGAbbsONOYjwRFZqzYzwcnd/tTYyX5PtkxxiLjOBCPR8fiwqsMB+/oO21iHNotcqJBB+/IJ3l1mtjoYHPdQHjppgTODPIhY9flc5Oq2bMx7yAUG8iWL6uQaIidRm3RnCVmiEC1fxR1PxnojRcDgZeM3DFqSgoKIbxqpzH8jFGajYCDtbdlLo6jKeimhV2jEclxn6HMa5Sn//uBMZXqCkWGe83xsepKgtCYseqbsT4oAim0hjnv/+9ifGzURpuMYznqR68rMWYNzG2G8anMxsdSRmQuCmMESzf6DzGwR1qhCaMn6CKLLrXXYwVH28V4zHxnsZzHuxy1XHOQzC5YJjzDkfPA0cE9X63J+e8Acc5bzoKbjmovWbQ3R0tmrNfAV9BF/pNysJjvSs9ve8MR0MfDAiNyIj4PICORFlwhoR1Q7nap5dG+LZMJwAhgAz06wPN8IIcK3QvGRtWg4TwcvPfXTc2rAa5qdVAPj+hbwCPF5pfQHy/YHi5IJsJLHCWQ++IY8TN4GK8Y6wlRv5kxiq5m2nSviNXuMjoAPPvZ2TaCH+vDwYgCzJdk6QTbmpYvZoguCVDMEDyd2old80Q1EKwSzzvaMdB5CwUxdhqx8G5BMYmm+DfxxjPdhhjtVq+XBBjXcClMJ5LYDzviHHggMXdNu24CMY2O+YUMDeMVxIYL3UJ480CGDcLYmx7/+9GGLvxMWPVENylxxiONziQ/+6axCbUc5C8f+bjZQsfs92IVL7cYIB/i89M8rE+GOAR8z0xV+Be3blCFwC3cgXrumJ8yYgxn910xfheAYyXEnNeEYxXLRg35T0pjBnvTvOxHePzEcZNi1+BObwVYzJgzI46n7W0YazseM4BY8Y1sGLcSGBc7yLGZq5opDC+uE0w1gW1ED6nH2N8w9GO6wW4IjAsrLeLcTOBcWDBmH1i9ks3O4TxYoRx2ufLHXE0z/Gcpwtq8+Y83fvBo2jfr3CZHwP5PeZd034m0tCTu769Jz0d2OIAtl2Qpw/jWrA4iZBVuTO4aAwoWbDqMS/1Tc4cBCkebFiBSBUwGZUnClBAcIjfLB41g5uOutBhkkORC13Ft1Zddgz0woUXeOEgm1KYp40zFqsSX5MjLj5dPhO8ZMk0ofwr87MOc1JY88fB/y50WJd1TIsMsajrueguRQUY3DBeSxR1stnxXEGMA6cxt4fbg8c4LvRlknU5qamzLzY7XmsD427Z8WKXMF7qAsZ1R4z5rHBs9ybBeyQ5SzgP5nEwX8ac6Kbrwsc3U3/jzt02Pr4j+fiuA1csJAqO2biCi42x/mKXMHaY8wo9jyIY3yyA8W3Jx64YKz9B74jHGC/kY4y5bWUt8bVCwfIVCpcXKVi5nPld61dz+YL4G/438/tU4h4w7q5fETjoFsNY+WJzW8M4ZxSiQJOwY3PwkPSX7LbpbYErimBcxI7N72ja37VhvC4xXi3AFTgHfPeBc0Xn58elhF9qm/OUn6BqTtjmPOWHbBTwK5YdxuxyX9tX7J16t7GgwpubYKXEbQUCeqii56SLgi6GAiOxePKaMER75nf8+TbyCBO69jGjcl1ciMY2jrpcNeJKrGZ9/A642cYbjwOV7twEz9j1OTekrkt2vXKUmwV0Gx3WVTtzLrqs72ybmLyj3TyLrij84DqGhsMCUVK39zCmQrpFbNPrIsYuY1YcWH/AGAcFcXO3TTCWGx9vOvKx0nXDjbk1yeEGXamj/sYs/NnufAwsuFK53WHdLMQVKNDy4DAO28TYtlAN2ewixuDjIn5Fyw+p9sFfJP/5/PRPW3dMm27w3Cmqf+1XRXFKxnizTTsOC2BsvzJjvNklO3ZSlfdXd7Tjja7YsfLvXH234nbcBYwd/cFY150rOFAsgrHLWDYKz3luumHBOa+ID+IWU6T9Y7tw9ezelZ7esXUPjnCAuuZ4TRQucZsmuB+kuck4SyiviSDYbi7x59uu7SV07WNWY+XiArZx1GTfrT4nsuGCLy5YqHG4rqngGbs+56rUdXkl1edXCuhWO6zLn+0VwMLZNi0V/FK6Qs91DNUCtNGbGHfPNruJscu1FQfWHjDGftdwc+djZfOeo64bblH/Xyc+Vr2CXd5p/mx3PgYW/U5OD65ZhCseLMZemxjrOwPE0tdFjM1VUlv9iozu6ro2qO2E+N88Iz5DjiCyh+J27HUB474u2bH7XMp26WLH/V2xY+Xfufpu2wJjURCpqE/oxhVc3KgIxi7j6C8857npegXnvCI+SFG/otLh2Gp7Sk8Htvomw0nhfk/cz8l2u0NRmX4cwjeLKm3O/RzNgt6zXJXUF02XTS8vSrdzg2r07TJLSBV/n6MudLjCH/qH2UgsrWsSVPnDvaHX2JQVY26BMCTxtb2Qqlw5CExfyl5dOe4Dlq6QqhsH/zveYd3x1N+YRV3PRZd7dbpjjMrLuH6/gx1PFsTYdxpze7g9eIxxj/YJFuX5+yRmLnY82AbG3bLjsS5hPNoFjGuOGKs2CMruTYL3SHKWaHJvHofiQMWJbroufLzPkWOL8jH3nOUCIDauGJeYTThwBfdmZP2xLmHsMOcVeh5FMN5XAGPuh+qOsfIT+hwwHjdivHHjM7Sx8DnaWPgChUvzRMvLVF94Qf5M/xUu3RW6jcVX45/f+IwG4+76FcrHMUkxjJUvNumA8YAV4+QoMOeyHdsL6rjbZrgFrugUxlk7Nr+jaX/XFeOhAlxRlRg/WK7o/Pyo2iWNOsx5yk+Aj2wLLlWboD4H7vYSfoW+1VMsLve1faWnA1s2gEmThmwFQ3KiT7cgyKvOyLpeVKVRJ1UvLtde9Y8aDbbiHYmqolX9h4wGi6rIqsIwGkebAmxURWYiB4ntNr5kqMKpqtQKwpG45EtfAosBUYlOLz5V/IelLrch0Atw5d/zbnC61UyrNhw0L6oWa9ZF6xO1c7TTYtogXEXMExanGc9CtR0ZtRBIf8K5H7QQSDVaELHbsS/vyRXjY+527B9PYGyyCf59jPGODmOsAr6Rghi3NlaPhXs+xhhPOGKsWkjpRdljcTsugrHNjicKYDycwHi0Sxj3FcCY2xC4Y2x7/3dFGLvxMWNVFdylxxhVkVXVUOZE/Y6J4CB5/8zHIxY+3h07jBKXPE1uR6f4eFCMSS++vCfmCtyrKx8X4QrmGFeMHzJijHtzx3iqAMajiTmvCMZDFowr8p4Uxoz3fcN4eIBoeJAqI6fIGxknGh6myuhjRMMj4ud5X5WRE+SNTLHuyAmi4Qn5uwENxuy4Az87xsqOuQWZThO+DPs0uK4N42oC41qHMT7mbMeYa5Uds5+j993gJ6nMgNiOdSPeCsbc/SFfshhPO9pxrQBX+AXt+KgDxpUExr4jxgeNAXYxjMcijNM+X+6Io3mO57zxAnOe7v3gURTzK+I5z21+9OX3U5YAW2109K70fLufso9t2cd26z1Wu9nHFsUQ5rdhH1v09DtW9rF9AD1Wi/exLXsF/9XoY6vrK95+/8/u97F1xXg79P/sRB/b+42x7LG6Mkv9458UP9tY+CJVR051psfqyo3EdT9P/vDRbdljtT2Myz62ZR9bFzveQ1X/RAtXlH1se1d6PrBVwtW+MMHiX/N5Fg44liRBIhVzWNuQmHVR3W1DnsuYsOiiAtqaeEk4xVO/+oSJKAxXiESaC66r33ERbR7CJVHcgXX1KyoYayCrtvkiLVW/64uXPUDgFQbCOVS7xfm6qAw4RxQ2yfOGyc80iE7rBrKKXj1K7zbhFlc+VSmFJt11GRSoFE89xlw8QBVGGLLoJqvLQVe/OsstANYyKZM6Xa7uzGI++1rMjothzLqbTnacxhhYeH9FMQ4TFQpV6k837LjEuBsYc4Xw9Tb4eNJim6uSj/2CfDxusbeYj9FTPbuAsjU+RvXzRse5oncxDiXG+uMBXKl1/sFjvHKT/FFeLAiXFskbGe0IxsHyXfJHZS/spTnyRiZ6CGMsEKs0z07acU3qdsaO0XYn7Fk7fidivE6BrPprx7gdvwJzVJ/Vd+N5DNfnVOIH51dsyF1ys+/WS9LTVZHTxoferIuRs0rhRO5DZWdghoIQ/aQa4uC+OLcYTuboogz5bVEGHJXrvBApuvvkuYRKi0EFdE+sKoa0Rl5YI99bpQrtawlY+QXHSix0l8kLKxR6u6gi0t5aX5wgXKRmcE28jF7oUejtlLqtRIbdB/QxQyNo8d/epNDNIzK84NAV5ewpID8cI/IPRM3k07robXtD9g5skhcOU9Xfz+nQLbg1RKl5lFpHlWkvHBRnHHyxI+WbMaYCGBMw3qPFWLQKEpPEutwRG6UwBJG1mn3c8kLt8I4IG8ojSN5Fm08Q3pDU7c+dfFgXvUAxpgGpO6gJ5BbkoovNjvF73NsSeR7sHwEjmourc8Y2O56OzuK1YnxX7Ai7Y6xahbwzMWZe4QkIqU06jEVZf/FMeAJiXXWmNIvbstTFc0OK0hiF4Vju82gfY4xxfZtjDFwXu4Yxvx+MMb8f+Ri38vFuqtC0ho8XBAfBAfVCn0JvSurq+Bh9WucSfAyObU3v5p7hNxJ8PC52Pt34eETycd48hl6rN2UvR8nH/jT54a7c54FrxlzRL/nYgSvEnLdGFZH9kDfnzVJD6LaL8f7cRVo4wDzn9RrGwGIzgTGfd8zH+HKUdBmEN8kPB7V8jHfP85Sz6mm5gjG+HCV+oi9oJRxwxHiH9Ct0GMOvmOkxjGM7xtlM32jH4IoVRztWvltROy6KMWx+rAsY7yc/nNJgrPwKG8bcNomfRy9iHIpNIj3G2TkP8+N4F+a8mvQVTH7FfBTYsu64RjfrVyjd3i4c9Y7YsWXn7JqmjPWYTBv0ohe8Eb6V2xoHzmIlcW4WhloPXs6k9SjdEar5T0fOIoyvHrwm0xaz0k99/jOR06MaiHNz8mx59aq4LlbflDSCK6IRe6uuRzX/CfK9OGe/GdymRvh6Rpe/r3ono0JTKsWpHpzOpFmyLs6zqLMXrLsssMgrr+7TPpmOpDBep83gpdw+wJzy9eQWMD6jaXANjJ+NiCxubp3XzxIv8IEU6WERIP/Z4ZwDyDQmvTAEIeX3h2NbG8+knOI5t75inA69M2PHVzVtXrJ2XJe6eSXhh+SYS4zvH8ZNyUF5bRv6pb1VErZ5QwaIWUGgdjBh8w/KjuFsjDnaMRyeHV3CeH9CtyjG13OOFuRjzOnCeX0OwcfPpBYFG8Flaop0yCwf+5KPYyyawS1qhG9o+PhRqvhxcZcgnKV68KqGj49Q1T+c4eOXMrixLqfrnsjw8YuaOW8n1fxTCTuuSz5ezp0fmY+rCT5+VR6dyMqAnPNiPuYUwJuOGCM99WJBjNOj3TrGS3LO2yYYr6wlUoY/RzQ82YIxH1lY1HDFwdSCVYTxyjr1j38icd3hHIxvUiM82wU73mYYb8mOa9J3c7XjJ1NHhswYP0YVf08CtxmJcZiDMVLJDzlivD91FhaBHPtu3cD4dOZoQRLjZyPbZIzPUpA7N21PjLm37zXNnDeeqrFhnvOG5TydnPOgm9eqaEDOj5XELvsNzZxXk/NjzYErKlK3SAOx7Sc9ve8cOzC63kyLKaeQz2fk9wxDcBUkmjjD2ckLuFgXjgVeEJZmeFnjUEI2OCCT6wfYyeSglq+UFgR6r8hVGg4+OajN0w3ldTejVAwOarO6/D1eaDhEMSllJ59YF0TRFDvaMSnpeoaB5JO4IcDXY4z7ueCMMSaRNMZ5QS1kkyenaI0m/dyzI4bNKIzZadc9Ow5CeDWOF0Z0wQBro9n5RoKU8oMB1p3hNJuUHet6l6bvJxQTq67P2WoKp2IYX7JgfKYgxqyL+3wnY8zBp64XoTojG48pP6iFNCQW3cZ4w4LxrQIY39umGOdN8DHGlNj9yg9q8/h4NsFfWTykgxzx8Uoi4Mrj4zeEjvhJuGnh4wvis1kXn/NKDm5yfiHszNyMngfeWV0/dOCEdz7NFcsa3aUMV1zUBAOQdfm5SYzzgoE8jGekoxrfUyvG9RyM06PdOsanu4Txmx3EONn+Z0HjqLZyRTGMl2UwkNXtZYyxueGC8UYKY/g5ejuGT3U6suOmFePTBTB+Xfh3McZncv1B/tzzwm904wrsRt4qgPHlNjG+oAlqY/84jfEtR4zvddCO28fYPOfF72W8qK2b81Yycx7mNF3/XQTTdxznvLqca1vH1Co83/f4fmdvB7bsIJobGYO0hEEJo9U5lCxIRxGOXLjZUvAj36FbF4aNVDOzLqcd8kF+FEowSV2kjEAaAVZrzCNGaof4LlQ7wDrxRLoGBCnCtkbNzYDHibRtvUPJ0givcDqPKO6CF0b/UohUFIHxhhVjfh4uGIcS48UordAsuHcZ5GsntfjaETG1FIHK01Y6ZhzSn73sYMdz0o7Xc3fD04IzL4HEOHb4zRg3RdqNaQTi/HiE8awDxhxQ259HuxgvOGA812WMcc38hYNYcFaoLidk2/3hXVsvgLGy4xJjUQTOEWORsu3Ex5sihU5lz5g5FjzFDoRtThB8LHX4b3SOEaXmAh6LztlhwT1F9R6EbZr4+FoBPr7DiyJWrlALxcwVmB/Mgvn2XoE5L4mxZc6T4yyG8V0HjK/GZwatGF+XGK+3FK7ZGsaLEcb2978RcYUW45V1sTNMKyvUXD4v/z2X+Hn+F+vEf5P6fcZB3h4Y8+Ko25wHjJcc7RjvEAcmzQ7bcRBxxY2Cdpy/IdHKFcB42YErgjbsWLdw2G2M8dkcJLPva261wz50MYz5nWo6+RXsU2w4+hV4bvkLB7EsFZjz1qWf5+JXNKyx0naXnj5jm67GaHpIOFdrMxIIVl9wRg0Hte0rFsjt5/S+hpNuxRtxGLMnzhXhnJKLk4/KlPxvtppuVnASYy71NyZRgTgqw7ameWRlXTqA9uvyihCC0M0CGA85YjwvMLZNmBA+PzqWKE5k0l2VJfZd7E2uXjvp8mezvdmkLgnURTeUE4CLzbeLcb1LGLsQqlxZdcKiuxi7YBa/IzXrhMmCz+9zxBi4jXbBjruNscsYAvku23GIx1EE44rDmMHH81Sh3fKck5mzmAMPR2e49AJuLcLHkufJzsd8T/UCfIydAttCDos48ypa0DUduQK6DhgLXYWx/bpEhyR+5jkvqjXRcYxhvw1HjJElgOI2Lu8HPn9R1P5wx3ioAB+Pav2K/ulPtfysVtCZzDqUwXOnqP61XxVFL+8PxqsFMO4rgDGeh+0dwXnmeSJvVwHf7ZDc/bP4bl3jiqIYrzhiHLaBcZ8zxiFNFeCKg9L3tXF3ca5wm/Mwh6liUdYRy3fZFgArAV5IR3bZYV2Tb2jD0Vdw6Xe7PaXHd2xLKaWUUkoppZRSSiksQwMi+OyW+N88Q7TqtmhSSimllEJ/1Xds0cPMvjKGW0S58BGHdXwUWUB58z6HXUo0fUahoD6nVRDWrcgxm1a8cKifCxChHLr+zKO6rmpWv4OaYkVYN2a0CZqM/gbnE0yCKm3cJHqCyJpWh1X5Pnldi6rAAD1fG13AeEKu1fRZd23xnFnwr3kFEs+MZchhN5gL9PBztu0+DkZjsdtxLWpvZBfg2k8ofO8ijHGtIMY16y5BexgDPxsWQwncHhTGwKC/wJ7GQFSZ176jOFgA46E27XjhAWOsb2MTi3qXXacphZsrxjU55jULHzPHisqV4v5CKx973qRMadfzMXTU3zTlboFOBA+LO5tI1GjQ6fK9ufMxipa4FQvhuYnnVNtODGOB543xWDD2khibd7uLYbyjTYxvOLxLVUeMUbAM1VFrThsrqL5aDONKIT5mv0Ji7Hm8o5oJPrnQ00Gqo7CaSOc02fw01fzjstClPPOIolQ5O8DbA2OvDYy5DZl5RzGM+pCnMDZeF/9OWjD2oiJIjIX5ut3FeLgAxuzzumPc54wx+6aKj23XBRaT8uyuyY53FMaY5w/bXNon5yRXv6JWYM9xIKp+bn8og/JZ2P282FfoTenxHdthq9Oj2tFwqmVrSe+k+ISy8RVRUhztDczXRTVQlMb3qeIdsOiORIEimqWbBQ4JfzYmFrPgs7lJu+/tt6azoFQ5BGXW2cD1UpFV33xCVVmz01P1Dol7E73UxIShP8uA8TLG/VaM+Xm4YOxJjLlvIKovmwX3zmkWnJppEtzLWIrMzNpKx4xD+rNHHOyYS/NzhUZ9X2IW7g/HGMeV/swYV6gibEg/AtHPLsJ4hwPGXN3b/jzaxXjcAePJLmHMJfS58qO+p6T6bNG3T1SUtN1ff9TH1Q3jkXcwxhMFMa46Yyz6MzrxMRbspsR3XAnTxLHgKa48z3xl4WPJafw35qlYzQU8Fn0vRb4e8zG/r6MWPj5QgI9R3bPfgSu4MiraYmAcmB/Mgvl2qsCcVwTj/W1gvMsB44MS4zEHjLl6KWwefNs5jMcijO3vfzXiihaMkSY8PJj4GqbKyFH573Gi4YHM79NfrBP/Df984B2AMX8294h1sWO8Q1yFv9JhO/YjrpguaMc1R64AxiMOXOEXwLhPYsw+aucxtunis7liN/u+tk2U/YUx5nfK7EvHbZXwTvQ7znl4brZU4NECc96A9PNc/IqqNVba7tLTgS0/pP0Gw4IjF7dfqXpHtIbFE3H8AopS8xpnilvRnIz+u+IdFoFuvvTLMulMGL7o3aXI1MtpffBUVFIdq3QoLZ6v68nr8uTge0OiZHneaPneT0Zl0vHSoKR/6+NnXbT7qcg2KRgLyqbrCBLtfpK41fzHDRjjfo44Y4w2QmmM49YtaekT9xP3AEs/9+yIuUw63zsWPPTPTrVJYWedG5DHrQ1atdHKhO9dTLLiOedPFNyKZjhjx7rXMX0/Hu0zTFhDKZyKYfyQBeNTBTFmXdxn5zDeex8x1gVpaZtBOX/9hIVWNPHiAuM7bFgRn74PGPd3EOOpLmK8cwsYDxkxVuKLvos6xyvLxzsS/JXFg1vRxHw8LFqhtOoqPn406p2IvzHz8ZFoN4H5+Kkc3OT8QtPinliX5wg9H+8U73yaK/KdKXBImiseNjhIA/JzkxjHrebMGGNMD6fuqRXj2n3A+MmCGPc5YvxIBzHGXKsE71Vrf808rrBj/GQC4xHhO7yzMD7hiHF/CmP4OXo7rqVaGVY6grG8H+8x4d/FGJ8yYHw02t21cwX6t+4tgPHhNjE+Ylh4yXIFMN7bIYyf2CLGrT53HsbmOS9+L3l+nDbMecOZOW+PYfEH7X52O855NTnXto6pVXi+z/bT7TXp+T62ccNjNEdelClocHQmtM2RUVUNJe+xHY8ULKyC5zerDhJNvjdEijJWc7Cjmt+s/p5s8o2D19h53SNW5fIbUM/JBtTL5CFVGg2oPV0D6sW4AbVIS8ELDeNrTW1A6X2uEDgbpWtBN9n7Kx7HumxALZvVRw2odY3UVePupkhJ4SbfvCOe1kUxgluiIp1o8k2DErcpTePuohhfl4UwzBhzy5AFeRCfdzB4p62VWESVVJHWgjQYT5IMVs9aA0hulzKfSP0ckrqtDiT3LcMYVMXBAanb+uy4wu6iox0HCZuPm3zzzlWeHatG6sBYNlJ/R2EM3RVHjJON1DuHMTdSX5QpgVWpa2qkviBT27mRuujzmvM84kbqm+9AjPOb1ZsxVs3qO4dxMT5eEO8HF1LyBa8xHw9o+BjVROcSfAyOHXbg43Gq+PsNfIyWKHckH49IPs6bxxqCi4MkH/vTMlsjZ34UfOzKFXflnMdcgR0SOMtbn/O2gjEWIPZrMF6TuG1HjPfk2rHAeOk89Y0/J37WXHyT/JEjBj6el3zsG7miqxgvv03VMQSuRPWFF6gyekLsLm8dY+WDKIz3i93+jmDsbMez1BC6yo7V/LhVO16WvltROw4TvtuDwBhYbEqMle+W5+ehPU8RjMEVK44YK/+40xiDj2ccME7OeWFizhvs8JxXS+jq5rx56YNgzuMgNl83yxW88Jzl+V6Ud0RgGxvAauxIGRoMc+8p1f6jT54byF+h4JcMJbg35W7ShEUXJbjXOEVAEId+UxwvmegB6eEMMK6rT+PDNVESHWlDrKtPMeHWDZz3j5cx7wWPdZMVSoFbX4cw5heHX1w+n2LCjc9gsbOaRwbtYsz9OPnFZcfapLuZqEY3ZHzBmcjUubEBy/PYHhgXs2O0kVgvMe6iHXPwyRNQXtCX1i/teHthvCr52C/Ix+OWd7rO1UzDQKbn6c86iQVEodsUu+Z5i5fpOQ9tJxqckiaPFNxvrkjPeZMWjr0fGAOHwe2P8cpN8kc50ytcWiRvZPQBcEU9cf5x0OyvLM+TN8q7WuHSXfJGprY9xkW4oogdoz9q6GzHaKWzWNCOQ8kV3bBj1JzhNOHOcgUCNE673d4YoxXZwgPHuHtz3rpc+LVzRS9JTxePih/krOzNFMfoYcjpdlmjRW8v7lOVPDzdTxU6LAw3Kc3wLjWCczHxi8v3UdU7ThV/d8uqUSM4GxeGErpVqnoPi9z9pHGJxvJCdzGhizMXBzk1JqGLSaoudGcTughu91HVP5Z62fGSoHF2th8hVo1F6kjiZWeSQS+ydAuLMByUuNXaxpjLsd/LFHBBwYE9LY5aCPIS400+jwpRiFW/9PNAGXZuDG7HmHejbmcKEaBU/KRMUU3qooz9rZbiO2E4Tp5YcY9fdtErT4w33bs0DHHGd0/meYRSN11c4H5jrLVj/7hoseGG8RGxcpseQxGM61K30xgHCTtO6g5J3ftlx0tyHHY7hsPOWCSLvfhEIVbFJ3IwvpUp/98pjKG73OMYV4nCXV3BmEKkKKYzUuAIMB/PZfh4WvJxEuM6NVB8p4WPd0s+rqYwxjsa0M0Yt5CPb9T8R1O4cf/dS7IHb5DQRQpgnBqqBDtGjfBCjJvQHRJjUMVVIt3wDjWCtzNc0S+5YlcOVwCLNStXwEll3aWEbkXOeQ9tEeM3W/pqbn+Mz8WFCI0YY5f7TQqD2SihfDN4nqrBKbEj3L4d16XuWg5X7M7o6rgCZ7jTO/nQhf0EwYXEeL9NXnO6AMZjVPVPpjAWu6rhja5gXIQr9HZ8iI9L3Rc7lhi32PEOcURuaxjDji92z45TXFGTXDH9DsD4oui7vDWMT7ZkjvCcdydTfAtzHt67EQc7rkg7Hm+bK3pRen7HlptQ6yqYIW3vcLRDhhcxEMaXLxUP6TLsIKFqcCN4VauLnPyKvydKFa4HL6YcufR1j8rCIzCoNdoMvqOtSoYXslZ5JHoRWTe/Shy/ZDhzAEc3oHrwUhws554LflZMQhxw4YXV9TnFyvuh6EUvgjFSPNj51GkfjFa9OKjVV+3DuQDlsBbDGJP2ZUNl1HGR2hJP2pcNVeLgvHPQzLhdMfQY65f353cYY1/qFseYg9ozWt2q/3gU3BbDeFNi0WmMEURdLYAx7GfFgPHhyPFC2pS+4nL7GBexY04V1nMQB6CTjhhPRIXm7BgPR+d3exPjJfk+PUiMwccvSEeu9R3BQoM664/ngXeJM4PsfFwPXtVUwIeD0Ud9/nuiBYR68y1DZeSK1GXcGsFVaoYIVPNHUfOfiZwpdlRfM3DFqchhxUIu5hs9VxyLCqzA4eJ5LL8yKlKz4Qyz7qbU1WE8FZ31t2M8KjH2O4xxlfr8dycwRjXg893FeGWN+sc/KX6+sfA5LtrkHaeqLAhpt+NJWUyou1wRYdwy3qEuY/xslCJaBOMiXIFdwbrRjg+KYCptx/m4bc2OT8cbHS0yIHFTGCOQu9F5jIM71AhNGD9BFVl0Dwtg9eBlLVfwRtGBNjFWfLxVjMfEe7qdMLbPedNRcMtBrb57iScWoCYSXIH3P7RyRa9KT+87c2qMqSw3nLJ7ifMA5jYJOEPCuqFcidJLI3xbpo3CWGGo+vWBZnhBjhW6l4ylz/GC4OXmv7tuLH2OF0+tVPH5iUWD7rI4N8Gybgi4xCjjBtROGLOzwJOguY2QcmTj3UyT7h25A+SC8cUIYx6Pqd3HgkzBgsxbSp+vJnbAliyNszcSu4xrHcQ4aBtjqx0H5xIYv+2AMWPFpN9JjNXOwXJBjFcsGM8lMJ7vCsZF7Nh+3Xsydd3FjjkFzA3jlQTGS13CeLMAxs2CGN+16sYY3+0Kxjw/bGjfEVxLvdPMx8sWPma7Eal82rZu+KyNxNy0Zmn3g13Ji4nzctjh0o+CeVVxhS4AbocrMOc1EnOeHmM+u7nmiPG9AhgvRXNeMYxXLRg35T0pjGWLGyeMO8nH5xN8bLPjucT8ONdhruBnIFIrrRgzroEV40YC43rXMHbjCsa1Kd4rve+GHbtWOzZcV2bA8HlWmx3fSWBsalvF5/RjjG842nG9AFcE1AiL2LHZd2sIO24mMA4sGLNPzDukmx3CeLFNjFccML7cBsZF/QqX+TGQ32PeDZ24olelpwNbHMC2C/L0A2ngtt6GyNNflwGirak4Vj3mpb6tdyPSD9iwApEqYDIqT/Y0w4urX61Rus3gpqMudPgFtPfdgiwUwBhnXoNEgSSTrEtHcd3aS4snkVVHjFGcQDm36RTWPFGLAC5YFNNlHdMiw/3COC7qZBLozUmMbffHhb54HItdwq23MI7PvtjseE1OFqZ+nhBZAEIWjeiOHS92CeOlLmBcd8SYz7ynzwF2FmPFnyZBASF3Pr6Z+huz7g1HXRTCuSMXcu9a5zw857jgmI0ruNgY6y868jGKNd6xPmt33LyE7o0OY3yzAMa3ZUEcV4zVHLbpgPFCAYxV4OXy7qnrdWfOY9xyUhhX1sUOLr6ay+eJVlYoWL6Q+rn4yiQPFsNY+WJzBTBWfogLV8COzcEDpCkXUuy26W2BK8xpouqzlR/pbsfmdzTt79owZn+CdxJduQJnVO8+eK6QPrWLLi+ceRaMbxXGOK7rYZvzlB+yUWDOWya7uMz721d6+owtKry5CXYH3FYgoIcqek66KNJgKKAQiyevCUO0Z37Hn28jjzChax8zKtex2JxESFOuGrnosr7bddXnF3l2TUeMcX/QdcmuV2NtFtBtdFhX7Rp1A2M8P5v9sAg9ZzvedFgg+quDsbsd45peAd2iGLuMWXFg/QFjHBTErdEFjJsFMG4648aFe5IcbtCVOupvzKJ227gytpnjQrmTzpXK7c7UZkGu8Atwhcucp3RdMA7bxNgWwEA2u4jxhuNzVn4FFfAr3N4lvJ9eF/mY768Vh/7pT7X8DLNNdsYJnjtF9a/9KvfVTWG82RU7NhUNar2/uqMdb3TFjpV/p8N461zRBYyt/mtW150reAOjCMYuYynyPDYL6BbnY9ylm7jFFEX9bq6e3bvS0zu2KAPuJih7XXO8Jqq1uREe94M0NxlnCeU1QeV2c4k/33ZtL6FrH3M8VpcgBs3OcX3XtQ88C1fdvGnNMA5njPvkOFxeSfX5lQK61Q7r8md3B2M8PxfcVO/YIhi70sY7H2O3eytq89U2MHa5tuLA2gPG2O8ibkWenSvGFWfcov6/TnysegW7zDf82fz+2Z0/Pvvc7+T04Jrd4wqXOU/pumDstYmxvjNALH1dxNhc4b7Vr+gv4Fe4vUtel/mY708+66EBEagWEf+bZ4hW13Mw7uuKHRfjoJqjHfd3xY6Vf5fCuKNc0QWMRccRd90iXMHFjYpg7DKO5PPwHLnC5dkV5+PuzHnVAlzR2y1/ejqw1TcZTgr3e+J+TrbbHYpKyOOAuFlUaXPu52gW9J7lqqS+aLpsTl1QTbPRt8ssIVX8fY660OHqc4yFTcYLYKz6SI44EALapfRJfG0vpCpX7oIx+pepnoH6VghK+Bm7YVFMdzz1Nw8SYx6LjXihNykxHnfAWPWoG+sSbr2FMUrvu9kxSvRjIta3C2DxEj3qumXHY13CeLQLGNccMVZtELglUzcwVvxpEvRmdOfjfam/MetOO+qiIihXquUCIL71OXO7iQkHruDejKw/5sjHaNWx2/qs3XELE7rTHcZ4XwGMuR+qO8ZqDutzwHi8AMaqN7zLu6eu1505j3GTjrvnid1XFI5KfjUWXyNaXqZg6U788xuf0dxdEYyVLzbpgDHPdbEf4sIVsGN7QR132wy3wBXm4Eh9tvIj3e3Y/I6m/V1XjIcKcEVVYvyAuUL41KGTLmNsPlroi24AxTCG32sPQlX7wT4H7vYSc56+DVEsLvP+9pWeDmzZiZk0aYjKaKyLiT7dgiCvOiPrelGVRp1UvbiUeNU/ajTYiodm6ry6VPUfMhosqiL7ss0FGkebiBdVkZnI8YLtNhIIqnCqKrV8TZNxV6NA0g3jnVIXCwj6fnWszZMD7wbvtujGbQfsGKNNklqp3GkxbTWpQSYsTjOehWo7MmohkP6EgzHYQYz9tjG22rF/PIHxMQeM5eo87egwxirgGymIcWtj9Vi4r2aM8URXMC5ix/brwlGtONrxRAGMhxMYj3YJ474CGFcKYmx2Krl6qcJ4V1cw5vlBv5ov2i/J+2c+HrHw8e7YmZG45GmKdnTR3DRIPpnmMZ+q/sNStyrmHr14kle7wRWY86qJOU+PMe5NVQ21YzxVAOPRaM4rhvGQBeOKvCeFMeN9/zE+muBjmx1PJubHyQ5zBT8DsUCaxBj3MTwov4aIhiepMnKcaHiY/JFd5A8fk7/L83GqCYxrHcb4WEGuYFwr4r3S+26o2KsyA2I7NlxXLgjARu12vDuBMeZenQxIvxHXhR1PO9pxrQBX+AXt2Oy7VYUdVxIY+44YHzQG2MUwHusixofbwNjFrygy5+2K7JjnXc+JK3pVer7dj65vIq98Fuhj6zn0saUCfWypQB9bKtDHlrrbx1bsejj2WNVhzL0pZzL5/Ejxdu9jy8GApY9tAmNVLt7WY1W8tI59bEVw5thjVayG5faxBcbZwledwri1/2cexvl2jH5zx+x9bKl4H9t8jPN7rG4d4/weq9xCaM99w1jXY5Xvza3HKjtReT1WS4y7j3FrTz92bix9bKmTfWzRN/FGyjade6xSft/E3B6rVKCPLdn62LpxRUtvSirQm5K62Md222Ms+3+uzCba53yRqiPufWzz7djEx259bEX2ha6PbQvGhh6ry29S//jH5b19jrzhPR3CONFj1YCxrv8nz2GWPrYPxI7bwNjBjnN7rHYI45Y+tlSgj23XMYa9ndgixpk+tm1h7N7Hlt87tz62Hrn3sc3jil6Ung9slXC1L5A0/jWfZ+GAY0kaFlIxh7UPknVR3W1DpndOWHRR9XNNvCSc4qlffcILHIYrRCLNBdfVr6KKNg/hklgFZV39igrGGkhH36cx4/kiLrOuJjfg1tcxjOPKbiplQo9bXPlUpRR2BmMuHqAKIwxZdJPV5aCrX53lNgtrmZTJ7Y0xV9zb7Lgdlxi3Z8e8IFBPpNzrJ5MS4/uFMb58B65YlXzsF+Tjccs7XacAC2FhIBZaswsoaV1Uap0jCpvkecPkZxydtG4gq583ouM2neOKReFgFp/zJi0c222MQ4mx/ngAV2qdf/AYr9wkf5QXC8KlRfJGRjtkx0XmvGTF8UGLv1IA4+UF8kY5aAqWbpE/sscRYywQj3YM4yJcUcSO0XYn7Fk77izGMVfUpK7/ADBep0BuKvUKxtthzusl6emqyOnAYUHugHJAQOFE7kNlZ2CGghA7iqgS2C/OqVA4maOLEt23RWlvVDTzwj6RW8/nEtIvmViJoXtiVRGrUl5YI99bpQrta5kA+AXHChZ0l8kLKxR6u6hC+3ODniBcpGZwTbyMXuhR6O2Uuq0vGa/EzJMnAyl8EoXxIfq0LlZt52XfOrwQAwK3/Os2JMZLDhgHiefBQRdILAxHNLpLUhcvI5yjcQpDdRavfYxFqyAxSazL3ZpRCkMQWavZxy0v1MQ9IrFoJUjsuKOPWRjyLjoauON55BEZSBS6oi0DBWKhAbvL2ZU51t0U2QTcnxFV6Yap6u/nlPMW3BqinD/K2aOSt0eDYuXTD3c52vF0dBavFeO71AxuFMBYtQrpHMbKjuMFgSGp+yDtmM8t6+w4hTGZMRal94VtbspV1TEKwzGNbrsYY4zrFjtGD9E5BzvuFsboA3pL2LKLHTNXLESTvIkruovxAnkeYyxWhi12nOZjsx17wNiDZiC5W4+xh100D7g0KAw9A8Y3ZS/HOnmhCWO0CbqT4Ip+Oee5csUaVUT2Q96cN0sNoavmvN1UoWnNnLcgeB5Ovhf6FHpTcs4byHWAmY9lT3dhx+DY4dxnxxwr+TgcF7vLTnwcjkg+nuwQxsBiM4Exn3fMx/hylHQZhDfJD1sDy25yRTt8zLYpu1eEnEafj/H1yBFFX9VqWLvvGDNXzEcBAXPFuEYXGOD9VwGBp8WY7Vj5bkXteIfkY50dw6+YSdgxbH6sC3a8n/xwSoOxmvNsGHNrKn4ezBU4/+obuQJ+3oojV3Qb45D8cMyCMXTvdhjj7JxXk7Y52hE7DlNcoXR7u3DUO2LHlgn3mqaM9ZhMG/Qi42uEb+W2xsEEUEmcm4Xx1YOXM+kQSneEav7T0QQA46sHr8m0xaz0U5//TETqqoE4NyfPlv6uiusmU6IbwRXRiL1V16Oa/wT5XnymJQwXZXpBqzAO45m0BYyh9fFzCs7ODMbpNAs9xnX5PPJKsSM9dDqBMVKcdI3MkR56IHrJGOMzmgbwwPjZiMji5tZ5Pfh8ed2Y9BCg5j87T443Jr1mcJsa4euZ58HfV72TUTEvlX5TD05ncGNdpJyr8y2suyzsLQ83Tjt/JIHxOm0GL+X24ONUmSe2YMcPHuPtY8dXNe0usnZcBGPgdkMGiFlBoHYwo9stO75FjfCNHF7BmadHqeLvdcQYk/GONjEuYsdFuCKU482mWbaD8cFM2lmn7BgOXewgYWeC7WKrGKdTSRnjFzVz3k6q+acSGNelHS/nzo9sx9UEV7yaOSKjZEDOeTFXcApgXn9IzHnPpBZTENwgta/VNn055+3IseP0aJmP03YchLNizPl8fCQ6C8e6S5KPGy26nOZ44v5ivLKWSEX+nDivmsWY0xAXHe14RsPzsOP9qUyBMMQiFfdn7aQdRxivLCXu7fPizO39xJjHm8cVNckrtbYwNtvxk+R7cV0N9E5thGc1fsVjVPHjXWwEWmzHYY4dH6Wqf8jRjvenzsIikGM+7oYdn86kCye54tkIN+aKs6L3a6vUpH888g7FeIpq/uOZOQ88n9eqaEC+p5UO23FF6rq2wtqe0tP7zrEDo+vNtJhyWPh8Rn7fKTilQaKJM85G5TmqrIsgBC8ISzO8rHF2IDgje0aukHDTbA5q+UppgYP8ilyl4cCIg9o83VBeV/bTCje1ThRroxH3RuKFyXdUWXdGnH1NYxw4YRwK50XXX2w1NZmyQ6nrA6bOFiYxzpuIIZvsAERrNOkxpQUEgBW7IOG0654dByG8OyLPRougln+X1IOANBGgxsSfDWpjXT6TMZMifh1ucAiTtolFFL0dz0qid7NjOJxKcBbHjPGZghiHCWfHDePO2/HKFuy44WTHfHbIDWP+u7ygVlxJYtFdjNmOVTDQih1+Bx03jO+1jTHsKS+ozbPjIlzBGOdN8OLupAOgZMGC8bWCGDczZ5h02rcydpwfDORjfM2AcXw/0GWM83s4Aie882muWNboLmW44qImqIWsy8+Ndxjzg9q8OW8m8dyzeMhAT6TEZu04PdpWO+Y5Qs/HF0Tgm+bj7Psv53DC7tfNNjF+s4MYYx5QsqBxVHVcoeN5fofTdpwf1MZ2rHyQRgE7fpAYv+XIFVjcvNkWxk2rHZ9O2PGyDLiyusqOXxeptrEdn8n1B/lzzwu/kXXxOa8YMMYO460CGF9uC2O8W/lBbewfR8hgZ1nLm+xTKa5oih1gV67YThjrfLd7KYz5vdP1312Xc2Kn7biZsuNelZ4ObNlBNDcQx8QgnAFhtDqHkgUpP8LJCDdbCn7kk/S6MGyk85l1OSWOD5njEL9J6iJlBNIIsFpjHjEXwsJnZAsU5Y1DkcuiQ5NopbvsgPGcxHhd66jGgvMYgXSy84OBWHDGou6AcSgxXozSvM2CSVsGoFrHIb62IgEc+jeLJ9JRxCeISTkwj0I+X6TG6512lkZ4VRYeUGnb+ufHqTZNeV5H75TENg87bkZjzxd57jbCeNYBY36+9ucRY+xmx0onW/jsQdjxhpUrYoxhD7b7gx2sF8B4uTDG/JzNxSHi9607GON4hW4xoNWOXbmi4YyxSMMszBUuGC/cBztuWnWjc/ICNxNXXEtwhc2O73CgY+UKtVDMXNGwznmYb+8VmPNuJmzU6xgfq89GOqHeoWRBoZjozKAVY2XH6y2Fa7aG8WKEsd02G/fBjt39igeLMS+OunEFuHi9MMZqbu+UHQeSj9nfK2LHuk0GFvijMcbLDlwRtGHHyYXErPBnC7/GiSvAUzOOGOOzOahEqrJtzlP+XTGM7zhgrOx4QbsY0IoxrmnWFSnKznPeesKOZx3s2BwrbXfp6cA2XY3R9JBwrtZmJGrVbU0e3revWCC3n8fQcNLl1RDbmL2oeIDLpILKlCwuWKhzXi66yvFLVrHTSV06Wy66YeS8uwnOAdkXMGIsAuuEyaNQY7WPWeGlVulMmmrVP34uJu35qPqujXR5nHWn67KdLUcFEjprxwpjM5m3i7EboSo7drE31umWHbtjvCjt0jxhsqwVwHi1MMZ8NtzigKoV6S5h7G7HsAeX66pxbA+Mu8HH7rq4p6AQxmrOsQn0+Jk07bri8+sOuMFxl1zoMI5IV9ioyY6xSFWcj0UBGAsfK750wxg7mSiE5cgVIsgognGzC3ysdFzsbaWwHXcPY1c7XpR+SOg45mIYF/HdAgc7Vr7Hg7fjFUeMcfJXBcuudrzp4BfiPPN8FCi6XRdY2DDmowrJv3HDeMEBY36X3XBjO3af89bbsOOGVdPtXd6+0tOBbSmllFJKKaWUUkoppZRSSiml9HRgi95PdsEBdpQL15feThcAGBQlwO07aGjOPC7HYC8uzVUXKw5jxoFzLo6jGtGbr6t0XLAYKoAblxQHHnbBoXQcYnfRBa44mK5vQdQyDtEwvuqIBUy6z2EUaqz2MSu8koUIdJqqsEm251u+NutwrzzbihvGWXO6LtvZiKjA7CLF7FhhXOsKxiSetasdu9gb63TejoFBfwGMx6RdulDuYAGMhwpjzAVczPyGCsndxNjdjmEPLtdV49geGHeDj911cU9+IYzVnGMT0R5DPBN75Uz+/JoDbmilIbnQYRyRrrBRcwqn1wYfo12IjY8VX7phjIJlQ7nVVPNEtOgrhHGlC3ysdFzsbbiwHXcPYxc7RsvEMemHeI5jLoZxEd/Nd7Bj5Xs8eDseLoAxuGKkgB33OfiFofCX2Dd15wq0C7I963Z8N+ZNG8b8LrvhxnbsPucNtGHHVaum27u8faWnA1smVPNDUq1SuMqf2Wn2CWXjK6KkONobmK+LCn/oG+pTxTtg0R0RLyHGgSbTZkHwwp9d9Q9adPHZ085EitLjLGN2xzbSHXHAmEuac4VGGzFx7zKumKfvxac+W/Q7s2LsSYy5b2A8dp3g5eaFDm5IbRLgxA6J73EfQb2gYh7roOy97fWqyOfrEyr3mqvQVT1UXMQENyru0/T8MAa2YwRe+p6Asc3DjtEA3XR/wHU0gfEOB4z5+dqfR4yxmx0rnfEHaMdcQp8x3u2IMezBdn+86OOO8UhhjPk5myfj+H3rDsZw8mFP5jEoO3bliqozxqJ3YGGucMF4/D7YccXNjsX7OmrhCq4m7WbHqLbc78AVXBlVPGPPo6p1zsN8O1VgztuXsNGwY3ysPtv3dlkXRyuSjwUfWjFWdoxqv7h2pzAeizC222b1Ptixi1+xYxth7MIV4OKBwhirub1TduxLPmZ/r4gdm4Nx+KMxxiMOXOEXwLhP2jH7qPnCn809Yl24AjzFnQ4qicrEmhGLlkKsa8M49u+KYbzbAWNlxyrQJweMcU3bZtxogTlvIGHHOxzs2GWDYftKTwe2/JD2GyZ6EG28SlL1jmgDCJ6I4xdQlJrXOFPcwuNk9N8V77AIdPOlX5ZJZ8LwRe8uNWF5Oa0PnorKfWOVDqXF83U9eV2eHLg5dtzaoHXMaLPB9y4mADGGfBLjNikjGYx9J4w92md40dEmJW6/grYU+oAOLTz2ZDCO/zYtfbI1iJc7ptZdeUyCfD9Y8NA/O9XCg5119DpDWXj1u6QeBO1+VCl6EBPKzbfixrpo91ORrWgwFtbNxw3tfpK2iZLwejveIa7tasdoI6Sk4j1kwfhUQYxZFy1QXDG22/HegnY8vAU71gVpaZsRrZgcMWZ8hw2rtdNdx5jt+NHod0k9MQrv0aivnx3jqbYxhj3pFhCydlyEKxjjISPGsYxbMD5QEGOei4TjXMiOpwtgfMCAcXw/0GWMdVyxU7zzaa7Id6Zg32mueNjgIA3Iz2XxRW/LuA2aec7bmXjuWTy43Y9qW1HMjnmO0PPxkWjHJubj7Psv53CaFveUxrjPEeNHOogx5gEleOZjBbhCx/Oq3U/SjvdY7Fj5IFUHOx7aBhifcOQKtEnZ1xbGFasdP5mw4xHhO+Trwo4fIz/CjedhvR0fjXZ3GeOnDBijf+veAhgfbgtjvFv6RYEsV6D3u4432adSXFEpxBXtYNzqc3cGYx0fT6Uw5vdOt/iDdj+7u2DHlZQd96r0fB9bCJemR1GLRVkQBGQ8oWlWj0JSM6KtAA5Re1gB8qY0jZSDRJPvDfKoT6zmYJUmv1n9PdmsfhVhJ/neHrEql9+Aek42oF4mT6Qp7BbXzm9AvRg3oBZpKXih92sanrc2UgcW+kbqONCuquENSN286+LA+aIjxkHieTTlizUhd1XydLlqNBdnwOSIFy+/ATVjDNzWrBhzW5YFebiedzB4p82lWT0m//xm9WghwVUYZ6OUODyPZH+1+LrrsnH3PW6kTmikDt1xTZNv1bi7KYOi6SjrIPs8UEYeVf9Ek2+SzerF7mCeHatG6rBj2UjdaMcPFuPidgzdFUc7XpBVNovaMYLuca0dF8E4tvnNqJG66POaq6saqW/eBzs+oGlW3y2Mi9lxulm9mSvaw1g1q38n2XFD4Bs4YdyUc54rV9yVcx5zBXZI4Mhtfc5bEByE4ixIasQczXPegMaOUU2UC+wg/Zj5OM+O18R87s7H0L2T4OP9Gl+hExjv0cx5d6m5dJ76xp8TP2suvkn+yBEDH/eSHW9Sc/ltqo5xkL658C2qjh43YKzmR4XxfrHbv1WM87mCs3LsGCteqW7RjpclHxe1YxxfGxO7knnp7sXtuCjGeP83JcbKP/Zz5ke0s3HlilnJFSuSK5QPouMK5R93GmP4bjNdxnhIcsWUw5xXS/ggOjuel7407JiDWHc7hs3bU8e3u7wjAtvYAFbjSd7QYJibGavWFHBWh7UrFAzPWuRIqbOnet31yKhYV78pjpdM9HXzcAYYxK9P48NLhpLohDQ+zeQT6zYSVdUGLLrNxGQF3Po6hDG/OCqwVemV7xyMURGXq9yJsyRGLOpcoTAMyPOQGTC07THmtj7rchV+0ogx9+NkcmTH2qS7mWhtNGQk0e7ZMRa35ojCpti9yFuQaBdjTBS4R9555rNAbnbcGpDcH4yL2HG3uCKQLWoanC4l093fORjXE9U+By0c1HsYF+GKNB9PWnBblXzsd42POZVXf55NLLwIXReu6CLGKzfJH+VMr3BpkbyR0Y7Y8eLmLM2s3ybfq9DeoYPUX9FjsVxfpJsr3DZl3/ABGqmNdsaOlxfIG+VUymDpFvkje95Rdoz+qKGzHaOVzmJBO0aq8miX7Bg1TjhNuLMY82bH9scYrcgWHjjG7fvHQ8Y5j9ssrTph3EtiP0W8zYUf5KzszRTH6GHIqWBZo0VvL+5TlSx53U8VOiwMN31trH7cyehWiEKsSI3mrH5mGyr7RCFSBNIvu2gsH5yVO0Fq2DhzcZDTjxK6mKTqQnc2oYvAax9V/WMpQxR93MR40z0fwxDnT/dkdEEy6EWWbm0UhoMSt1rbGIty7KIvYbLtRo0oxBiGuoAx0gPHHTE+xCm3bWPcEM3Jsz0fsTIv0nNSuAXUCN4WzeYj3EI+44RU9uSK4nbBGKXuufm6dErEUKoijR8rt62r+LczJfpRjn9SpgF7mVV86KbLyIchzp3sSk1wxew4SNhxUndI6qbtGA3QuZd0M/E8kDoVp5G3g3EzvEuN4Fwc7Ajc+qjqH6eKPDMfX3dVYlFvsWMuJJbF+Famz3EnMC5mx0UwLmLH2M1ohBdi2xTPY1A+jwkHjPslxrs6jjGFSAPdsUU7hu5yx+04FL0c57aA8ZB4zq0Y3xGc5YIxcwV4c83KFXBSWXcpoVuRc16Wj9clH89l+Hha8nES47q047stZ/zYjqsZPj5HAd3M4eNHU7gxV1ySXBFkuCJOcW4f43PxPGbEGLvcb1IYzEYJjJvB81QNToldnnbteKW+SN+4+Xm6uXo5gZlPJyaepvfs+X6qJGxzvbFGf3bt8/T2Ap4J44a8keMTj9H3H/g49VcGtsDHl6gZvBndWz34LnnNPfL9jzHm3tc3uotxyo5r0o6nHe0YfsXh+2THTelXZO14h/QrXOx4TIMx7PhiiXFhjC+KfrVbw/hkS+YIgnX2hZItk6rSdxtxmPMqcs4bz7HjN+K+ugY77kXp+R1bbkKt6y8K+j0crRaC7AJhfPlS8U5EwS0HA/rG0shZV0GBaHxMuG5oOFuyIwrONoPvaHtJgfRqlUcismPd/N5e/JLhzAEc3VCOQdcHDE4PDrH7UhcvrK63L1YsD0VkWgRjpHjwxKbTPhitehXHWN+8+/5gHFA9eDGe1HLPXj8rHFZgXA/OyMAoT/qpz393hJsZY18+j+5ijJR33J/OjnG2pCoLNmAlk5+HrmfouEgfih38y4b+aUPRuQ52jK5mnDOTHd8w9L6tSttkJw2ODlIW86VCNf/d0W56EYw54Dqj1a36j0fBLS/O6DmIg6NJR4wnokJzdoyHo/O7Re24CMbcsH7eyY7R5L4ZIojKH0XNfyaa6HsR427ZcfcwRjDwmgHjU1FQgPS/evCSgSuORQVW4HAxx+b3s0T6OwIO1t2Uupu51wbPq7P+eB5sx/nzGIJQtmPGuB68KhcEWjWxCNXnvycKvOrNtyig6zokJHfz+98IrlAzPN9djFfWqH/8k+LnGwufIxoepIp3nKqiKI6LHU/KYkIIVFfpDy/9Bq01MDe0Ynxo5Dh9ZP+PCYwbQYP+/du/QffWbrfoYubfPbiXfvzY36aqX5V2DMxWnew4wjjn3opj/GyUIloM43mqBy9r7bjqHZeFh3hXsG6044MiYE3bcf77vzU7Ph0vwrfIgMRN2TGCZd38vwWMgzvUCE0YP0EVb+o+YPxCZqOjXYzHxHu6nTDmoBZ+uk57OgpuOajV+TYkzuOqBd0iGPeq9HTxKE7xmjNpRIEFnwfQTVQsyullgk7vZLRe+Y7cnSDpAOvXBzCZcmoODPuSsWE1XhAYHo/nurFhNV68aDVQOKmm5tYgWNUgft0Q1IpRRg2o3TBmZ4GdOV0gp7TvbgFjeqAY8/mJJYPusjg3wd8vWLDYSNibDePgvmDMOzV6O8aqJKcHMy56JwqyINM1IfOWpuDJhuTLhmCA5O/UM1gzBAPKjucS52X0xA97aQq7KY4x7wwYRhGcS9ix7br3IjvmZ27CmFPA3DBeiTDmsz02O77TBsYYy7yjHeOcEXZf9KNge3TF+O0CXNEexnyfbhizjXbDjjuN8fkExroAuNWO7VxxIeIK5mM9xnw+lnHjd3RDe23x7OT9Mx/r5zHYeMzH85qgln+b5uNVQ1ArRinvSWGM3RdXjM91EOPzCT622THSHnkn5/W572iDWsiV5XN0e42xODv3Kt1du5Wri5/dXrtJ5+Zflz9ZMwS14o4i2w2sGDcSGNe7iPF5I8aNBMbN4KLRr8COXasdk8GOFxJ8bLNj5mORvqoNuCBc0yPG+IajHdcLcEVAjbDTGDcTGAcWjNlf4x3SzQ5hvNgmxisOGF9uA+NO+8d35dGVYhj3qvR0YBsHaiZBnn4gDdxE/JBV+UDXLQ4MhM+Q8GShnBmdwPiQyx5QIFIFTJvknihAIT4h1K/WKN1mwDrqBTaPYtFZN04lcsGY7y0uQmWSdemcdQPjZUeMKYGxiZQgnigK4vY8Yh3+G3M6R3y9bmGszmUYRyH0eEfcZhdcTI3HsdhRe1M6xXRdcGNd9QxNgrRcnmDdMY4LZ5kEevOF7Tibir11jBcL2PGNwhi7jDfiQZGhYOZjPo+lCtzYMObiNunzrJ3FOJteadLtlh276RbBeKENjNccxsGfz+fZ71jfJ3eOTfLxjYJ83CldFHS6XRDj9UQBOPUL3olNf81TuHKDwuV7FK7cTvw8z6a5II+rHSvOPjeP3Sj988BO7NsLr4rvX599xXhF6L42+3Jhmw908yPuU95zsHKJwuUlCpYvE62s5GAVf+EMcrg8QyHOAK8spH/fkpS4kbB7FzvmhbBsmnCeNOVCyoP1K26kfBx3Oza/o/zu59hxrrA/wTuJrlyBM6p3HzxXSJ/aRZcXzjwLxrcKYxzX9TBJI+HrbTjOeY1CGPeq9PQZW1QfcxOkkNUdr4kqZa4Cw3I9bN2U+vbMb1TxY7GRR5jQtQUwSR0X3aZcNXLRZX2366rPd3927roNR4w9UcWPxWYXoSzGQQ7kET87/hvbONROUDcwLoab23kEhVvgfN14LK66nbdjCI/bs/YLjG2IHN8Ru02IK4cbuVUa86XRBsYuY2ZbjzlDL/H7UQRjV9wCx+fB44h3pc3CBUyKvB+uGDe7bMf1Do9BYbzRFYxRoMWdK7rHx2EhPnbZgdgszBXuGG+kuSIMqfbBXyT/eX06p7mzucJtw9km8H5ipOvNVatXsdpYjgpG2XRjnaJ83Cr9059q+VmlgJfl5eAWPHeK6l/7VVEUMm3HbtdkjOuOdrzRFTumQn5FvQ077gIfW/3XrK47V/BOZRGMXcZS5HlsFtAtyhWoMO16QtQtpmjfP+5N6ekdW5QBdxOUva45XrNWIN6HnvsYWN/OpiibzmJuYM7rpUrXZczVArpodo7rVwven4tAr8h1KwWva8M4FK2bWGx24SUKBbi4Gqo3Zb/DOGT/v65gXAy3GA8X3FxpQ4210mHbLGbHEB63ndCL2qapomLqykKvyPtRFGOXa7Otx5yhl9geimDsen++4/PgcZgqqqZ0hV6R98MV40qX7bjW4TEojPu7gnExrugeH3uF+NhlUamvMFe4Y5ypWr26bgxqdYIgjYYGErj1O9uEej8HKkMWPY+Gqnx2b6Q2ZtWNddrk46EBvq8uif/NMwLvVjt25G6hV3O04/6u2DEV8itqbdhxF/hYdBxx1y3CFVzcqAjGLuNIPg9X383l2RXliiLzWBF/pdoGH/em9PSOLTcZ1p2bUSL7PYXj0pExrdKjNPaAXA2qWlYg41LaqCRsTjH0ol6LPu2xpMqGUUNn9O2ynS2p+LKJOY3HVf20oxhL6NrSQ8YLYMz3hmqf9hUptEvp6xLGI44YUwLjaTvGiefRCE3n21iH/91LgSVVRul2D+OaI8ZcPp7twpRO5kc96sIQY14sYG/m++N+a652rHTHnO0YzwPVIU2CCpRcMMkdYxIYY8IyrdzGbRCK2HEYjlpTDIthPJawY3PaIN4L9TfuXDHqbMeovkzhW0Y+5lYeg0ThgAPG/QmMob/ecYz5PmcLPI/1jtsx6852EOPxtjC2jxlcgSJdaCOx25qOnORYVC534+NpaoSLBfj4lrOueQyobLunIMYDRCHwhcOY3g3ZuPEZouGBRFHB9wmMN5svtWKMoDbaeeSena52zPMM0fGJJ+nVmW9p05Hx82PjT4jvH9vxFN1c1dcmgO7jO56O7tN0dl/piJEnMfY83lHNBJ/AuFY5KQs8fsuC8QT1VZ4SfgXrboq05rwdYO6rO17AjqekHe9qqSKflaRtutvxvoJ2fNuJu1MYO9uxKUV9QtpxX64dbw3jXQmM7xbgiisFuOJNN4z9fRQEd5x03TDeWxhj9o8rlmyMuP0gKuKbudtL+MfuGPeq9PaOrahKNmnSEJXRWBdNntMtCPKqM7KuqPdn/mzhBHtRlU3TKgi35eCVyqr/kHGFFRV7VWVWNI6G4eqvu0O0KmDBxGZalYbhKwcNevoeW7y6NFEA451S14/w1mvv2gLG9EAxFkGdwFmnOxJVAhakbsSiP2FvNoz9+4IxV8LT2zG3oqpGuJjpA5OaWvWbsKyh4Vmo/nCwS9MqKH6nngH+prWxeizcj1CM1xuM8M6XClWE3RTHWFV01Y7CP56wY9t12Yni73daMJ4ogPFwhDFs1G7Hu9vAGGNJt93Q23GVKt4Rg64XVWYsjvGurmDM9+mGMdtoN+y40xgfbQtjO1ccibiC+ViPMd5LVTWU31H9jol4dvL+mY/18xhsPObjiQiXPM00Hw+RTyZfoSLvSWH88NYwRlCLSsDDg1QdfZK8kRGi4WGqjj5BNDwU/U58JdJpUaU+5mObHaNHJe9wPTb5bhqsouVUPsaoirxnkLE4OfkE7Rrcm6uLn+0Z3Cfa/rDgGZp2gzFW9ewyGOO+kvc5PErV0ccEDt7IBFVGHsv8Pvk1RNXRU1J3RGDIP8+f17nVjpsdVxMYV/yHjX4FqsmqzIDYjslgx+MJPrbZMfOx6K8r5l6dDEifRmGcblekt+NaAa7wC3LFUQeMKwmMfUeMUXW9r0MYj3UR48NtYOziu+0qMOftitpLFcG4V6Xn2/3o+iby6nKBPraeex9bDgbceqzyhGPpY0sF+thS8T62YqXGsY+t2L1z7GOrw5j7f85kVpvQkNu9x2oxjFt7U+oxduhjS13sY0vF+tiaMW7tseqOcVWSnaWPLRXvYyucKMceqyIAduxjm2/H+X0TuYWQQx9bKt7HNg/jlh6rpPomHnPuY5tnx93DeOt9bHUYF7Hjlv6fZOpNqcPYvY+tHuPW/p/s3OzYoh239rHthB3nYzwgdbeCcaaPLdn62LpxRUv/TyrQ/5O62MeWCvSxpfzelG1hvPQq9Y9/NNHiZsKtx2qE8VHnPrZ5dpzbx9ar0Inxp1r62G401+nLV9HH9o1UH9sTE4/RRxz72LId7808j25jfJr6x3+wTYwd+9g+EDvO6bFKBfrYUoEeq1SgVzAV6BW8rTBG3+QTW8Q408e2LYzd+9iyf+zWx9YjXR9bN4x7UXo+sFXClQExweLfzHmWFt1QPtCGTBMc1j5IhkdVl61GaZt63XVpWCrFU78yAuMKwxUikYKB4Fe/G4CgLgiXxMom6+rPF3B5ekUgAxZdrjzMAtz6OoZxXNktTpl452C8QYGcvH2xO2nCok4BKgmGgQgk1W7xdsYY7wfwAF5iBdOAMRdoUMUnhiy6yQp+0K08ADtGhcs5orBJnjfcEtBuBWOuaogiRnH6sZsdc8r9/ce4iB13iyvgDKMdSUMs9nAK8oPCGF9+F+140MJBvYcxV69ed+KKNB9PWnBblXzsd4mPcewHaduDBt2G1HXhigIYLy+TNyr7hy9dJW+Y+3h3AuMidry4OUsz67dFULt36FAqSM0KikTdRNVhdD8fPkAjtdEO2XG7GGMRfrQLGGPxcqJjdoy2O2HP2rEF47a54kFivE6B3PDoFYzb94+HjHNeEYx7SXr8jG2SRNE3dDGa5CmcyH2o7NTOUBBiRxFVAvvFGQoKJ3N0uYw+XxeGgkllXJxnyb6QbFDYGQMpbcqVkjFxFjFrLPyCYwXruuit5YUVCr1dVKH9uRNAEC5SM7gmXkYv9Cj0dkrd1peMV23nE5PKkMAi7+Xl3Yd52UMR4x+QunnXbUiMlxwwDhLPgwMCkBjOLj5YjHdTRTS1NmG8QF7oO2HsSYzFKrYFYw8Yexh/QGHoPSCMFyJytGGM87OexxiD/p0wJqT7mzBeEKvuAmNxrkaPMXbc0SsuDHkX3fMmhW7eZIGJCrqiLQMFYrLCjlF29ZN1N0XGBvfAbJIXjlDVn+aU8xbcGuJcHkrfc7X0QbG67Ie7cjHG2Se0AUD1Qy/sE+d61LndrdixaHkVtWPBruMohSEm5Fb6jlu3YHITNVClbdY0GKOHqOzT3C2MyYQxbBc2vEye15Qc4BvtGF9c/Zjx6ARXdAvj7vFxHsb7ZdDTasewS+7lWCcvNNkx+r3fSdgxspn2ae0Yux/N4IbYifHCGvneGlUyO3NKFzvMDaHrwscJrhB8PCW5YiDXOWOuSNrxgZYdv7if9Y3YjsOiXNEpjG9HSa3oc1kJK9F5x/S9BXRl6S16c/5lWqrPU39lkI6NnaJj46eoVslm8YR0Y+UinZ1/meY27lDN76OHRk/SIxNP00C1dTH1ztp1Ojv3It1duyEC24Mjx+jk5DM0UmvF4t7aHTo98x26unRRLPweGnmYnpx6N+0caE2BXNycp9P3vksXFt8S40cQ/NTOd9Pe4db07pX6Mp2ZfYnOzb9B9WCTpgb20JNT7xLXz+KGnWO0H0Jv3fXmGk307aBTO5+lo+PYTfTbxjjPjnHG0DfaMea8FUc7Vr5bUTveIflYZ8fg45mEHcPmx7pgx/vJD6e0dsxcsZngijyMuW0SxtGbGIfkh2MWjKF7t7sYUwGMyYxxQLOCY2OM91CF9jkXB9vO0vM7tuw4XNMcsh6TqVleZHwNcXi79ZA1HJmKF6cucBqZrsk20upwLqiSeBFvSIckKwgiDkZOj2ogzs3JswVqqlTzn06lRDeCK6IRe6uuRzX/CREcxFgsylSkVmEcxjNpCxhD6+PnFMedGYzTaRZ6jOsSt7xS7EhHmr5PGL8lU4C3grFPNf/UNsX4qqYo1HbFGCnAFzQYw47jMy3N4BY1wjcyuvx91TsZFUyDBOEs1YNXM7ixLtL61Rki1l2mevBSLm6cdv5IAuN12hS6rQWAOB3piQTGDaoHL+cWTkHAASySuBXBmNOQ8go9+fLZJdMAZ2XqdOso2CaGLRjLUXiPUsXf64jxkegMUXGMbXYc77AUt2O8d6sdwPhgJu3MHWMzV8DZiB0krJqzXeRxBRyeHRaM+XlwCt6JjB2/qJnzdgp+i+24Lu14OXd+ZDuuRk4UbCK/kNUA9fnPRLbJXIEUwLxieuCKZ1KLKY0AqZMXC3JFerTMFVux4yWBRdcwXrlL/eOfTKTJDrZg3Awa9GfX/wNdX7kgrCtZ7AnB58cP/RQNy4rEwPj5W1+ktxZeyeh61O/308cO/STtGIiPRLxy75v00r2vp3TxPQLcHzjwKZoejnkTweSXrv5HoQF3WOlCfujQXxfncJVcXjpPf3Tx34uANr6uL/7uA/u+n969+7lI987qLfr9C79Fm82N1Bjw/RM730Uf2f/DEcYIln/v7d+kpUT7IaX78Nhx+uRDPx6lTxfBuHN2XJNznqsdP0m+F9fVQO/URnhWM+c9RhWfz4pDEGixHYc5dnyUqv4hRzvenzoLi0CO57xucMXpTLpwEuNnI45ljM+K3q9/9TCeopr/eAZjFJBr9RWwSFvzn0pg3JR2nIfxoLRjV4zBx6aaD9tferp4VOzA6CqHLaYcFj6fkV85DE5pkGjizM6OrsqYOvemdGc0jqr4VOGwqPUD7ABxUMt/mdWtB6/InQk+l8ABV55uSPXgTNRTDP/qnCjWRiPujYSTmB9wqfvBucw0xoETxqEgfV1/MQR6M/cJ4xuOGM8aMA66jPHKFjBuPGCMb1owPp3B+IJGVzoWEmNxNjpyVJO6/D0mJjj2MfFnHdVYFxMeZ2bEk6sONzgryfe/HqAVR35VWzhByUrafHYovxooJn78vh2Ms889O2LYjNLlwCgv4OJP5es2LBjLUYRvCB03jC9kMH7FgvHN+2THq0aMY1mwYHytIMbNzHlHnfatDFfkB7Wsey/BFTqM5XtJNyKMMW7wl656KXBKVgrHQlWeo8q6Syk7hv3rqzOvy8+lBFfoKsRn+Xgm8W7puKKeY8fp0bba8aaDHc9auKITGL/pjPFL975B11cYi2wFY5yR/er1z0b/jR1dBLWtuqgSvEFfuvZ7FEjbvLZ8QQS1WV183wyb9GfXfp82mmvRTi2CWvxOBbVKF//7kyt/SLPr/E6sNlboP178tLhG+rr8d39x88/oyhLPA82gSZ+9+DupoDY5nldnvkuvzb4cYfy5S5+h5XqaY5XuxcVz9O1bXy+AMTY3XOwYtTfilkyYH/R2XE/NeU2rHZ9O2PGyDLiyusqOXxeptrEdn8n1B/lzzwu/0Y0rsMN4q4AdX24T4wuagEthfCaD8S1HjO8V4IrthLEuBrmXwpjPDuf7CsjUa7XjOQMfvxYjg51lI8YxH/eq9HRgyw6iuSk4SEsEDsJodQ4lC9JRhJMhHEBb6XzkptelAZhbwLAhr8tD5qby5JC6SBmBNALsZphHzIWwcJ+2MVDC8OEwh466yw4Yz0mMEQiYW1wAK3G+4IFjzAUEGoG+lUGM8c0CGM8XwHi2hzG22eZmAuOrzhgjncdUQRG/Yx2Sf2MmYPXZgQhIzM3UG+FVWdwBO23m9gucztSUZ6LuOPDKemGM7W1d4KjKIF87qSmBLS46Ygyda44YexmMzY3dG+GVLtpxwxljkU4sU+k7i/FCG1yRLeCXpytT50I7xuC/6Jy8wE1/bU5Fd7XjOxywh83oHdSPFwvFOE8Ximdulk1pO0W5gs97dpwrBG/ZML4anxlMYoxFkJW11Fdz+W0KlxcpXJ6hYOWK/Pm6EeNGUKez89jZ0bfkubt+g+6t3RTjeG3229qxQne1sURXllAUjISuriIytBthnc7NYxGA6JWZ75BNTt9jnddmXhZBrU7wmS/d/UvxPQpRIRDWtRyCvHj3W+Lebq1epzu4T4Puy/deoEbQkOcn08WBhABv+TyClUsULs+KZ4Jnk31e4hlKLPB8sSPnZsd4h3gxrtlhOw4iPr5R0I51mwxZroAdLztwRaDHWMsVyYXErHQTY3w2B3BIVbbNeQj4imN8xwFjxRUL2sWAPIz1i6hJjDcd+DgUnx1jfNUZ416Vnj5jm67GqBM4RThXazaoeIUeuemuglVNbO8Hjro1hzF74lwRzim5OEeoTMnigoU6E+qiqxw/c09RFrzYmNBcdEPpvJv6c6XHwSXdXTGuOmI8TxXa44gxnEqkqbngtlIIY9btFsbmYDkWOFm1bYExn30xOfkIPGcztm/Sno8qHOel3bbeW93pungWWE3FOUQXgZPPZ3OCAjZvnjAheA7cumfNUXeHPLdsCaTUGSQrFjxpxrpuGLu9S4EMMOw4xNeubQuMu8HHEFGcxIJx2JYd2xYZWPh8/IATf+PzKyKN04abJ3V3W/pox9clOuTEFWEbXOGGMZ5ZI33dMKTaB3+R/Ofj3ZGsmBpAKcFZwbkNVHA1B9cIFG+vXRXpyDh/a9b1he5DY4/Q7bVrxiARcmv1Cp3a+V66uoTdNhMOIV1Z5l2zayuXrbrXENgT0fWVK6iyQIHhXZ3bmBHnaqGbTcXOCnalsXO8cyDfe8vvZ5v/PILnTnFfXZk+yrYJTds7gn6i80TergK+2yE599nmvLn7Z8daQbbLitwkso9CnHkVHOvKFX3OGIc0VYArDnKxSIvNt+NXcKEvG8bwCXFWdsERYxTCMm/CqSszH7v5x0G4UAhj2HGvSo/v2JZSSimllFJKKaU8YFldNwa1pAmiaKi3e0ZuWxkaYHwLiv/NM+JZllJKKb0pPb1ji95P9pUx3CKq4Y04rGmgWAgqULrW0xqMqsbaV0xYl8dsWvHCgXMuQCSq3FpSAuLeYqh6aF7hVc3TeQy2FSFZUjwcdMC4FrXesYtXYJe7HYyrjhhPFMB4sgDGw4UwZt1uYawveZ+WgfuA8awTxqh+jDRR/TvoRcVjYPs4y2QSfDZfd4LIkj7J91aT17Woind5WFQpdBHere0rgLEvn595RxHPIf6bVSddFCIKRbqV/ibxHNwwxl7KeKSr0rlsGCsuMosvMXOdphRuDx5jvr+FAnxs2wXh9x7vVFyjQTeGLtqxeNY8p9p2YnhuAr6Dll1btNJQXDFuTfmOdAVXrBu5QhXdYixmnbiCMb7h8JyrWow3bnyGaFgFrFXq879H2NlmwKm4kSCozVRC9WmMJvt9qvp9xl1b7GDuGTxIA5UhGq1NGHdtsbcDXciewQNiR9a0A4rWP5CDo0doceYlrS7eflQwhhwYPiyqJpt0DwzzdfcPH6JXZ1BwSy+T/VOi/RB0bTvM0NsxMEU+qqVHdYE83nltCVI96vPfJ57LZvB8bMcr67k7u7Ed43maAt4w6pHNc56bHWPu43OYpjkvycdz982O01KVrTFrDi6yJ7miUoAr+pwxhm/KXDHvhjFNynOl+oGn/QpXjMcdMIZPiI4R444YowtGtSDG9jnPF4VN3THuZenxHdthq9OjWkx4oneoudKXTyjNX5GVxvQ92ljQjqImK5jZjKA/6n+JBshmgUPC1QurPk9EphGjpUjyRTMJSo+zwMn2HHVHHDDmkuZcPdC2+sy9yx4sxn3kyzSLqn/AAeN9BTCeKIDxjh7G+GABjA86Y1zx9lvTsliH5N+YKUx9tk9T1kTAqocKuHAiUIW6taR/UjAG5op+0QrFzisDhTGO7UM7Cmk7yfdVJ7DFMUeMoXPAEeMwg7G5VUDVO9RFO646Yyx6BwqMJzuMcbwoaZNYZ9yZj0VrOgvG4D++t1GZQu0Zn7O7HaPlD7CrRO+gfrzo1819XPHMzdInbacoVxzoDlcI3rJhzFwhetXmYYygdnhQfFVGjpE3MkbeyE7yEdjJn4uvlqCWMa76NTo58Yz28/HJuwamaWoQ7Tk8enzHe426Q9VROjR6XPw3dPWBIp5XjY5PcKVjtOmxCdr+iOvufDqqTJwn+MxndiHAJzo2/igNVbGgorfNZ3e9T9zb3qH9tBv3adDFOKs+3v8Bwbfx7XhpvIcHyR8+TN7IDvFM8Gzi32X5iJ8v9y91sWO8Q9zpoNJhO/YjPp4uaMc1R66AHY84cIXfinGOsB33Sa5gHzVftoKxTRefzVXR0abHNuf5EVcUwXi3A8aKK8YlxuSEMaoku2Ns4mNPfHaM8UFnjHtVejqwZWPBA9WRKRy5uP1K1TuidW55Io5fQE9M8jpHGO0l9qRKoeuD5qpsA8GE4Yu+UsoIvZzWByjhzY8Fq3QoLZ6v68ny6zwBc3PsuLVB6/2hXQzfj3BkxBjySYxb0YxkMPadMPZon+FFRwuPndsA4ycTGO8wYOx3GePhHsYYvdSmC2B8RKPLLTwUxigzjzYdrbr8PX6nyv0jIMfftuLGumj3o1o1YSwYk24BAa1oku8/yu7rAi8EnLh2dLdoYaMJvLi/6CNtYZx97tkRJ9vhwJb0E6FqRVMtgPGwI8ZHMhg/ZcF4X8aOq12y4yEjxrGMWzA+UBBjnotEAGjkir0Zrpg2cAXa/QxbMJbvJU1HGGPc4C/9nLeTKl7c1kW0sNE4XrDvpB3D/vULLwPycynBFfFzN895OxPvlo4ram3YcZ+DHe+wcIUJ4z5HjB9xxviZqe+l/cPMm9mgDudqP7z/R6P/Rq/aE+NP5eh61FcZoI8e+PGo1+uBkSP0zNT3teji+4ps94N+uZCpwd300YM/In6H/aGkLv6Hdj/YKYUgUP2Rh39CXCN9Xf47tPs5NMrPtuJX6Ecf/knqq/S3jAGCdj+P73g6wviTD32KRmRro6wu2v28d+/3FcD4hKMd98t5gAXzg96Oa6k5r2K14ycTdjwi2tjl68KOHyNfbMwoOz5lsOOjiewnG1egf+veAnZ8uE2MjxgWBbNcAYz3dgjjJ7aIcavP3RmMdXw8lcK45p+Uu715umM5dmzC+PEYGW+/BeOYj3tVer6PLYRbLKDi2KLcju+Xq+FD+Q2PaUa2qGiIFCysguc3Usa1luUh9bp0iuAEjeY2+Y51kT4EcgcRj+U2tkeaCjegXsZ0IlZ+sFKU34B6MW5ALdJS8ELDqW1NS+U2E0jPWE04iNj5aH2ZuI8kxquq4Q1I3bzrohDRoiPGQeJ54NnUpO5ID2E8JXV7BeM+iZsO4yWpux0wRsED34gx2nRw5eHZKO0Qq5n5jdTXZXP0e9ysntCsHhPKuL1ZPZkbqSNFDJUVRSN1QiP1abkD24px3Eh9I26k7u3Oxa0Ixtz6Zl7q8k4cgrFs03XWX5O6SDXCGIelvdW2KcbNhM272jFwa3TUjmOMN2RA2xmMi3MFdFccuKKYHcOGAyc7RpGTO852jOqozeCGLLpYEzskcOSyuBXnigVqBtczXIE5b0Bjx6gmyumDSD+Gbr4dr0ncOs8VzeULVB3jwHRz4ZtUGT1aEOM9LXaMfrBXlt4S7XyQaoyA89j4KTo2dopqlf4WjG+sXqKzcy/R3MYdqvl99PDoo3Ri4ikaqLYu9NxZu05n516ku2s3RP/aQyPH6ZHJp0WP3KzMrN+lV+59RxSTwi7ooZEj9OTUu2jnQOvOHXrOnr73XbqweE60GNo3fICemnq32HnNykp9mV6bfYnemn9DpF1PDe6hJ3e+iw6OPNyC20ZzQ/TUPTv3Kq0312iibwc9sfNZOjJ+Igra28E4suOl89Q3zn12m4tvkj9yRGPHs9QQNq/seI+49tbteFnycVE7xrGfMbEryUdetsoVaMt2O8EVCISmDHYMLDYlxtOSK/yc+RHtbFy5YlZyxYojxsp36zTGmPNmuozxkOTj7Ytxr8k7IrCNnZ7VOCDIcRySulx2uyEdKZwbyF8tZ3jWIkcqOnuq1V2XwQOfhzStfOAlE9XPPJwBhgOjT0fFS4Zy3ZhUWFef/sABkjrTNGDRbSacrn6jURfDmJ1FFdiq9Eq9bolxiXHWLlB2ns8pwgE121udq0CGgUy50Z/h5MWtOaKwKXbCkg3f82yeWy01ZHrQmNGOEZhgkuPd/YkCXNG6eJHFQgVdrKvnFe4JrKo1Q7fyALiiCMb3iyseFMb1xJmmQQvPF8G4IW3+wdqxaBUSrnMquHDkXOe8SQtuq3LO87vIFcBhsDMYLy+RN8pOb7B0nbxhThPOEwSst1ev0lpzhQYrI7RnCA6zr8UYrX2W6wvU7w/Q3uHDxpTf2fU7NL95j2peH+0dPiQCXJ0sbs7SzPptEdjuHToY7dTmyXJ9kW6ucNsUBKsjNf3xgLXGKl1fviKqHu8e3EsT/fpjFZvNTbq2fInqQV0Eytgl1gla+lxbviz67I73TdKeoWSGSyvGqKi8Wl+m4dqoOKtrtOOVm+SPcvAdLi2SNzLaETtGf9TQ2Y7RSmexoB2Hcs4b7AJXDPKRhm3Ox93D+H7wsR3j9vi4JnVNuKEF0KqTHfeS9HTxqPhlmZXFaRKNvkNOBcsaLXp7cZ+qZCuUfqrQYUEO6Wtjxf9ORrdCFGK1ZDRnFf92priQTxQiLS5tiKKxvGi+LHtlhurMxUFOKUjo4uXmRs2zCV0Et/uo6h9LGaLoRyjGm2lkHo7INNmkruiE19JDMQwHJW61tjHmcuz3MofZUXBgT0vA0RmMkQo17ojxIZEadv8wvtNSRKZXMc4WFCiO8RtxQQ0jxg3RAD7bVxO7HyIFKoVbQI3gbVnAQfWS5DOJIpUnsWrL/Xcvyz7HzYQuUqdOtkxEWGlvhBdi3ITuoNRNY9EM71IjOBcHO2IofVT1j4s2JmmMVyXGdSvGvOOHohcbmXL8kzKd3cvs+OG66UJEYYizPbtSExzbMXSXHew4SHBFUndI6qbtuBlekhgHGYzj1ND27HhJjiNpxyiysSvHjreOMYVwxrlGQy9jnG/HQ+JdarXjO+J9Sttxv7Tj9O4c2mLw+7+W0K2KIz/Y5UnrLkvdpYRuRc55Wa5Yl3yc5YppyRVJjOuSK+62nD9jrqhmuOIcBXQzhyseTXFsWxgHr0VJhvXgZfKCq7kYX1p8k75950u02ojtAmdg37fno3R4NE4vhKDI0zdvfVEEoEoQfD6764Mi/Tgpcxt36Rs3P08z69y7UzwNr0ZP7HwfPbnzuRTGK/VFoXtz9XICM59OTDxN79nz/anAeb2xRn927fP09gKeCeOGvJHjE4/R9x/4uCjclAw8//zGn4pdWASWSrDD+4OHfiSVTgyMv3X7z+nFO98SvXOVIFj9wYN/LbUbDN3TM9+l5299VbQAShaY+ujBT9L0cPrc4Ln5N+hr1/+EVhrxPI3P/vD+j9HR8TjdG4JWOrChMJiNnt9m8C2qBo+LnTQ3O8acd/g+2XFTznlZO94h5zwXOx6T81hsx9zDHVxx0YkrmI/vZApDVaVfMXKf+Lh7XKHn4/QOKGN8UfSr3RrG0E1nSzSDO9QIz8X+WMTHJ6gi6i2k7bgevBkvVAvdmuTjPDuGP7ZsteNelJ7fseUm1LoKZqDfw9EqCybtwNCcuOIhpWU0EQzoq53hfJhypriZMq6rqwaIl3dHFDhsBt/R9hjFC1mrPBK9iKybX8GMiQxnDuDohnIMumpnCJBwiN2XuiBFXW9frLwfil7eIhgjxYMJQad9MFpZLI6xvnn3/cMYY9i4zxj7UrfbGCOo1b8f7LhPOmK8n2qVEwmMX5Dk3PqOIEDj8zDAOKB68GLsOLTojlDNf1YEBcC4HpwxNDLvpz7/3RFucGqRspgvFar5747O2TSCa9QUE0r+KGr+M9EkxEHtGY0uziM9HgW3xTDelPamq3Y4ERWa4yDqsqF3MdJleXeDJ+2rBewY9rNisGO8/xUnjPl5DLVhx0vyfeq0HfcexvXmW4bKyMD4PRFujeAqNcO3He0YQa2+XU3VPxUFt0j/qwcvaee8incsKrACp5a5Ir8yKtLfETiz7qbU1XHFlKx7AIybkivyORZBKHMFY1wPXtVUwIcT1ydxqzlgXJV2rDC+Qs3wPNHKGvWPf1L8bGPhc1yQKIPxpcWz9NUbn9Vcl+gj+38sCm7vrF6jP77yOwRLysPivbt/gB7bwYWbEPj+0aXfFOm8eYWhHp98jwhYIeuNVfrDS79Ba43lXF2kJGMcwBiB6r9/+zfo3trtFl3M/NiN/fFjf1sUbgLGf3jx39HlpfO5uggsf+rEz9NAlXH7yrU/ptMzeNbUotvn99FPnvh5Gu/n9xTB79dvfilXF8/3J479bJTqfG7+dfr85d/XYvwjD/1EFNxicQaLEALfnOdX9Y7LwkO8K1g32vFBEUyl7Tj//d+aHZ82dBkYkLap7BiB3I1idqwZBcag0nDtfDwdBbfF+RgcqwtLJqOilIyx8iu2ivGYeE9jPsa7v+rIx93BuBncpkb4uoGPn4iC25Qd50jVOxEtNhax416Vnj4hzCleprLcYeT0cq66uU2CcsjinTbTle/IXTaSzpmpQfOMTGmAYV8ylj7HCwLD4/FcN5blBrnFJeWXLCW8QbByZ03o6QIuMcqojLobxuwssDOnCzKU9t0tYEzbAGOdo0rydyogW+sgxsF9wth23XsZjBuGEV9PYHxNYhPqn51qeC7OqOQHtay7LHT4e7Xbp5ONxDu9Zgi4xCipKe6Jd4z1kw9/Mu9qMca8U6sX/L4djPmZm0r4c3qS+t70PDhoWmvTjlcsdjzniDF2zC4lgsQidmx7/+8W4Ir2MOb7fPAYm9v9AOOLCTvGTq1OYLvnE3asC4Bb7Zh19XMePpfT3BVX6DHm87FrjlxxL8MVeo4Fj+AcW8wVurZVYYYrVi0YY8csyRWMtw1j7GB++86XDbpE37795QjjF+58RQaI+Vh89+7XqN5kG3v53l9og1rIa3Mv0NIm4/b63He0QS3kyvI5ur3GWOA86921W7m6+NnttZsikIRcXb5El5be1uoilfkVGcjObczkBrVKdzPYpG/f/ob4b+zQfvPWV7S6mBO/cePLEcbYqTUJfh/b8XmjHTfC85EdN8V7pfcrsGPXasdksGPeDeSzljY7VnMeFgNNbau4FgJfd9XSiiZpx/VCXNFZ3w18zPzA76hprw3pu7zryzukmx3CeDHCmANaU/s12IPioBUHjC+3gXFADe2CZHE+bgg7bibsOLDYcW/3ce7pwDYO1EyyLIOBBYfehqvyga5bHBgI597zS2bq0UfS4JDLjhMnty0vrid7msHA9CtiSrcZsI56gc2jWHTWjVMwXDDme4sLJJlkXTqK3cB42RFjSmB8w46x1HXDmHWi9NwHirE6+2LDeK1NjM1SyI6ljv15xDr8XMwpM/F1b9nHKyZjLIBlU2Nbhc+xYCV6wRLAQOBwzhfGOJvurhtH8fd/sSt2bMc4jDB2t+O6ox3zWeH0edbOYmzvS1v0eXQXY84CsdnxQqIYls2OuRAW69vGjEImd+VZ6zvWZ90sxBWu3F3s/dfqwnlcWUt8rVKwckmcqQ2WLxOtrMifrxswXhdnapPpx3my0lgUQeXi5pw4V2vq39oMG3R5+Rw1gjpdXIzThNWYq6ub0VdttU4Xb35HjPXCjReosrqR+n1W98LNF4Tum9e+TdW1Te1Xba1OZ6/9pdB96/pfUm2todWtrG3Q2avfYt1r3xZ/m/y9wDnCLKSz82fEjjHSipvSKc/HNxRnaRc3F8T52xULxkv1BbqxctVsx3iW4pmuULB8hcLlRQpWrmTsYC01Zn4mtwv7FXabz9qmbc67kZp/zVxxWxYdMm/OsDbe/fVEPQQbHyd9vc7xsfKXusUVReZHXjjzLBjfKoxxXCzSJOsyIEeatw23JhcaE+eA7eNw4cvtLD19xhbVx9wEuwN1x2uiSpmr4OV1PWzdlPr2zG9U8WOxGXaY0LU5fkkdF92mXJlz0WV9t+uqz3d/du66DUeMPVFhjsVmF1gR7h7G/AndwLgobl4XMd50xji2Z5O21BV/YxuH2m3jisJm/VDujtnHoMYR24ZFN9zIrdKYLw2HRbikbvJfkyhbr3fJjt0xLv5Od9qOmwUwVmNtdhi3RoHn0WzTjm26fM14598sQs+pFYR6/7vHx8W4wmUHIocrwpBqH/xF8p/PT9GuOHoAGIctqFWC3VRTz1Yl0IEudjThPscfFtLHf/rXaM9L8fnZpPw4ucunnDX/Ln2USHzZ5b+j9xGJr6TcePoQffrXfz7q7YuKyptNxg3nf7GcahLouWKM4Dc09Crvn26987wSQ8Fzp6j+tV+VY/YSNtlZO6ZCc169Da5w0eVrFvOPXU86us8Jwl8SCwpFMHbhtyJ+XrPAs2uHj919EM9xHgvF5xfl496Unt6xRYlqN0Grh5rjNWsF4n3ouY+B9V0mLEWhfQ5Tm9J1GXO1gG5F9letFrw/F4FeketWCl7XhnGIUzzye5td4AxP9zDmT+gGxu3g1i2MHexY9fTU9ipNaqv+n/0O45A9iMW/dkLn8zP2MahxmCoqpnSFXhGMXam5iL0pW691yY7dMe6ubbpIpQDGaqyVDuNWLfA8Km3asd2xxDVdWzxwVU4XXfX+d4+Pi3GFy6JSDlesrmuDWp0g2KGhgZZxDFX1VVKTMlgdcdLFsjN0Ubwp2WO2ulbXBrXbWaZfvkLV9ThYQaVm9LkFFragFgI9V4yHqyOt9jM0wM+ugPjfPCNsJLbj/q7YMRWa82ptcIWLrrpmt7jb7brwl7i4URGMXTiriJ9XKfDs2uFjdx9E3989T7coH/em9PSOLXoSkvbcjBL0Q0T1NRRvAPmbCBIlxQdk3nrVsnITlytHlVtziqEX9Vr0aY8lVRal27l5MnpK2c7vVHzZKJ7G4+qU2lGMJXRt6RbjBTDme0O1T/uKFFp59HUJ4xFHjCmB8bQdY9Vg2wnj8QjrB49xzRHjwTYxNqerpO2Yz/LoMd4XPY9GaE7jhA7/u9eabhVfd69lDFwdEQUh0E+OQjNXcLuUQaIQDiwmDNMKa1yivwjGYYhiSEsF3ukZR92xrtixHWMvwpjt2Jaiyu2HwrDqYMdxq4lQPJP1jmPM9zlb4HmsP1CMUUWcwrcsdjxewI65rzYveNrGjH6Su+Q4dlvTkSsprrjsxMfMFYvO738xrmgdw8aNzxAND0QY1yonRWrfZvB8GmMEtYmqoozxAO0ZOigCL9Ou4nB1jPYMHhAY7xqYpnvr6MOqK9BVpcMjx6nq1+jhsZN0cfGNFt3f/cY/ocYgO6k/+vB/TqN9E/Ty3W/Qa7MvGNOcf/DgfyJaEL028wp99cYfm2CjH9j/CTq54wm6unSJ/vDSv9PqwWres/sD9J49H6C5jVn67bf+P+LntbVN+rvf/89adE9OnBJFqY5PPEpfvf7H2nRk6KIq8ljfuGhBhKDVlI48WhsX+i127Hm8+xoFqhCf+vz3iyKP9ebrcUXdlfXcXd2kbbrb8b6CdnzbaX7E/GseA+yY+/rGXKG3CX73lX9cseywVqO2bZ3mY/aXFFdcKcAVqBhsx5htwjYnjBfAeG9hjCnEO4sv085p3LYNBcbMY66I/r5qXrClIyvcelV6e8dWVH6bNGmIymisiwfb2iA8W52RdUW9P/NnC+fBi6q6mVZBuC0Hr/BU/YeMK1Oo2Ksqs6JxNIxXf90dolUBCwjBtCoNp0U5aNAzrWxidWmiAMY7pS6q96ZLkLdq79oCxrQNMDatjuF3qu3IYAcx9u8TxrbrMjHGGOvXxVAVOcYY7xU7hPnX3RlhIRqPRxjm6Y5EVWrFJGAcc3/inR6Mvs+XClXEPUG3ShXvqEHXi6oGAjtV0VUn+H07GPMzN1E0JkG1sjphWadEy4HBNu24tXl9LNy71A1jX9oN83ExO7a9/7sKcEV7GPN9PniM8W6ZMX44YcdHDLqw3aNt2THbv37Ow+eqiu/8zPUYw2ZU1VC2H/2ulHh2Ka7Qcyx4xPf2JLhip1YzzRVD+RgjqEWl4+ERqo4+RjQ8TN7IOFVGHpM/l1+pVhkxxuhT+97d5mTd9+75gQjj9+z+iExJzsfiXbs+RLUK29jTUx+gqo8FtLQugtrGUB89sv8DNDq5X4z55IHvo9rYDmoO9YvfZb+mdz9Ou6dOCN1HDryXJnccouZgP18r8YWf7dxxmI7tf7fQPbDnMTqw+zGt7uDYFD1x6PuE7uSOg/TYgefE7+oy8I4R88RO7Xv3fK/4b+xIP7f3I5onx1WRv3f6ByKMP7T/Y0aMP7T/h/R2jJ8nnmV15JR4xhhzZfRx8ez5dwO51WRVZkBsx2SwYxUc7XGwYzXnoc2bvicw5ln2aXBd2HG6zUtmxAk+rhXiis76buBj5gd+R007iui1WovwNmWDFcN4LMIYmyn8pRPw2kQBjA+3gbFPVe9Yx/i46h2N5ryKmB9MfBzbca9KTwe2sfHmvQz9qRYpELTcQJ+mVuekP9XqR1zXQ6rKdI5uJdVagnWxcnIg5yXz5UsdBy2YwEXp9pbzHej/eVj0p4p1a9QndLNExn26VCnzmGxAaHlBAe7lQEweQneffDmzuKHHKgy72hbGKNvOpJcNLNEsOnZg2sP4oAZjkOgOR4wf2iLGB9rAmLaI8UENxv4WMK7mYDxowXiyAMbHczCedMDYp5r/tNgRyQpWGvG7KCjxUB7/cemEpnHDZ4nPTL3/x0Sf6KxtqnYKKhAX6PgHRIn8LG7oYyvGl+g3hxYoaIXS6sj0p1r9KNzYhmoOGPfJ55GdZHCvO1IOAweKBzUT8rh81jHGxe043V+PZUjaZiWD8UMajN+V6k1bzI5H5Thc7bgoxv25C3Zbx3ik4xhzT9nWYJFbVrwrhRta7uTb8ZDGjh/X2HHc6geCvxPvYgsW6GN7Imr1w/eHz8L7n7U39E18WNhMrIu2O9CdyOGK/eJ9jzGuSK5odZzFjqrgihhj8Aw7oVmumKA+gVvNEeNnMxgfcsb4obFH6MPTf0P0rU0K/jvZ6geye+gA/dChv0VjfWneRB/b9+/9WNTqBzLWt4M+cfinaefA3pZd3WemvpfevTsODAeqQ/TJwz9De4cOpTHzKnRy4ln60P4fTTjMVfrU0Z+hY+OPpoJmfH9i4jH6saM/LXQUxp986Mfp1E5wafr9PzR6hH7i+M9FrX4g6Cn7vj3fJ3rtJgV9bH/i2N+OWv1Ant39PfTh/T9MA5X47yGT/TvF+FSrHwh2eD9x+FM0nMEY7YaSrX5iO35K8Hpa0P/zkajVD+va7Phojh1P3kc73iHnvKQdn3C2Y9HmxTtusOOxHD6u5PBx3OrHzMcVDR8fMvDxVAbjd3UA4z1sAyk+njbw8aEMHwPjwx3A+JkUxhV/D1W9x3P8sf5Uqx9xD96EuId4YTVrx/vbsuNelZ7vY6uEK6qhWhv+NZ9946JISzK1DS/SsLYhMcOjqnLG6W56XaRc1BMpnvq1AzRJDsMVIpEegJ0B/W6AaPMQLokVRdbVny/g8vRrqXQ+vS5XHmYBbn0dwziunleL0lL0uiXG2xdjTge//3a8QYGsPuiLdD4TFnUKUEkwDMQCVTKAatVFpdY5orBJnjdMfqaZfFoXFdXRYqAhF1c49UfPK9wehifoiY5hzMUkVIGPISOvcCEglVIK3coD4IoiGG8PO2aM8eV3EeNBy/vRLYy7Z8dcIXxd3JfYUXKe8yYtuK1KrvC7xBWh5IpBve7yAnmjHGQHS7fIH9nTEYzRlub26jVaay6L9OQ9g5wam3/dUFRIXq4vUL8/QHuHD1PFgNvszEXaMcU7Q/XFWaqN6rOB0P92Zv22CEQR6GJ3VCdo13NzBW1sPNo3fECk/epkrbEqKhXjPtHrdqJfv8u4uThHfeP8+3t3L9DUFGcc5AmqJKPyMQpmjfdP0J5B7hudJ/jsGytXaKW+TMO1Udo/fMjRjrGwNmG24+Xb5I/yIkK4tEDeiL4Qlaha+6DtWFTDnW+DKxCUjm57Pi6G8ToFMv3cjnERPu4exjEfY6NjvHN2HLrzcS9Jj5+xTRrfgjwrwQEBhRO5Lw47AzMUhDiP1hAHqpF7TuFkji6XH+fr4mXExD0uzgFkjQUGFdA9agbXxfk1FKFC+kNFrOJXc4xvjhpCd5m8sEKht4sqtD/3xQnCRWoG18TL6IUehd5OqdtKZOirhT5mYchnwbAaBt28lwzGD11RBpwC8mlMrFAmV5hj3YbEeMkB4yDxPNhZxQuGc3V5ujgzglLrXOGtT5x14LMflQ5jvJsqYjXRhPECeaHfQYzrsnQ7+lSC2HF+YiL3ut3EmO14IZqATHYsSu8L3U25qjpGYTiW+zyKYbwgnl07GAdF7DgcFyuU+Xa8KUr/cw/MJnnhCFX9aU45b8GtIc7lofS9qJYeDlLFnyY/3GW34xB2PB2dd9wKxqLlVdSOBTuBoxSGmNxa6Ttu3QIHAmNcl/ZWy3UcWFdN3ENSt3+LdlwMY+ALnLkivRnjbtlx72HMXOGhbZIHXBoUhmrRIw/jm7KXo82O0RbiTsKO+yUf59sxzmo1A7SlWSMvBB+vUUWcKcvj41lqCN12uGJKcsVArnPGXDGX4ArMY63p3dxr+UYBrrgeOUno+VkNwbOtvgKq97698CqdXzwjgq6x2iSdmHiaDo0eF+mx2eDs4uLrdG7htDhvi8D2+PiTdGTsMarI3c/43gK6svQWvTn/Mi3V58Vu7bHNOTo2fipKQ05ifGPlIr018y1S+7NnZ1+k44PvF7u0WTk7e56+cOkr9ObcBbHr+t69T9EPH/4w7R5qTdm+vHhd6L5y7w2xd/bUrkfpEw99hA6OtqZh3l69R1+49FV64fYr1AyadHLHUaF7YrI1DRNB5+v3XqD3yP9G79rH+0M6NPJwC8bA9fXZV0Rv3fXmGk307RC7w9iBzcP4zbkz9Nrsy7RSXxK7tY/vfJpOTDwe7TAnMT6/cJZenXmRFjbnaKAyRI9OPkmP7XhSpETn2/HFaB8NPWsr4TGDHSvfragd75Bzns6OMefNJOwYNj/myMf7c+04nyv2kx9OOfBxTXKsiY/no8CWdcc1usX4WHChx3wsduqMfAzeZD4W58ytfKzOa4OPJ3OfneIK0eKsoxg3E37FZoKP+Wx09nmA15phzMc4K+tr+DigWelLr0g+Vr50bxeOekfs2LKhXtMcZB8jTxiAFxlfQxzebi2QgRcHKVHKWGBQfN28Yhr9MpWsEhlUPXhNNITO0+3zn4mcE8CNxsrcAD5bBKgqUz7ildBGcIWa4fkcXaSkPEG+F09CzeA2NcLXM7r8fdU7GRWaggThHNWD05nCIqyLdAR19iLG+KqmCEkW47rEra5J45hOYNygevBy7qF3nIfgFJxaAuMzmgI5wPjZiHAY47dk4+ytYIy02FNtY4wdh1A851BzJnjnFjC+qimmk8W4iB2D5m9IxzorCCIOJp5HUYwvy+bkeRjDjuMV/WZwixrhG452PEv14FUnO4bjUA9eysXNp31U9R9JYLxOm0K3tegFAjSMuT07LoYxGt3n90/lVNfkJItFgHwO4tQqrCLHuosUaop/eWIiHHO0Y0zGO+4DxkXt+HoimNwKxgdTTk/3MF6RdmHH2MwV46nzbYzxi5o5b6c8BqAwrks7bi28w6nkT0cOEvPxq8LJb5UBOecl+fhNCiiv72RVpuDFC1YIILmgXxGuSI+WueJRqvh7HbniSHQWjnWXBBa0skT9458UP9tY+Lw4W4k0UKQfKoyxk/qFy78tetDGV4WDHdKB4aP0kQM/Fu2wIjj74pXfpdmN24n743+RRvyxg/9pFEw1gwb92fX/QNdXLkTXUzJSG6ePH/opGq6NRRg/f+uL9NbCK6IP7U+/65fEz3/ru79MlZFR+tihn6QdA/GRiE+/9Tn6t2/+gQgIEdgJdMW5vgr94/f+AxG4Kvmzq9+kf/Hyb4j7TepC/qun/w596MD3RLov3XmN/ukL/5Kawslm3Yrni//+2Uc/RX/z2A9HundWb9HvX/gtCpaX6O+//38UP/vXz/8PVB+s0RM730Uf2f/DEcaLm/P0e2//Ji3VWzF+eOy4SIFWGK831uj3z/8W3V2PMVa6ewb3ifRptTONAPg/Xvo0XV4634LxeN8Eferoz9Jo31irHa+sJezic0TDY3LOc7XjJ8lPpOA2g5vUCM9q5jwseMSZAghm2Y7DHDs+KlLjW+w4xcesi3Td5DlNBIjMxy5cUcw/Zm7L42N17CTJx3hui458PKPxCfloXjJzKwyxEXC743zcOYynZPp0ko9fEoFnq+6YTJ9WfNyUfMyLImkZlHzcn7Djs5rinzXJx6aaD9tfevqMbezA6KqzLaYcloZwrPOrPsIpDRJNnNnZ0VWI3Ei9IKiKlu/ssK4IyOT6AXYmOKjlT0kLHORX5EoYB58ccOXphvK6m1EqBgdcWV3+HqQJpzN+YbITfKwLMm6KHe0kxoETxqFwXnT9xVZTJITASFfJDc4VJpE0xrqqr5v8UqcwvuGI8awB4yCD8UoBjJvaYID/YoZTQNrGuOGEcRE75r/LC7jE3QmijzG+acH4dAbjCxpd6SCnMH6jY3bMmRnKET+txQ3OSvL9x0KVrpIjnPlkJW3YqasdF8E4+9yzI4bNKF2eiHUcxME07/KpwEhfIRa/i/r/We34XsKOgfErFozj4AbvlivGxe04z4mKMY5lwYLxtYIYN9vEON+JasU4lA6ljivi+4EuY5xfWRM4JSssMx/nV5OFfaf5+KImqIWsy8+lBFfkBbV5fDyTeO46rqjncEV6tOLK4RtCR/wk3LRwxQXBU2aukNxH2P26GWH8let/QKuN9PuvAqRrKxfolXt/Ef0cwefcxp3M/fG/s+u3xe+VvHTvG3R9hbHIVjBeqS/SV69/Nvpv7OgiqG3VDWkz2KAvXfs90RcW8uKdMyKoZQxjPPB9PWjQr7zwr2hpcyXaqUVQi2tmdfH1qy//Ol1bYiwWNpboV17419QImildBLWQ33zjM/TKXZ4/sZP72Yu/I3a6k+NV3786812x26ow/tylz9ByPR/ji4vn6Nu3vh79/MvXPk/31tMYK907a7foK9fiKs/fuvU1urJ0IRfjxc1F+sLl30/c8w2DHddTc17TasenE3a8LIParK6y49eFfxfb8Zlcf5A/97zwG818rOwYO4y3CnBFXP2X+dbEx3cc+RiL9ElMwV2LjnPessEnZJ8qzce3LXws+1iHDQc+Xt0CxroY5F4K43pwNjeoZd1FwddpPs4LahUfxy3LAuwsa+emeoqPe1V6OrBlB9HcTBmTr3AGhCHqHEoWpFUJJ0M4gLaS48hNrwsDQCqKeQycEodxmMuTQ+oiZQTSCLAqbx4x0g7Ed6HaAdaJJ1JiIEj9szXDbgZqnMsOGM9JjOGkmltckDgrEMizJDH56Z/HugPGocR4sQDGXLa/ITExjQJpIDHGJvFEOgrLokMj7tkuY1zMjvF3ZgEhr0uMbba5mcD4qjPGTRc7lhjz35gJWH02UtjNrUzgQFzlFB2x02Zuv8ApY83CdlwEY33gEI0iSpPST2pKYIt8T5xeZdOeTzgaNjueS2BsbuzeCK8kMF5yxNjVjhvOGIt0YplK31mMF7qKMY+l6cYVIk1wyXht8Kq7Hd9hBzFsJniODAvFzMd45mbZlLZTlCv4vGdbXAHneGUt9dVYeotoZYWC5UtEKwvy5/lcC/5TZ19n1pFGr2/f98bci2JnEMHopSUsgukc5pAuLZ0V6cmNoE5n57Gzk9ANQ6quboqvyuoGzc1eonv3zlO4vExnr309+l11bbPlugi8ryy9Lf77s+f/pCV1N6m70dykL1/lYPzzl/7MeA6Sdb4i/v3SlW9QPahr7w+f+YcX/lR8//bCG7TaWGnRReufqvw6fflr4t5u3z1Hs7OXqbK2Ef0u+3Xmyl9QY2mBluZu0KVbr6R0xbNO3N9b86+JFGiM9fTMdwzPI6Cbq9fozupNsx3DRoStzFOwckXYUFPYUtq+kuMoaseB9H/Y33Oc88T8q9tkYIGvFJ3LFNxi4wr4Fbimvp0Sy1IBPsZ8p+Y8G8c22pzz5roz5wlf3YYxc4WIASy4xRivGxZRk3y86cDHofhs7CyzHds4FnOBrf3k9paePmMbaleBsi8CztXaXkS1IoSzm66Cs1a+NSgRVw4XqOKNOIzZE+eKcE7JxTkKQtbh1WbTywiaVi+ji9PFgbit3yVLXTpbLrqhfHHMJJrEjdNJXDCep4o35IjxPFVojyPGwO1wtBKqlzBe9XeyTcarWxi7YMYC5w2pQC6rdPj8atcw5vNFFjtW526d7Jh1QqGbTQnLu7e603XxLLCainOILgInn88/uWLcZ50wIXgOXN1wzVEXKVQutqnOILnYG+sEXcI428LEfO1aD2JchCtcdHFPQUE7ti2WsYgzr6JKd9ORjwcccPOk7m55Xs9+XaJDTlwRndFPYhGGVPvgL5L/fLyLkRQkUNpKqPBzaIgCUNkU1qzUgw1a2LxHi5u28bILenftuqiS3AgSAWoY0sd/+tdoz0vZnpn/g/j/v2EZL0r13V67Kqoyvz57LrWjmjeG12bepL9x9IfolbtvGHXxO5y7hZyZ0QftSvfMDO8yobAUyvwEmXc128+W6L8mJJP/ArnIPxFvaVb3xtOH6NO//vNRGyaMEQHrSHVUBLcmwbO9tnKFdg3i2FD+O5LXzzbvlGLw3CnukyvHoew4cJrzivhu0ickOx8rO3bjiobkY9fTi+vyTQqd/Qo3PsYiwUgBPp7sAh+zDhf6smGMDTVkMSw4YoxCWOZNOHVl5uM+pzkvEDEIdG1cj97D80SJKvi9Jj2+Y1tKKaWUUkoppZTiKKvr2qBWJwhKaOjB9XasrtVzglqz3H72MDUG9dVht4s0Bmoi+OyWTL98harr9oCpkAwNsE0UEP+bZ4TtlVJKKd2Vnt6xRe8n+24QbhGlrEcc1jRwOB1FnlxXpFCmuyI/w7w7xlUXUQnOtqOIPWCu0Ciq3FpSAtC/iv/dQU1RHS40rNlORn/TDM1pDlFJ8XDQAeNa1N7ILljd6hertfbdHYVbnyPGE7I4jAvGEwUwVrhNUlOercgXLypswmOwrboxXrC5bmDc2jdOJwPy2ngmtrdksE2MZ50wRoXp0GbHEmO2Y/OzU/0wPdiGNZUc91aT17Woind5WFRVdxHere0rgLEvn59tR2Eo8Terjrr417Z6PJSwTTc7Bm5BFzAuwseMW69h7JJlMpjQtV0X9+R3x47F3MRzqm3Xlvm4Jsdu2l1BuxLFFePWtMFIV3DFupErVJEXxqKVgzZufEYUhGLtHdRXeUIWCFRnHqUgqE2k5PJzrtKeoQPGXUpIze+n8b4pUW3XNudhh3DX4H7q89Grsi+9ayvld7/xT6gxyHuCP3zop2jnwB767MX/SxSxSooIaqNdykC0FII8tuM4vTrzpnYnFmN4fCf3ekURqTtXZrS6SC9+aooLTZ3a+Qi9fPd1YyryqZ3cpxetd1CFmD/QEzuq2eBzsm8n/eSJ/4Jur96gz1z4LTIJ2iD93KO/QGuNFfrNN38tSmtu3QHm+9s3dEAU6ar5fVTPwVgJFwA7FLUhi3a7PI93XzOBatV/TPR73myeju14ZT13Vzf23SblOUzTnJf03eac5jzMv3EdDJ0u27EbV1QlH9uzNViAl5ufxxxRceRjbikUhjZeyfLxYgE+XnPSBR/aMQZmFeHLumGMyvZVh2kPPj3HFS5znh/50gk7zpWQ/aUelh7fsR22xuaqxQSns5orfaF5Myq5caUxfY82FrRVqYkKZhXvgGUMI1GgWPFsK5Nw+rh6YbLJvW7EaCkivvP2W9NZVLNxlAC3JVtVosp6Iw4Yc0lzroJpW9Xmvlqo0IYWEvbnMeCAsScxHnPEuI98mWZRTTRg140C5dVjjE2CqoRKB4GMOYWSUxa7iXExO8bfmaU/6jGKRuPuGB90xrjiYscSY/4bM4Wpz/ZFY3ez8171uJckglDYkkkwBuaKYnZcBOPYPrSjkLbD9mEW2OJYyvExayudcQc7nkxgbG4VUPUOJTAedcTY1Y6rzhiL3oEC48kOYxwvSnYDYx5LxY0r0BtR4Ka/NnjV3Y5RbRnYVRI8pxvDKD9jzxPP3Cx90naKcsWBrXMFgtrhQfFVHT1BNDxM/shDRMPj0c/FV+acKfgP97ZrYFpUM9any3v06OSzosUMKhg/NPqIVhc/f2j0pGj/U/VrdHLimVw9BLXNoX6a3PEQTU0dJW9khE4e+D5qDPWlvtSYcV2kNqP1EORHj/6QMajtr/TRDxz8gPjvTzz0/YlidvmCVj6Qjx76Xqr5qHKr7yv714/8kPj+2PijNFQdjnU9T9xX8uvJwx8U97Zn13HaseMwNQf7W3TU1+MHn6Pq6DiNTk7TQ3ufErp1Gfxn7w8tf4ZrqFZfoyd3vsvwPHwRAO8e2pdvx8A3aSPDE+QjCB4epoqwJfXzgS3bsS/9H/b3HOc8Mf+aF7fhKzFXgI9HHLgCfgWuqe/RyjJagI8x36k5z8ax1TbnvMnuzHnCV7dhzFwhYgALbjHG6IPNnGjm4z4HPvbEZ3OvY9ixjWMxF7S2/Ool6enAlo1lv2Gih1HH/emq3hGtc8sTcdyTDS0T9I4wypnH5dcr3mGDEfbLMun8oviir5QyQi+n9QFKePNjwSodyrfn63ryukzevjckysLn3Rnf+8moFD2ICW0TWh8/66JNSkW2ookx9p0w9mif4UVHK5r4hREtEzQOKwgArUHSGOtetj7ZGsQV4ycTGO8wYOxnMB5OYOxZMMZOCMagmzTR7me46xgXsWP+u2HDSuJ0AmP0UpsugPERA8ZPZDB+1IDxo4XsWLVqwlgwJt0CAlrRJN9/lN3XLSAg4MS1o7tFCxtHOy6Ccfa5Z0fM7Qyk8+oNGzhItaLhe+cm73EblPzWB/2OdjyVsGNg/JQF47hVE94tV4yL23Fr384kxrGMWzA+UBDjSpsYTztijM85YOCK+H6gyxjr5rydVPEeyvBxvuMF+07z8cOGhZcB+bmU4Ir4uZvnvJ2J567jiloBrlC49Vm44kicbaPlCsl9NB3ZMTD+yP6/IQLHtCbrHhg+Qk9NcZAIef/ej9Fk/+7MmPnfHQN7xO+VPDP1vbR/mHkzG3whSP7w/h+N/vuRiafpxPhTOboe9VUG6KMHfjwqGPXs7lP004/wqdxkESl8X/Or9N+/9xdotI9xOzy2n/7B0z8nrpnVxRfa/RwYZSzG+0fp//Gev09Vv5LSRbsfCNr9qDZCFb9CP/rwT4pd0+R41fdo9/P4jqcjjD/50KdEL9o8jNHu5717vy/6+Q8c+ARNJVobJXV3D+6ljxz4ePTz79n7ITo0mo/xWN8Yffzw30zc87TBjmupOa9iteMnE3Y8InyHfF3Y8WPCv4vt+JTBjo8msp90fKzsGD1y92a4os/AFXE7LOZbEx/vduRjLIQkMQV36RaVeS6K+XjE4BOqdj9JPo7niHw+5nsXAbmVj4e2gLGOj6dSGNf8k3K3N093TPB1mo8nDXz8ePRf2KBBb1u9Hcd83KvS831sIVzSGxXHkGqAlch+ufqS16wehaSQWoMUxoZIwfK9KU0jZVyLKxpzegQMHi9efgNqVHbkZvU4sI6d1z1iVS6/Wf0cNURz5GWRzoyVH6zG5Tf5XoybfIsJBiSDl7Y1LRXtDbia6GyUrgXdZH+1eBzrsqm0bFZPY7LJd16zeqQBLzpiHCSeR1OS14TcVWnVRWU5biq9IQ7CAwfgoUipFePrsshXNzGekrpbxbgu7UcVy8JK3ETudbeGcZ+0zRFDI/VFJzuObX4zaqQueunmPI/2MEbBA78NjA9omtVn7RjN6vdr7DjTrJ7MjdSRIoYq4qKROqGR+rTcgc2zY9VIHXYsG6lr7LgIxnGzeujyTpzoV6ppVs+63KweQTTbm65ZPXRXE4sitmb1Kw523D2M2Y6BW6OjdhxjvCED2u2OcUO+/0sOXNEQ+AZOGDclH7vZMSp+85zHfIxsIDhyW+fjBcHzaa7AnDeg4QpUE+UUTaQfMx/nccUaNZffpuoYAlei+sILVBk9vmWuQNuatxdepfOLr9FGc43GapN0YuJpsUuarUCMCskXF1+ncwunRQXk4eooHRt/ko6Moe9utWWX88rSW/T2jW/RRx/9O+JnZ69+nY7uew/VZL/bJMY3Vi/R2bmXREshpNk+PPoonZh4igaqrYHFm3Pn6fMXv0Jvzl0QO8rv2/s0fezwh2j3UGuwcGXpOn3+4lfplXuvCwZ6etdj9PGHPkwHR5OLRCy3V+/RH1/6Kr1w+7S415M7joqd3xOT8UKVElQnfm32JXpr/g2Rdj01uEfsoh4cebgF443mBr0++wqdnXuV1ptrNNG3g57Y+SwdGT+Ri/Fb11+gxw49J/7791/53+nkgfeJ3dpqDsbnF87SqzMv0cLmLA1WhujRHU/So5NPRj2FkxjjWE1D2LyyY+WDaOx46RzVxt/D41o8TZWR4xo7XpZznqMdC9vEnBcmfLexLfMx3n3MZTFXIBCacuDjWsIH0fHxvPRBFB+Pa3SzfKy424WPVYZkp/hYFZ4dkJgNdBjjIcnHUwY+hr1tSj5W/rGf44OgZZArH89KPl6x2nGvyTsisI1fstV4ks8x1KQul91uyIBgWFvSnuFZixwpca7WoCtaLIRrctVn0rjyASIT1c88nAHGy6VPR8U1Ua4b6S+sq09/4NYNfN4GhJf3Isa6da6eFwbkedi11q2sqUWBOaKwKXYQ8gK5NMZoO1OXaRWclqbHDbqbnFoh7m+7Ywx7UOcwBiy6zQSR9huJo5gd8wSgFg9UCmtn7BitOta3kR2PW7CI7ZhTbjppx2if0uiCHbtjzD1PeZLn4MWki0BOVWuGbuUB2PH2wJidHXak8oK++4NxPXGmadDyfnSLK7aHHae5YtKC26rkCr+zXLE8T94o726ES3fJG9Gn/OH85a2VK1QPN2mybxdNDugrhTaDBt1cvUKbwTqN1iZoaoBTWPMEwdTt1au01lyhwcqIOKurbcGDtkIzb9PuXbxD01xaoMqI/qjEpcVrdHXpBvVX+unJqZM0UNVjcWP5Nl1YuCJ2WXGuVu3U5snM2hydnTsvAlsEqzsG9Cmmi5vL9NrMW9QMm3R0/DDtG9anua811unVe2+KwBWB8kNj+uNB9WZdnA9erq/Q3qFddHyiNQBWEiwvkT/KOF2/9TpN7z5ptONbq9dpcXOeBiqDdGDkIbGrrJO7a7dpdv2eSGc+OPIQ1Sr69zRYvkv+KN9/uDRH3ogeN7xHWFwvNueFcs7T198QC4hC14WP0T5mVgRdPg2JRR8TbqyrFsF2GHVRfTmIgq6dRq5ohouCLxB0VbD5ZOSK7cDHRTBO8jFq9XCacGf5uCZ1TXwMX3rViY97SXq6eFTsvODFSre7CUNOBcsSA3p7cS+wZCGifqrQYUEO6WtjhelORrdCFGK1ZLRlZa4hGirLl0AMpUpVkQ4Zp0+w7orUXUzo4szFQU4pSOhiwuZGzbMJXXH6g6r+sZQh4iVpBG+29CPEyrxIl0w4BnixGsHb8uC7xC3kswMiBSIRDDN5XZb9YZsJXaSnxem3SrCC3wgvxEUAhO6gGINKk4l0w7vUCM7FpCSG0kdV/7ho/5DGeF7c39YwPiTS79rHGO0xgG+mWXyIVcI9Gd1Q6qaLeqDoAdtmrW07Rjl27nOWPCtVIwr3tAR1xexYh/ERsXKb1i2K8RtxQY2esOPr0o4bGTuG7kQX7LgVY15hRmGRZFshFM6YlOnsXmaFGU3o04WIwhBne3alJji2Y+guO9gxJuG7OXY8JHXTdtwML0mMgwzGcWpo5zDulxinAw5M1nx/yUIkPlEIB2nCCWMKkZq6Y1tizAXv5py4Ih/jIcnHWYzviPfJBWO2Y7z/aw5csSx1lxK6FTnnZbliXfJxliumJVckMa5LruCe2cnzZ8wV1QxXnKMguBAlA24G3yavOU01/9EUbsD45Xt/Qa/NfpsawhFmQbD6vfs+QRP96WD47NyL9OLdr4ugVsl43w56bu/HRdCalEuLb9K373xJ7NYqQSrz+/Z8lA7jbGZCbq1eoW/e+iKtzt+in5E/+8z5/52eOvyDIv04KZcXr9O/ePk36O2FS9HPBir99GPHfph+4vgnUoHz3bVZ+hcv/zqdvhcXyap6FbFj+3OP/4RISVayvLlC//r0v6Hnb74YFYZCcPu90++mv/fkz9BwLZ5vNpt1+r9e+/f0p1e+LoJaJdjh/QdP/RztHJxMBff/7q0/oj84/yeid64SBKu/+PTPpXaD8Ty+cPmr9Ntn/4CW6/G7d2BkH/3CUz9Lj+44lsLi3Pwb9Bfn/oh+Tv73H1z8HRqYmaIP7/8YHR2PU+oh15Yv0ZevfZ7mN+LiYghun9v3EbEjnJR7a3foT6/+Ed1Z4x60EAS37979HL1n9/fm23FwI2Fvz5PfPLpFO27KOe9mZs7bIee8fgc+HpMcO5zSrQeXaUNwbGzz2H0cqJyiqp8+elAPbtJGE8XCYt5EK7D+yuNU89Npv41ghtabZzKFCGvUX3mE+qJ6LnFAu954NVqoYqlQn39UfLXyMbh7LTM/Kj72HPgYtQh2F+Dj9A4oY3xR9Kt1wRgFFhvhxRw+PtmSOdIM7lAjxPPYzPDxCRHsJwUtoerBmzEWQrcm+Xg6h4/hjy1n+Bi+22Fr7+rtLj2/Y8tNqHVV4kC/h6NVFkzagaE5ccVDSstoIhjQVzvDuQAVFCDFsh6gwl8+lDj3UJUvL3asNoPvaCv8YvKuVR6JXlrWza9gxkSGsxp4kQOqBy/FQUaLLoolPCteXiYwkIyuMnIf9fnviXADifJLm3t3VPPfHe30ItWUX8T8UdT8pyNnCpWZG8GrGl2c+Xo8Cgq2B8aY1jFB6HqXwrFEoQBf6mLi0fVPxu7GoYggzXbsS11+HkhVYtLNFx7D4AO24/1Uq5xIYPyCJOfWayNAU2ek2Y7hQKUXDtqz437q89+dsONzImXRxY4bwTVqGu34mWgS4oDrjKMdL4j3VI/xsaj4h2i+LuxNV+1wIio0x5P2ZUPl8OHo/C5P2lcL2DHsZ8Vgx4cjp8CGMT8PhfFVaoYIojqLMaem6XmeHZ7JnsUYqWmkraKe5opiGCOo1bfBqfqnouC2mB2vSq7Ir6aKIwYInFl3U+rquGIqqlmB58Fckc+xWExhrmCM68GrvCCwskb9458UOhsLnyMaHkrMebyA8K1bf0pn51/MuSYw66Mfeehv01gf2xCC3xfufCV3BAgmP37op2jXIDuWlxbP0ldvfJZ08pH9PxYFt3dWr9EfX/kdgiVVVzfoZ97FPWt/67v/oygO9d7dP0CP7Xh3tPP63379f6L15kZuYai/fuQH6T9//D8R3y9uLNF/8+e/TLMbCy26uL/37n2K/tG7/77AGIHqP/rG/0yXlq616OLejowdol/5wH9HtUpNYPz/+va/oBfvgJPDFt2dA5P0v37wl6Jd4f/j1d+mz19qxQ26g5V++l8++Eu0d5jtDcHvb7z+6dzngTO8//QD/zBKdT43/zp9/vLvU3Vtk37h/b8sfvavnv+lqJL0jzz0E1Fwe2PlKn3m7X8jMM6ztw9Nf4ye3sVpxHMbs/S7b/1/Re/bvMrPz+76Hvq+6Y9m7Hgjx94Gt2jHpw1dBgYkx7Id15sIlnXzf1Xqsq+w2bxAG0GmGnhiFEOV91PFn4iC2vUm3v98Gay8i6oyuG0Es7TW/EstV/T7j1Ff5aEo4Fpp/IWWK2r+wzRQeTRaAGfu1vExFhD3OfIxsli4yBPzMar7rzrxcRGMG8EVaobnNbrglmejdHKuzv66gY+fiIJbLDLWg5e1GFe9E9FiYxCuUt3IxwfFwksvS0+fEOaUAlPp8zByejlX3dyKQjlk8U6b6cp3omqBjQCGql8faIYX5Fihe8lYLh0vCAyP/+66sSw3yE2tanNuv76cOUgTOf38Pc5mmdr9bCawwFkOvZOIETeDi/FOm/al5U9mrBjjRsDN2nUCJ9kd44tdx5h3aXXESPJ3KiBbMwS1YpRRix+7HYOUua0NE7S5VZMKeovb8dsOGDcSGOvbLwV0PYHxNYlN/rVxb1FTeWHH+UFtbMd8TyI9x4jFRsaOdQGXGCU1xT2xHesnH/5kxkrZsS4AbseOwRWMKz9zUwl/Tk9S35vbYa0kVrWL2vGKxY7nHDHGjlkSY+widgrjtyOMTYs+/Pt7MsWsGMZ8nw8aY4xl3pErXDBO8rEuAM6z47ed7ZifuR5jPh+75sgV9zJcoedY8Eg854ErdK3BwhRXLG7O5Qa1rInAYpNO33s+OluLnVrddREMfufOV+V4A/r2nS+TSb59+8sRxgiWOYDKx+K7d79G9SbbGHY+dUEt5A8v/CndXuX34o8ufjk3qFX395e3XqbXZ/l9+9r1b9GFxSu5uvgZdoe/cQNOMond3+/eweJBmKs7szYbBbLXl2/lBrVKd625QZ8+9znx39ih/bdn/0OuLj4L+v+/N34v+tuvXf8TMgl+rzD++o0vGTH+i1t/RptyN/kvb/25NqiFvHj3WyKVOW3HZLBj3g3ks5Y2O1Zz3pyldR7Xm+Drrlpa0TQTfFynDaM/FkZBL3wQ7NSaZB07uRLjjeYbRq7YQPaS5IqN5jkjV9SDixRIrmAeMPHxcsK3W7Tw8XqCj+G3mNqv4TMVB604YHw5wtidjwNqaBcki/NxIzwfzXnsr5v4+Kpso9a70tOBrb0vFQRnegJJIrbehqvyga5be6Zy4MT69h6kIN+7fLhbpEKYNsk92dMMBhanu+h0m8FNR13o8AuIQiK2cuaxLjsGeuECIrxwkE2NzdNelGmCCxaigWzKcwguGAcFMKYExjfsGEtde//IWMe0yBCLup6L7lJUzMze4GxdOsDqTK3Njtckxrb740JfMcYW7SJ2LHXsz6OoHavr3rKPVwT5Rex4rYAdzxfAmO04m+6uG4e7bSrdxa7YsR3jMIHx3QIYqyIiJuGiIOnzU/orq3mhCMb2vrRFn0dxjMMCXOGG8UIbGK85jEPZMc5a37FyVrMQV7hyd7H3X+meXzhjaN/DwdSFpdfFmdrLS29SUzrlOu3ba1dFj1mcqU2mH+NsZHV1M/W1sXiP7tx7ixbnrtHc7CWqrG7w79Zae63icy8vn6ONxoYILnVBrdoF/eq1b4nvv3TlG1bdP7v6Tan7F0Ys8LsvXf2G+B5/ozsnDIEX9qeXeREAYzHqIkC99i1xpvb5m9+lemBaRA3Fed67qzN0bfkyrSQxloKetlX5tbZ4l27eeZPmZ6/SvZmLVFnbiH4ncE4kMTaCuigshYAWO8GmnsXAAoWtjLa5si52cPFvc/kC0cqK/HfN+JXWXbfonhe6Qd51Uwma4OPbnCUl3g8zV+AsLYJKdabWJDiegH67HPjZuLBJDQT3YmPE1M+XpR6oDarOcmw7urxwZvJBgPGtBB+b7y32E1SxSJNAD+eQ4U/b5rEmFxoT54Dt43Dhy+0sPX3GFtXH3AQpZHXHa6JKmas0HMfgSSIAOdszv2PSsBl2mNC1OSXQ3kwUSbGNoy53/LgSq1kfv8NKpm288TicdRGgGQ73pzHedMRY6UJsdhFKvMghSEzquOiqXSMXXaVfRLdZwI6pixhvOmNsmzCTOm52rHbbXO244TQGNY7YNiy60HMqoa+4wrYI1469KVuvd8mOi2Dsoiu5ItqVNgsX1yjyfrhirN6jZodxaxR4HkXGoNz9ja5g7G7H3eXjYlzhsgPBY+Dg04xbEDZpM9gQujj9C/fVJGuNlZag9uM//Wu05yXezUkLpxyrM7WmQGqtsSx2NJPnWXW6c+vsjC9smp1gBJWz6/NRwShTMCdOe69xNsHMOgIZMw4Lmxw0zG2g2rVZGmGTVhprYtxIN25arj23sUiBZufz737/P8v8hFOUfyFH98bTh+jTv/7zosAh/odAeb2xhqUa4+dDd7m+bLTj/ulPtfysSA1ac8fUtMBrynpOwXOnqP61X030ZZZ8LN4PB64Q9Qjc58fAybFA+u8GhV7dkSsw74Zd5OMic54LFkm/wpWP3TH2HOex0DkGSfJxb0pP79iiWpqboLS4GyWwnmu8j1x7F1oKRcU4vq49bGZdiO3aop26/F5fPS/WVn26+h3GUZM9E/ucXgQu9e5G0dBz1hVV4Fwx7nPEWOlCbHbhJYoxuNhFtYCu7LHmbG/QL6Jb6YIdt4Oxgx2rnp5OdtxfwI6lzTvbcdVpDGocpqqVKV3RR6+/AFe4UnMRe1O2XuuSHRfB2EVXcoVj+wHWK/J+uGKs3qNKh3GrFngeRcagztr2dwXj7cLHxbhC3xkgFh7DUHXEipvv4bx4v9C1BbWQweqwvC5Lda2uCWrNcvvZw9QYrEVB5WB1hEZqQ1SxVDOF7uQAn6Ue78vvua0EO6mq4jGKPdl2bFVBKJyhNe3C8mfz+cHJ/nGrZaKY1XB1UIzbFtTyNcdSGDcGaiJILSrTL1+h6no9wm24OkID1UE0nTL+HXRHaiOtdjw0IALK7SD+N88Qra638rF4P8IOzmP87vlO82Mor1tz5ArMu14X+bjInOdyf0m/wpWP3TF28f0h7jFIko97U3p6x5YbOevOzSiRPbVCkDqIyUSQKBM+IFeDqpaVm7h9BEpqm1NlUUSCK2b6tMeSKovS7dw8GT2lcK5RLyFV/H2RbiM0p+ui/xX/u5cCS8pXUtc8BqxX495QLnyKKDRjzG0mhohCHKYHmZpW0vuiPmB2jP0CGFMC42k7xqrBNmEyTlbfy7u/8eg+7Skt4wXsmHt1oqKqfdUPbVv6KAxrjnbMrX/4/hYsGO9OYGxOV0nbcVypMx9jZcfT1AgXCtixeQzxdfdaxsAVKIvZ8SBRCBvGhGFaYY1L9LthzHaMao22VFnu76dsc8ZRd6wrdmzH2EtgvIsofKuDGHMfVy7+YeMV2euwIMZ8n7MFnsd6xzFm3VknrnDDeLwtjO1jVnaMZ73bmo5cSXHFZSc+Zq5YdH7/Xbni6PgpemWGU3HzBHd/ZPQx0XP28Ogj9K3bf6pNR4bu7sEDNFIbF5WPEXildm6J6He/8U+iwkbQ+bEjPy8w/uPLv0Mz6+g9nEiNRVArd9sqXpUOjxwX/WxRofjrN17Q7pji5x8+8D3i+48e+l76zNtfMOp+/0Hu//rRQx8Q/W51grF99OD3iu/xNziTa1pq+cHD3ye+/8iB90dnaHN1PZ8+dOB7RFGq9+97lyg0pUtHxnUf3Xmcdg3tpCCcFIGoSEf2PLHzqoJUJaPVMfrPTv49gfHvvf1vRIVj3AfSlbM7u1W/RkfHT4rKx8cnHqO35l/T7mDj5ycnn0j4FdKOPY93SVMBJQohPSUKaeI4WUO8p3qpeiep4u+hIJwVRdBMgirjVf+wLBL0QpQC3bpbDD5GxXWfarSXNug1I1eglY8vWtNwcGvarRT9bz323dC2yJyOXKGqh3GgovpeazpyLaq47sLHSd4swsdLTrrwccx8hfvfm+FjUzo7+HWAKAQf4Mu0cxq3bUOBMfOYK6IXuJp7benIimN7VXp7x1ZUfps0aYjqc6yLB5tuQZBXnZF1xXRk/mzhoPEEU/WPGldBKt6RqEpd1X/IuNKEir2qMiuac3PwpxvDDhH4ib9DwBE5YHm6I6IBM3+PUuj63n14oWIsBkSVNL34VPG5GiETE7DQj4KxYoxVJUyd4PfuGD/cdYzhMJpXx/A7tRqOwF3fx4xX8CYc7RhT906p61ueHVd9bc+OjzlgXE1grF8XQ1XkGOMDEuP8a4u2NRILtuNRix3vjicBIxb9CTvGRKvvjyhK3Yt7YjtGBWi9eFHVwM7bMbiCceVnbqJoTIJqZXXCsk6JSqSDbdrxsMWOJx0x9qXdKIyPdAVjZf/6K8c9EYtgzPf5oDHGWCYcucIF43b5+JizHfMz12MMm1FVQ9l+9JkY4tmluELPseCReM6biHDJ00xyBaodn5x4VqPJVZGfnHq/+O++Sj89u4uDtVxtz6d37/6wHK9P793NVXOTgqAWVY7x9a6HP0HeyAjR8DA9+9APU3Oonxrii38fp5ASvWvXh0RQC/lbJ/6aaO2j2zFFVeQ9Q/xe/LWHf4B29I/n6uL+3rf3aXpsB9vCh/Z/j6h8nKcLV/3Y+EMiqIagZ+67dj+Ru8OLv58a3EGfeOgj4r+nR/ZE3+fpDlYH6CeOcyVh7Ej/9Mkfy9XFZ0H/bz/649Hffmj/xxIKHuOb+PrA8b8WYfzcsU9Sc7CfGoP9VJeLC0n5wN7vpz7Zo/Z9ez8oAlzdDjaqIo/1TWTsOB4HqiGrL2/4IHnD02IM/sjD5KH6c+L3ad3d5I88JHS94QPkDe/X6tLwJFVGjsvr7iJ/+Kj8eZ6PU0nwcY36/XSrqSzS/f5JqetTf+Uxgy7aJT0WcUW/qGKs54r+RDuj/spxI1egKjKCax6Rbc4DN6j7HrPw8UCCj+G3pFsmpgWfqThoSPiTegHGh3m8Xq0AH/tU9Y51jI+r3tFozmN/3cTHBx0zXLav9Hy7H13/T15dLtDH1nPvY8vBgKWPLRXosUoF+thSF/t/UoH+n1Sgjy0V6GNLBfp/JjCu+GmHWo+xQx9bKt7HlkvL5/WxxcpYdqfZvY+tzo51fWx5DC59bOEs77L3saUCfWzbxvh4pqffdrHjTP9PKtBjlVS/uWMF7FjXxxbZB9n0Mfc+tljZzu+x6mrH+T39RMaKto/t1RyMHfrYkqnHqg5j9z62HNS69bHFopZrH1s9xq19EzuBcT5XDEjd/i1gnOljS7Y+tq5ckeljS/q+iS19bKnDfWxXLlD/+Cei9isIMDrRx/alu1+nDcc+tt+99Hn61FP/TdS+p29sp7GP7eJmzJv9lUF6dtcHc/vY/stXfoPOzbv1sf2XL/8GvXIPFWstfWzrq/S/nf439M0b3412KxHUIqD9L5/86dw+tl+68nVxRlbJM7sep3/w9M9FKc5xH9v/SH9w/oupPrYnJh4Wusk+thBUUf7ts5+l5fqKUx9bVD9eacT2NlIbM/axXZ6/FbUH+j//8p/Se49+LLeP7Zeu/hHdLtLHtuN2nNPHlix9bJffpP7xjydsfs87uo9tzMf2PrYiw8Wxjy3zsUMfWyrQx5YK9LGlAn1sydbH1o2Pe1F6PrBVwhUuMcHiX/PZNw44lqRhIU1wWPsgGR5VXbYapW2arouqkTB8TqM1Vf5DZc4VIpEegJ0B/eoTrhmES2Llj3X1Z5HgqClS8EWqgn71BcQQIPAKAxHkqF22fF1UuJwjCpvkecMtgUBaN4iqlOLzVcqEHjduq8FnuCZ6AONGgkAGLLpcQZsFttnXMTtmXVy/JsfxTrXjcQsWsR1jgSob3G/NjlGZu9EFO0bV33UnjLmYhCq4NGTRhZ5yNqBbeQB2vD0w5gWBeuroiH4cwAxffhcxHrS8H93iiu1hx2mumLTgtiq5wu8sVyzPkzcq+xgv3SVvRJ/1gdY+t1auiOB2om+KJgf02QAo4HRrBYHBOo3WJkQQrMMtWF4if5QzrG7feYN2Tz1ixPju+g1RWbnfH6C9w4eNZ2ovLV6jq0s3aKDaT0/sPCn+1Qn6315YuEJVv0Kndj5CI7LHbJ6gSNTZufNiyefkjqOpIDUri5vL9PrMWyK4PTp+mPYN6zOH1hrr9Oq9N0VbnQOj++ihMX3WB6okvzrzJq3UV8UO9PGJ9AJqUhA431i5Qiv1ZRqujdL+4UNGjG/fPUd793DQ21xcoIp8Pnlyd+02za7fo1qljw4OHxb/6kRUre2GHUdzXijnvEG97vICeaP8vIKlW+SP7DFctykrH9fJpyERbJlwU1WSkZ6MdGWTLhbDAloT52kr3k4jVyDABV+glg6CODNXFOHjZOX8TvJxQz6PonMeNjpGHfkYGx3jjnxck9zdGT7uJenxM7ZJ41uQO0c8yVM4kevIsMM1Q0GI82gNecAdZ+omc3RRovu2aAPALy5SdPfJcwmV1peW7onVcZxf88Ia+d4qVUSD6GqO8c1RQ+gukxdWKPR2UYX25744QbhIzeAaBbRIXuhR6O2Uuq1Ehl009DELQ17hDbxJoZv3ksH4oSvKgFNAfjhG5B9oWTViXfS2vSF7BzbJC4ep6u/nVN0W3BriPBNKhosq0yFSFKfF2cXsS9aCcdhNjHdThaYtGC+QF/pGjHmHZz5BeDgzPJE7CfGKInSxUglHe0DqDmoc4AW56GKz4yBh8xzYinPI4YhGd0me7eTAVpwBDPksXivGd8Wue+cxXhDPzgXjrdnxuNgxcrPjEar60+527E+TH+7KxbjVjmHz6ZXgLWMszsroMY5bt6gql+vS3mr30Y6LYQx8A0eMeYd5SVY/5iBUZ8eipY+w+U2ZaTNGYTiW+zxE67ao5Q12dkcpDOFAVM12LM6STsnnobNj9GnlXRtP2DE4tjWA4D7AN2I7pgJ2TCOSjyc1GN+U/TJtGKMtxJ2EHfdLPna14zWqZHY0lC52mBtCtx2umJJcMZDrnDFXyJ7uVoyvRo4P+nhWxLjHcysZvzX/Cl1aQruXTdrRv5semXyGpodagyn0s3174VU6v3iGNprrNFabpBMTT9Oh0eMtabyNoEGXFl4jtcf48r1v0JHaJh0Z43O7SUHRpG/dfJH+5PKf082VOzTWN0IfPvh++oGDHxDpulmMX777Gn3h0tfo8tI1GqgMiF3VHzr8QRrvbz3ecXb2PH3h0lfozbkLVPWr9N69T9EPH/4w7R5qTdnGbjB0scOLwPapXY+KVOLsrirk9uo9+sKlr9ILt1+hZtAUQTB0T0y2pmHObyzSFy//udgNXm+ui6D24w99hJ6aerQFYwSzX776TdEGaGlzWaQz/9ChD9L79j0jqiann0ed/vz6X4rWRqjwjAJXOFv8wen3inO72QAYLX1ev/1N+lH5s9dmXqaTQ+8TqeZZjC8vXaBXZ75L99bvUJ/fR/cmHqNTO5+hoWqrvd1cuUav3PsO3Vq9Js5EHxk/QU/sfBeN9bXaG3aDX5n5Dl1buigWfg+NPExPTr2bduYspixszNGrMy/ShcW3xPj3DR+gp6beTXuHWo/bBSJb6lKUiLvePEd9AYLFdMYP31+d6sE10VJHBLbeMNX8Q1QV/lgrV9TDG1RvXhVc4XsDVPMPUlXMY1muQF/W21QP0BN5VfjSOCtb8w/kckUzvEebwWWxsIXimlV/SVw7rxhVM5gTus1wXvBx1d9NNR8ZmIO5wTJ2pbGDDKn6u4RuJdevUHOe2uHFnDeZy0HMx/BB7ibmvCJ8vJ/8cErDx8qv2EzwMZ+NzmKMuaMZxnyMs7J8xrcV44BmpS+9Ivl4j/RBertw1Dtix5ads2ua0t9jMjXLi4yPD+m3HnqHI1Px4vQQGF89eDn3QDaciJr/dOQsij5gwWsyNTQr/dTnPxM5PYBbpEPR9ZwiQFVx3WRKdCO4Qs3wfI4uzvo8Qb4XT0LN4DY1wtczuvw9Fx/g4hhx2sLpTCor6yIdWp29YN1lgUVeCXtOJY1XmxFkbAYv5RZv4fTQJ7eA8RlNgRxg/GxEOIzxWzI9dSsY+1TzT6UwDsNFmfrSKmxr45l0SDzn1leM00h3Zuw4ncqit+O61M0rpoFUmekExki/0TWLx+rfgWgS6i7GmHguaDCGHcdpTs3gFjXCNxztWBXTcLXjl3JxK2bHSPl6YtvZMRYB8jnIkzYx7GjHmAjHHO0Yk/GO+4BxETsO5Xiz6cIkF3UOJp5HKFOy84qb+FK3vwt2/ChV/L2OdnwkOqelx5h1Oc3xRAbjFzVz3k7BbzHGdWnHy7nzI9txNWHHr2oKWQ3IOS9px0izzCtYCDt+JrVghWCTC/oVwTg9WiPGKyvUP87nNzcWPi/OH2Yxnlm/TV+88ruipY8aA94iWAtSgL9nzw9FGGMn9QuXf5tWGvGRDKV7YPgofeTAj0U7rAh6cd3Fuav0M+/itj6/9d1fpsZQjXYO7KWPHfxPo2AKu5O/8sK/phfvnhGpv6rdDD5199AU/U/P/d/FuVWF8b8+/W/oT698XQTSqjAUxoEzqr/83H+b2gn99Fufo3/75h+kdPE90pH/8Xv/gQhclaA/7b94+TfE/SZ1If/V039HFHlS8tKd1+ifvvAvRUCudFWrnp999FP0N4/9cKSLneJfev5/odX6WpziLMeDAPu/fOKnIozvrM7QP/7mP6d7a+A4ZQ2MyXv2PEX/8N1/TwTn4nlsrojrXly8Gj0H9S/OBP8/3/9fR+nTWGT4j5c+TZeXzlNtrU5///3/o/j5v3r+l2h4fDd96ujP0qis5AyMv3ztc/Ta7MvR9RTG/ZUB+tTR/4ymBuOd6W/f/jo9f+trqXZQ0IUt/PWH/xYdHOXaJJDXZ1+hP736Ry26kB869KN0cjKuqnx58Tz90aV/L3CKx8B/9737foDetZvPf0Oa4QKtNv6SaGWZRie5eNTS3O8TDfdTzTsszsoqjBFwrja+lVtkCcdpBivPprgCukHOnIcFuaHqexMc26S15ndFsJoVpOAOVb9HBMUK4/Xmq9QIr+W8/zWhW0nMeRvNc7QpUqdbuWKw8h6q+rGPVQ+uimvn8fFA5WmqJdJ1sYsZZo436ee8Jekf5/Hx/tRZWCys8ZyXx8dTVPMfz/DxS5n0baU7JoqPxXzclHycTHtXMij5uD/Bx2c1xT9rko9NNR+2v/R08ajYgdH1s1pMOSx8zii/khuc0iDRVBsOpa7KGCZ+nJ1QgnN7+Q4lBKtlZ+SuAF6CWzKo5SulBQ7yK3JngoNPDrjydEN53c2IlDiozery943wrHCI4hcm60TFunxeYCbhwJzW9mWDs5LEDQG+HmPczwVnjOEMpTHWVX3d5Jc6hfENR4xnDRgHKYzxry4Y4L9Gk/GNhCOeHwyw7gyngKTsOHCy41A4iLpKx6spnNhp11UvVOc3WXAWx4xx0o5vWjA+ncH4ggHjVxN2vJJwVLdux0GLHTcK2HF+FUU488lK2nzO0NWOu4MxT8Q6DoJ93ZAZAWoRxWTHtwrY8b2EHQPjVywYx8EN7tUV4yJ2zPjmBbUk+wnGz5nfK13FTjiO1xLPo5N2/IbQET8JNy12fEF8thljOUa6EWHMZ+bOaCtrAqdkFWvm4/w+oLDvtB1fNFRnXpefSwk71lXhz/LxTOK56zCu52CcHu1WMEZK8ZeufprqiaCWNfn7N+dfpnMLpyOMv3L9D2g1cZYzqXtt5QK9cu8vop8/f+uLNLeRrh2gPmN2/bb4vZLfeesP6aW74CGMOkhp44zsP//Or0U/++Llr4mglnFJ6oa0Ul+jX/7L/7cI4iAv3jkjgtqsLr5H5eFfeeFf0dLmSrRTi6AW18nq4utXX/51urbEz3ZhY0kE4o2gmdJVrXp+843P0Ct32UfB52BMSENOVhlWf/fHl79KX7r6jQjjf/ad/41m1lFXIhaFyXdunxZndZUgwL+8xD6Wurb6F8H0//Hq70S637r1NbqyxO90ttrx4uYifeHy70f/jR1SBLVZXXyPBYvPXvzdaPwXF98WQS3/Pv08kJ6NwBS9cdVOLYLaPF3870+ufJbm1nnOWK2v0B9d+rSw0fQY+O++cfPLdBU7viqgbLyg5Yp6eFkGkIzxWuNFbaVjnL3fFGfvWRAg6noGI8tival8URJndvOCWh7JmvhcJdjRVWNqff/r4n4UVzSCOzKozdMNaK35nYgrxLldEdRmdfn79ebLCb9CzRGmOW/VkY+xi3srw8c6//heqsIyn89e0eguCr5O83FeUKv4mHkEgjO++o4W9RQf96r0dGDLaXHmZsqYfEXgIAwx30iUIK1KOHLhZkvhmnzjXhcGgFQzsy6nxHGKBQrXmKQuUsEgjQC7cuYRcyEsNlZTVTT8Dqm2EKT+2ZpbNwMeJ9K2zS0g4EBckecnkO6KIEyfBCDSJATGG1aM+Xm4YBxKjBcLYMxFGhoSE9MokAbCn2Jup5TWMePAusoxXHaw4zlpxwgEzGXrUaxKnOEQgYy5bL1I18QOsDhXc904AnHuNsLYZpubCYyvOmPcdLFjOU7+GzMBq89GCrvdjq9KO8ZuprmNCKc+FrXjpoMdLxWw4xhj/aQWX5ttsqgdLzjY8VwC401HrgDGS44Yu9pxQ07Itvvb4JRtmeZtFvDkcpTZYbbNpB3beAV2fK24HYd2jGE30Tl5gZuJj68VsOM7vChi5Qq1UMx2jGduFsy399rgCrWroz40JFpZS3ytU3P5nNihbS6fF/+qn+eJ+uwrS2/RWhMLRXrcUFRKnX1NteQJQ6qubia+Nuit689TY2mBVuZv0rXbr1JldYOqa63PENdA2jPaAW00NugLF7+qHQMCqLfmL9Lb85fEOP7g/J9oq/UiAJxZn6Nv34IDTvTZ83+STo8OQ+pfr4uvvvVNgdNX3/yy+PdPXv8CDWw0ot/nfUEHul85+yXyV1fFNdTvxDORgs/8wwt/Kr5//uZ3aW5jQdtyyJPjxL0hVfr8wmWtLjD6/MU/E+nHCPifv/mivpURBfT1G9+mufUFqgd1Oj3zHUP7noBurl6jO6s3xThevPstswdSX6QLCxxsvHT3W4b+vwhw6vT6HD+PV+69IHZc9eKJFGXImdmXKEgU5WrV9OnFu38pvkfbHKSvtujA/uXXxuLrFC4vU7B8nYKVO/H7kfO1uXSWwuVFCpbvUWP5Ulo3k/jZEMckwBVYuDK378K5VOwsA+PNIN74yNdep4b0jzcDU5tGCHYxmWM3m5esfsWm9HkLzXliLHXzKKRfIWIAzWJAmo/hu60bFqqTfLzp6LstsH8u+NjGsZgLbO0nt7f09BnbdDVGncApwrlas0HFK/RIi8FKmj1DG+eAOL2v4aSLPH77mD2x4oVzSi4OKA7j87/ZCpl5BKJeRhfHlokG1Xdb0zyysi6dbPt18Sw4CN0sgPGQI8bzVPGGHDGepwrtccQYuCFNzcXe5A6Bky6v2Np6irKAPDGhueiGMoizY8YCEqVtgTGfk7PYsTp362THrONmx2ty0cPVjuH8moNlJXDy+ThCswDGa84Yu9gFnhlX+nWxTbki7WRvrBN0CWO9g5h3baS/BY66fVanJMYNfQLtDg/fl7Jj81WjM6EF7FgUJ7FgHLZlx7bFMhY+VzxQwI6h62DHQne3pcdzfF2iQ2muCEOqffAXyX8+3pnIOjpVR4xvrV5NpYTmycLmrCgSdXv1WpyWGob08Z/+NdrzUp4j/4/E5/+MdQwh3V27ThuNPlpr2vpuevTazFsiHfnWarqablaQ/vra7Fv03PS76PXZc3HgF4b0K//wj+jRs9lFjd8Q//9/k19m+XUi+i/obxCJr6S8/uge+u//5x8RZ0bxmWdmOPB7feZclKKcJ3iq15ZviXO1r8++lUrFzpOVxhpdW74pimGZFiQgGAd68z40tkcEmDaMr61cEcWnFjbN7zTGeH3lMh2bOEnXV65Yx3Ft+bJoEXRlGbtt+nvD79Qu7PVlZK6Z3v1AjAGCok55XDFy4Kdb/g6J8vome2nxcnQbzz1Ga1/554l2VFiYnSNfnOy1c0UzmCXPR29cO1fgvqrhHnl/ZmmEs9RHD8sMRLNf0QzuCSDcfDfW4UJfNj6GT4gsBju3cUYRio2ZN+HUlZmP+5zmvEDEINC1cT16wc8TZarg95L0+I5tKaWUUkoppZTyV1pW17VBrU6C504RDXWuX2N1ra4JavVy+9nD1BjUV8nttvRvNHKC2s7JY2/cFp9RygMW9EJ+ztx7ditS/ebrRKtui7yllNJt6ekdWxw8t+8G4RZRynrEYU0DxUJQervPYecBqTUoFNQnP6PhoIvKnLbdLhw45wJEosqtJSVA9SFEQY1maNppxhr0ZPQ3ujMPsTaXFBdNsK1pdXAO+uR1LaoCA/RxbHQBY27Y7YbxRAGMVe/dIWsaIBEfuucx2FbdVKPxQQc7rsl1VX1J/1iAK1ZKXR0mtP/wu4zxrBPGqBob2uxYFm5gezM/O27ijuvCjs3pk4xtrYAdD4uq6i7ii2JMtYIYD1pWsGOMeezmlWY8Mxb8a1s9Zl0eg5sdY9x8JKKzGLtkdsTX9uVX4KiLZ2LbtVFYjMv3NLTyMdvxutGOoaP+xrb7oOwYzzuu0aDT7aIdi7mJ51TbTgxjAXwxHosdK9wExpadMQvGGzc+IwpCMVfso5p/XBYIzKQuIqhNVCFVGO8dOkhvzqPAi17Qoxatd9CjNm8H7Xe/8U+oMcjVRat+H/340b9HG81V+g8X/s/UeEVQmxqDR7sG9///2XsP8EiqY2347Z4oaZSzVlpptTnnwC45g4kOGAwYHHDGvvbnnO61fX2Nc842JphsTMaYvMAGNucs7WqlVc6jMLn/p87pONNpYNcg/y6eYaVRTc/pt6urq86pUy888CHHE7RdtaXvnVs6A4X+fFTnVrBVW6vVPNqTObeEc+TOKZnOKHPSy3Vvuut6RILkdwRcP+tqXN54Hv64+z682LbesrSXyosvqDsdH5z3Xjx65Fncf+hxNoZgJIE7339Phu68UnkMpdPxTAvfg2omhMikUDVr8jSnZIbtai0J6RGnbb4/ZGjsZDXmmcVTEfLnwif6WcdrK+ENwCazjseF/mLbVVsa46Q83oCMqIVoRdZuHLUhrkvdj/f277RctaVns9JoalKoHq0jxyyPS7rKGIh6J86aTLKbha+opiWfdO/nedewKoix5CbYixch79ms2m408Qr//GjEdAWYjuwRiGvd48pXeMQS5oPcPPMUSiH61+n575VjBeoAnWDPJmt/7BE57RePbZxWjnNVf6j1wbA6Mj3DiM2g0IU/5rEVawrlqEtXm+cVbp55ohpLBx1WbaUMrveJJhN8xTbPMTdXKCZ4Oat9py+RETp7WLtrojewPy51RiPeRxEeodZBN6QmikSAbC8UkPDv9op1Drr03byTmyhMciy18Ih8nNQCnN8M1uKRSbNFUFc5+6DHK3B+OMalBgrgrUsHabwc44Ajxvx6uMGY9X5UuRmdMaYknJdZeGVM7EZB7dX5tzjf7JqOPQ5cV+msF3Jhx7xtPO806rTKwLnLeMc8pwIjogfysWviYTZkPQLGtaZiXJcFxnWuMfa4sWN5nPwz9i5M+W6imnK24zrZjqkLtTWHoTLO7O04W4zd2zHZh72QLRa8ATsudGHHxTqM/S59BWGc7xJjt3bslTtKOp0f8RFyHmdn3MhP8o69XuYTJZd2XOvCjmuzt2PBGWOyG35uZEv5Dv64Ngs7JsqfgAs75l2U2TUWBHbN7YWet2VvwFdYYExJbV4O73Ycmg7k5cETmsr+5e/LrzRqDeW7J+fPQI6HJ0hWMreEur4KKA/WsG7G6bqU1CZy6RXAjEmnwZtfiLyiatRWzkeSVs/Y3/wZSW1D/izkekMIeAO4ZMrZlmOg5GxG0RRMk3lcr5x6gWWyQyWypcFirKxaxH6/cuqFpokqJbWxoJ/hdPbM89i/F865BJGAF9Ggz/JFOqR7zqzzkcrNZcegY6ULfecVjReyn0+rXoriQGEGFZIidCZ0TnRuM4sbGReulS5hRHRCfo8P5TklOK16iaUuYXFGzQoUBwvhE31YULrUEmNKG6pza1GRy/mIqWzYSnj36QJG50OyuHyVTVJLjBY+zCleyH5bWLbcthSZ0FhYuoz9NK+EqI1sOFqRwpLylexnr0B2qfMVZGvs3tBegYI5EEIhiKFJEIlrWL5vzF7+/FkQQgUQQ2XwhhqYrsQmkDLFS1R3zFdQ13Ot27gZFjRZ55G5cv1io60ubYPwyvGxX9S6SpuLh9EJMV1Pg6M/9ssxb1bPPDYW+wUEipW4Py5kcaq9bq0cu9FigzW/tuaP/S7jikKZ65j8sZOPpWdBJuXXRJIJndhyY6ELanWjUyCn0a94hUbL4JY/iLV234wywSKY4hQes9TfPUK9jREGZEoFfqOIjFdKMcL0m8crt/AW1VUsjzDVQleQj8sdlyjkwiuYlZrwzxFNikKpQIkM0SZkXn6uSzQpNMPFdYliYYHlzUsUHnrcqF25NcZ0Po2uMSZqECPGVjebX6YGcYuxRjlEq3/WGIsGjJkTgUYfkTlmouTh586CRTYGq4cm0f3kpdmx6MqOBVTbONNcA04CC1atEjqaIdWI2j1CgwPGejsmLrWaLDButMF4vs6O8xhNR6auYsezs7JjMcOOvVnYcdByQoKOrZ4tUdi4tmM7jANvGGOyJWsfpND98HPnJO92dlyVhR2X6eyYMF7ogLFG1UTn6hbjbOyY46usTpvNiOu5N+m+yuSUVEbMaYSEU2THCm5+BztuVKsUrDGWxwgKKOWJOIE/I6z9cSmzR6M/Ng+8yL6NdjxFNzGXLsRnqdGTcDvWrrv9M69Ud92tMPadUowpcTi/7t3wiWRXxsSThOh+phcuUDE+Z9JVyPUa739FtzavEQvL1qjvn1Z1EYoDygSCYPi3JFjJ/q7IdTOuwOLyuWpCphdK4L647GPq7xfVn4ULJp8h4yIaxpHny8E3Vn4aHpHHSUsq5uH6mVdl6NLPPtGLr674JPL9HLf6gkm4ddHN7DjpuvQiup/afH5tiSv3K8s/Aa/oMegqHLNE96PQCNH30JhyvUEDxsrniO7n/LrTVYy/tOzjLDnXX2UFk2WVC/DeGZep739iwY2oz+fPf+XYyr+NhZMZjZAiq6rOwuR8fk+nJ7gF/gJcUv9O9ff5pUswt4RPDuibPSl0P1dOuVYd/5SCaTit6ixTXaJUurzhGgS9vNKFKIIuqLuc/S1dl/67aPKVKA7yZ0auLw+XNbyH2ajRNvnniO5HWd0l353jXW7pK4juxytPrhHGOd4llpUbtP/dLyrMy0DQM59VQZoJrSIGPVosGhCnw8Mm5DKFVmjpexVhnLnqIkbmM4/OR/EVxFfrF6db6BLdzzLVV3iEAjbmTF3+M9H9aHGF8oywe+bluvTHxENe5dIfl7E4V8Nilrzaa6ZbwPy10R8X2/jjuRoywiTGbWsuPoM/nqgy4XlsSagrGJXW8U6mNPNFDySatc81JzxGn0wDkmA3Ms2CmxMpp2SyeiI8jrLZL1pxpFkac7L6XpmsnpqN0MprJZtdNierH0CCkSOPsHINOiZfzTQjqx9mHY1TGJYfMKXyakZmWSrRG/Buov1quRbp6nkCtXFEZFLpXjbTJ6KAreqakdVzAmqFVDrJbjhOQM1XxI26CdbinLovMwJq5Mi4lVmQSmeLMeE2fooxLpN1MzHmdCmDutJPSiZplTTTYXHOWSr7pOZldKsFZV2z41KJ6rBLO07pbJ7sn5LuQnnlykxX6VhNZZdeWTff5Hr8KzCmhgeiLcbmdky2mefCjgs54bmlHVPHxm7Zju2J1DPsWKyRV2DNfIVCpE52LBOpW9pxj+wrFIyrWCXFm8WYdftltkmlRjTGPNnefCfBjkl31IUdnzqMuR3T/ZRwtGPWKZnpUqkhBYI0QVRgej04TRadX1ROaClRoVUEs5WnIXZ/GO2Y/HHQwo6p0+XAW2rHhG/KFcZJ2R+/MTsmGyZbfvO+IkuMRw7BV8AD5PjwdrZSa47xuIybM8bjiVEcGtzJOhUnUnEUB8oxq3gxqnP5KqleYskomto3YfbkM9nvL+y/A1NrVmFyPo3DaJtEu3N0eB+jDKIOyHnefEwrXIDGAuLdNeJGzZU2dmzDsy2voGO0GwX+EM6pW41z61YjxxvMwHhHzz7849jLaAm3sb+vqVmGCyefyZLOdKEGSs/uewa3nv4p9vt9W+7BebMvQkVu5sTb8fAJPH30Zezs3ceej4vK5+CShrNRl6+fJOLSNdaL5/c9g+uX38h+/9W6X+PC2ZdgRnHmCttgdJid27r2rYgko5hSUMuOu6BsdgbGxHf7Qus6vNy2ESPxUVTnVbCEfkXVIjV51q5HHK+e2ITnj7/GOkJTg63zJ5+OM2qWw+fxZawkNw0dwL7WDbhywYfZe7uPrcXM2pUqp7AeY6IH2tW3Fb2RbvhFP2YUzcXc0kWsXDldOkbbsLN3CzrH2uARvGxFd37pUhT4M+2NaH+oSzNrFCUImByiSZFlKAlmJoXDsUHs6t2K5mFqBJZEdV4t063KzVy5o+7ExOGaSNE9nWQrd36xni1eZN7/RPfShji7T+PsHuLJZqWpr0iMHIGvgC/yjA2+AF/+DHhZrJDuK1JISF2MzoeoKSnO84mT2Iqqma+grXKxFHXCDtNUALwibSmoY6vA6ZJMDTDdpDTIfIVXrGRjFk2eTUnGOXsMiRQvYfaK5WxFmRq7Wj/zlMazQdm/Bk+CP1ZiafLHubI/LrPxx+RjY7I/VuJjs1iaKIPc+uN+2R+Pyv5YifPsK4ImgvxbJLZa0DOmJQQmN4Bel7fdTsgJQV6GQRkNgOhTYvKKXZGDLrXUHpdnfYptZz44VyQPpHjyYqc7zm5ycniiRaCqPy7v1kZHpkDOunSVbl7WaVNKQRBo1dpqpUOZFBgApCRbpTFLlo0YE25xuayCl6X9qzEmbjLWYU6gfdZ0XO8pwLjQwd5OJcZEA5Q4BRgTVUdkQmLMS27+/47xMECrKv+GGPP9mjyxpf2b9roReTLHYzpB9MYxHpPt+K3EOCHrTlQ7Jl3PycF4pB9CPk/IpHAfhJDVajJxVo6ja6yVJQRURlzgty5Hp/2XnaPHEZdiKPaXozho3Sk0GR6Cp4CXwff0HEZZ6VRL3Hhn3iMYig6jMFDI9nxaluVKEg4NNrOEMd+Xh3lls9iKp5UcG25Da7gdAU8AC8pmIei1treOrmZUV/GKpXB/F/KLrcvRO4Z7sOX4XnZOy+rmoqrAulRyeKALBSV8VaizqxlVFdZlo8Rlu7v3IKLJKEuUGwqstwfFk3G2P5gS26rcckwvmmKJMU0K7Os7xGiFSgJFbF+vHcZdPYdRVcmrEpLDQ/DkW29H6RnvQn+kl5UU14Ua4PNYJwMD0X70jHVAFD2ozatXV2rNZCg2hLYRvi92cqge+X7rLRhj8TEcCxNXewo1eZNQErS2ecL26HAz6wJdkVOJylytwiVd+MTLUXafFAdKMClvkvX9PzICIZ+PMTHcAk+ozlqX0bwNEsOsnHSV2voK4p4lf0FJF6342vkKPoFIPlaElx3X2lek2OQW72lC+4BF2/g4qZv4pbzCfxJzEMUfU18fXiZ8cv2xT9a188cUS4+58scTSSZ08ygteOmXm9PoCKslXm6XblzE+8i5X/UNXALwgPZwGJ1IUupBghFAyxvu2eH98ArT4RErMmaYE4xQeUyn64WXlUMaHQPjnmIEyZG0FttUamOcRaOgiBM19+uOy3Z/wCtOMxgi3SSJ1MEMPkKamWflkrqbnc2gpY7IG98VygReLsxKIHQ3O59Boxmx41oTAEkpT9NKnFXcUu1ISM1aUxamm8PGoDVicsCYla+kYzzIzs8NxuTo+PUY1unS/qzJvBz03wLjJs2OTznGjWxlw6ibLcb7tcYwEwLjE7Idp2NMukX/QowJt/CbxHi64QF3ajE+JmOcSsNYKw19IxhLjCe7J813U5MNWnk0+m56WEvoSmsMJQISBUhFbwJjIrs/YIJxjWzHeozjSKQOmWBcIWPsTcP4MDFnmmA82/AcOzkY58q+It2Ou9m1NtpxQLbjchM7PqA1WrG14xFZV48xBax1JwHjg0iljqsFfrHURojJ+gyMk6kENnW/iMODOw3NiGpyG7Cm+lJG6aLHeEfvOsZXm5A0GyoLVuP06ktRFDAmdQcGtmFny/N4r/z7P4/fh7zhKqyuuoQ1mNLL5q4duPfg31jCpUhxoAg3zHo3llbwfZeK7Ok9iN/uuhsnRsmWuVBye8Psd+Kier46rEjL8An8cscdODJEnJ1cgp4Arp52Md4z/VJDUkd8r7/c8RccbNuNB+T3PvbCV3D2zPNx89z3GBLnwfEwvvT4T/D0vrVIyesgoiDg8nnn4LbLP4uCYMiwUnr73gfxyqEXca/83mfWfguz6xbi1oU3ozRHezZRQvbAoScYB280qTVwomT104tuNqwG0/X4R8vLuPfAoxiJa03yqGHUJxe+H7NLtDJZkvXtW/GnvfejP6I1ZSwLFuPD867DqurFBt22kWN4oe1pjAx24pPye3fs/xVWTL2YlR+nr6o+1/oEusc5lzIJJbfLKlZjecXpBjsOx4aYLjV7UoRKiOeVLMEZNeerpeEk44lxPHH0Mewf2KfuzaWV8bkl83BZwxUI6lbnKTn9Z8s/sK13q2Gv9NTCabhyytWshFqP8doTL2F95zoDtVFtXi2ubLwa5TkVBow3db+Ol9peZEmthls5rphyJSbnG/fKxlMdiCa2qgXJ48ktEBJHEPDMhU80Js60QhpJ7klrROhDwDNTt7dVS2gjid3qZKCMHPziVPYyxnnjiCR3pTWREuET6hDwzM7wFZHkbsbvm74fOOiZm/HM488aY5NFSaKqJuMKKE8m6fuNVIWSFJR1/WnJPfnjoyb+mJ55xpX8ZKobCYniiliaP56RUd5NlInx1EGtUR/T9cn+uMbEH9MzbyTNH9Mzr952AngiyMQupGbXg0qKzDiqqMyOiOpjhoc2DwbSu5JGkZQO8dlhVbcXidQe7QGvSgwJaS+SKe1BQ6sj8dR2ky6xCWaURNBsLG84btKVTEnQuw26sdQ2k46yVETVjnhqj5zY8xsxnqIHdmbrfioXi6d2yLNP/OaKp/bK3TWNuFEwEUttTcOtSe4oaexsR0FKPEVk6Np5U6lpQjqY0WmUgh82Ph23oi3Gqb3sehkx3uESY/qubVrCpUOCAkIKNt84xjtOEsbbTgLGCRcY95wkjA+xzqLuMT6chvFWk87PCsZ7/0UYH3GNcYJhfMgC4x0GTrrsMB5ywNjMjsMnAeNTYceDFhhTIJcywZj8ih7jVtcY86S2w8R3E+9fB/u7HjcJbSbdjilYIVL7gTSMt2aB8TYLjE+kYZy0wbibPy8MGO8xThwYMCbctHOhMdljPO4C4zETO6akdq+JHUeZfZOdZ9rxuAs7HrOw46ScoB/R6cYcMN5rgnGPBcZkxxwj+sxLJx7FwUHSN+LWMdaCp1v+agjmX+96Hjv71hmSWpK+SCfTHdZ1x6Xkd2PXc4injLhRB91/tt6PnnGta+rmru349a4/G5JakoHoIH6580/Y2r1Tfe9A/xH898afon3UaEPh+ChLdp9sfkF9j/hbv7Lu+2ge1nw0CZX33nfwMdyx72/qe8PRML7y2m0qp6wiCSmJp4+9hB9t/b2KcSQew3vv+H/4x75X1KSW4StJeHLPy7j2zs8jmuD3P33m+1t+i3+2rGVdmPWyq/cAvrzu+wjHtMTmT3vuxwOHnjQktSRNQy348mu3oXNUu66PNT+HP+y+15DUkpwY6cQ31v8Ihwa0jtfr2rfgB1t/Z0hqSXojA7hty2/weucODbfRVjzSdC8Go8Zux5FUBC+2PY0dPZsNK68PHbkDPePGxIgSxg2da/Fah3Y9xhKjePDIHawzsl4Il519W/CP439XMabP33HgdkNSy/CEhL39e3D3wTvYKqqC8YOH78fWni0ZDcCah5px+74/YiyhYfSPlqewtv3lDL7eE6Mn8Od9f8SA7rwp+SV9/X1A0hfpxZ0H/oITI22GpDaSpJjXeO2IDzuS3IqELj5OpPoxntxk0l0/jmhyD2LJY4aEayyxIS2pZcghljqEaOqATjeKscR6k47yKcSlFozT+HS+YiyxkZVDp0tCasdYYpPBV0jMF5sxB4zJeYVm3zxmNy6scYnIuhr2FKfyRNXMH2/nlVaKbqqL5RqZTBzkj3cbmE0o5qPYL7P7fJzFijS5qekq/lgpsVa/kcVHFItOdJnQiS03GDtqADLQXl2tuj1NAu2F4rqSIaAxk4R0RL0REikyBOuK7qTUrBo3T8LtOuANqYEi7beya8tNyZgyq81r+4dtdEdYTT//mfZm2tH9xHRYUNmGFqRkSgrJ1FFtFcj2piBcm3QYGx+s6ULXQHFMzhgfVTFOpI7ZtpenAFJJYrLHOHySMI5mgXESSXZObwTjw1lgfMQFxgkdxta0NRSEahjTeUYtj033hBLIusOYB3qsPCcrjNtcY2zv3AnXI28QYze+IuHSjmkP8vgbwLjrJGEsyRifcIkxrUrqMaZVRHcY89lzO+0eLYhx1O1VA5ME812pU4Bxt0ngYIdxnwPGmh3b0/0QxkezwFjvK7QE8837inQ7tsaY70F2i3FvFhiHVX/cOXYcbaPm9x5Z11gizFZdSShpPTDIfzbTpfLkXb0b1L2123petRwBJR9bul+Wx5vCvQcfhp3Q35WE5S/7HpJXjsyxuPvA31kZLwmtfFISa0XL83jzc+ga4/fFE0dfQH90yFSXvosSv3393Kc9sus57OmgiZRMXXpv54mDeGLPy2ryurV7t+l46bv6xvtZ4qwkpMrPZrrjySgeOvwU+52S2XsOPGKqS99F+nfu/5s6JkqY7YT+rpz7q+3Py+M1x3hd54uIyYn3652vsATR6nps69nI9r6S7OjZhNH4iIWuhKahgyypJtnVuxNdY7T/3dw2KQmlBJekebgJh4cOWeimWCnz5i5O29M73oPN3eYUPvR5mlB45cTL6orxi23PW+oSXs+1Pst/l1KIJvfBTiLJfaqviCb32/qKKFUvyb4imjxs6yviKSq95r6C9spSHwCrYydZzwseu8WpdwF75pnrUiKdkJRV+DEH6jwaK7/OPFa3o85Lqb6d4lP3/pj2JJ88f5yQmtRnHo/X7fxxq0yjNnFlQie21GjHWWhPDxnXkAtuwzF2QXmC6HRhY3Lde8QFByk5BiXwsg4oNW1+XrTB3F4EJFMdLnVJh88cUyMRp3bmmm6X42hpxpxPHPQ6Yszr/8fk6xF1gfGAS4xp4zyNg+bjacz2W8epkYr+PK1FkPFyi3FHFhh3uMSYr0Bkh/H4G8DYiduUN/rSMHbQdo2boMOi/STbsf56vJUYD2aBsXs7zs42O0+xr+h04SsUjHtcY6ztqbUT+vu4PLnl5LvlxlJsH3B3Fhi7sc036ivwFmE8pGs45mTHvNkY1x92acfZYpyGGz0zR8d1rwiSI83AKDWMajK8b35cfrwjQ3ts6XsoeKdGUSRNLnSbw/tYaXNL+CCSclBupd013oqR+BAODBzOWKlNF2p0dHiwmTWKOjjQzMJiPRaBSFx9EQabmtYhOtSPzc0b4BuPGv6uf+VEk3j10MvsM68ceknVJb7ZdKGS5Rdb17Of79v2D1Z2bCX0t/u2Pc1+ps+Y7WGl76Dv8kViWHvgBTYGGguNyWq8NL6NR15FfHgQrze9BnFs3Hju+tVjWtnsO4SesT5Wuu2Ecc94H/b3H8FgtB+dY9Q8J9M2feMxeMdjbKzN7dsQDw/iaMcOeMaj7H3lpR8H2cyBgd3s5739VM1gbfNUWL9/YBf7eVvPVlsfS8fd3sMnWnb0bjd0Tk4X+s5tPVvYzzv7djroprCrbydbDd7XT5VFSdvj0n7eoegQWyHlCWXaOOkelF/S6ACSI21IjXQjRWX0ur9lvkaRGDkKaWQICSrbVu5n5ZXWBogaW/F/7RYDOHIJRTfppKsdz9m3cb/pVpc1PGQlyD2OftCYU1jzK3PhuQotINhNVHPhcQ3vy+A8DjfPpLezTOg9ttR9zJ0kWfcxd8ekGbmoO11q/mTTYEQTQT4mBRluenUpDxsnw2bzbvLPzmNWykZ40yqnccTllZKY7HTtOcCYvuN4tXG41qUZMdcYx2TsJJe6JE52Icl4ucU4mgXGMd1n3GLs0jYpCNWViL61GMdcYyydMozd2nEiS4yz8RViFr4i7hJj5fudr3V2GGfnK7LH2I0uP6ZdkmEUsku3uslT4CvwJuwYpwBjN35F9sdZ+QrxX+OPJQm+Mz8NcQOV42WKm96dCsa0ImuXaJBEErxUkjoVO+FGjadiKSqFpOY2ogMPKe+wTB2A3cggW01NPxEJ3/vSE5h9IL20/U72f2U/q738hf3/9w5atDqnlPFSwyh9CXKmroSOoR41KTdbBb7z/fekvfMzXAuwl7PcjvMA9tLLvtmV+Optlxl4gAeiw45JraY7hKKAddOgj5z7fd1v32H//7iJXvuiyXjoLx9m46D/RuK8gkBfDmwmZC+jcZ6MhONkF9YYs3ZAMX5ew7FhR1sbjXM7HolRR2H7u4+SWWosNRIPs0kJqxV/RUgv12fuY0O115u+78RA7qSbWD0H4y/9QL7W/JmnxaZ2QkhFXPvjlLpK6TSJSpLMQleSp1+y8cfuYxDBccGOC//+bP3xxJQJvWJL3dLcCVE9+FwekzqJBdzpMj5Id49XfkzRZeClJBlOx2YMavLPzmNWxsobkTiNwyfzq/pd3QhM3xUWfByudVkXOLcY+2XsBJe6JE52Iegat7jBOJAFxn7dZ9xi7NI2HTr4/WsxdmHHCm/qKcPYrR17s8Q4G18RyMJX+FxirBzT+fplh3F2viJ7jN3oKsd0O//qzULXcwp8Bd6EHeMUYOzGr8j++G3jK3QYj0Usk1orSa2eB+QGMzAmnlmnCZKgTNeS6w054iYK1MwmwHSdEg2SHG8eigLWXXb1UhQoRHHA2EQmEE2YJLUnTyhRjAb4vUMJTkmQNxWrLih3XLGtLuRNxYhnVlmxpWPRMU+VzNnfxTDRS3GgIAM3KyG9PJ+xWWAi6GOJajZSs+M4vLSCLCegIfmYuV7rbuYkNBmiNCvL9xU4rtgq9EDUGMpuFZYkz8ftOOTPd7z7qZkVdc8O+fIdk1p2TB/dRzp/lRtgieepFO/6fcBY1PDM02JTOyGkgq79sdYd2c0zRMk93C0IcAq5bPyx+xjETVyq6WbrjyemTOgVW+IkhOXeJEWI15O6YZJjIIdgd/MSHUQQkMgAgg4lbUrbbTLYIodSWeJF5ZyBkkTOzH7mlvMtktOplpvdWIkEj1it6iZ0TYPMhPiv+L9VSDmUyul17cdAzoPOjdqFlwGSPcacZiIXkHJcYsx5wJwxJq5DGgdRQ1Q6lnEqpNl0no4Yq7puMK7OAmNFt9JhDLyTanYY5wAS4Uu2HHWJcaFDqayo8qdxjO3LVTSMyY61BhHmGCtY1CCha2jjbMedrq+H/RhONcZFWWDs3o71tul0fkY7PpkY633FMQdfoWBcDrCmRs4Y8y0cXofZcY36h7pR2vsVQX4u0DgqHEtlPQZfcTIxrn4bYFyYhR0HdHZc4FCGp9hxthiTHRsb7pBE2x8G8njg6RMXsM7vyVSn3ERPJ5TU6hIxBeNphfPQNMz3KZoJndGMIt6ReGrhPOzsW2+r25g/h3HO1ufPZI2jrMqRSbcipxYhXyFmFeezhMpuVZGSw+lFjSxBnFnciMMDR43lyABuuut6RIJeBDx+/P687zG+WuqGvL7D2CU3XX5x9v+gMrcc9x98Ao81P2vQZUmtjBu9Tzy5JNctuQRbW/farthet+RS9jN9Zu2JjfKJC2xFVZ98UqT0runvwLunX4KOkS781yvftjwunf+Zk1bi4wtuYHtsqWNzPJVgZc3pK8B03Nml01GeW4qSnGJG7dMftX5OV+SUsi7K9B3E+9o1Rryf1JpWYKuvSqJK4hV8+MDsT8Hv8eO540/g8BB1kpVYqbJxVZcntrOK57Of55Yswpbu9ZZVAjQZMrt4Aft5SflSnBi17k1Ax1hczrszLypbjN19vITZyt6WlC9jPy8sXYhX29fa6IpYULoQXtGLOSVz8XTLk5blyHTc+vwGRk1F22QoSWIrgILAV1PVxFPRDyLPeybzFaNxagZl5ys8CHnPZp2GxxM75QZPEittNlsFJv5b/m8dYvKeVHORGJcs0/XUIZq098d0PD72AsfSXs6fruimN69KF07lo/ljuxL1IjkHocSSXnYrpxptG3XEtx+zh3GBK88Fp3JkxR9PVJnYK7asPbc1Bx2/HXlLbHZBhUzyar14BN6WnwyF6A3sxCtotANecartLIhHaFRbiROdjz3sFGjw2RIipOfJn7kIKGFJCQlLOOSE2Fw3xAiY+c+FKi7m4tdhEWSUDNYiwiNyjjpyTF6Bc+JZjYJj5RJjRlEiuMR4ioqxV2zQzaiZjZgIrnPfIMb5JwnjgA7jHAeMPfCwc3KL8bQ3iPE0Fxh7dRhbz4uJmKTDuFbG2PzYjOIKRVlgXKE9BLLCuNY1xp5ThrEbX+F1acdEccU5Efm5BVxiXHmSMBZkjCe5xFiUz0nBuNE1xgIFBbbafOJQ+dleV+NE9DLfJZ4CjMmOQ1lgXGqpmW7HNCZ7jKdkgfHUU+Qr0u3YGmM6N0eMKanNy4GQVwchbxKQlwcx1AAhr5y9r750SS3ZuOKPq3InozZkPmayLlrRnVXMkwfitZ1VZKR50ev6RD8WlJ3Gfvd7AlhSfoZNJYqIZRVns98okXrfzHfDTt43813qqucH5rxHnjg3jpmS2mjQh2sWvRc5haUMi3ctfDeEvBDiOQH2t/TXRXMuRWV5A9O9dO47kFdYZtBVcKPvWlm1CHNKuC1cveACzKsmqqfM60fvLZw0E5fP4+dHnLlLK+Zr4xUE9fj0XfnFlbhoziVsDNWVjThv1oWmYyVdMZSPqxe8k+mGisrx7kXXsL/RuadfD8LrptnvVsf04Xn2Rc4fmnetijHR7vDxamNO5PjV18rGi+EvKGbjWNZ4IYS8PCRzAojnZK5oLSlfhQI/v/8Xla9gK8LmVQICphbORE0ef+YvKFuIqr/PlzEAAQAASURBVNxqU116j3hkifaHpLFgKqYXzrDQFVHoL8SKypXs97KcciyvWGFd6+fx48xJ/NrleHNwbu35lrqE1wV1F8oQiQh4dKu0ZDvs/tRewYKlEEIhhlugYIl8fwZNX4H8hRBChbLuAiAvl70vyRNZevGJRO3IfYVPbJBXIc39EC0YEE8t0xUmQWTPPHNd4hf3ypNgtMDFX1ZCNsivM4/V7aoERNW3U3zq3h8TH6+RwurN+GOvMFV95vF43c4fExexdUw8EWRCJ7ZqkMIMRzCZXZ5sKLEiPkniacoMyClwmGHgsSWOKK84z2SZn3hs58Kj4+kShQL4xMWMi8oolIRMNyQtnDSZxpBuODR+SqIqDLp+cQlLrtJ1KTnzifO0YE4Q4RMXstnxdKEZGp+4SDVs+oxPnCsHSEbcKInzi0vTcJvKkpr0IJsCB5+4RE1gmK5YC68wM6Nsj7gp2fh0vIm2GItzDfyfHONFlhh7dVxoFCTRuDITfeKmbGAcYG8c40UnCeMlJwFjrwXGmqMl7klzjANZYjwjS4ynm2Bc/BZjPM01xl6G8QwLjBe9CYwLHTCuexMYL1UTq38NxkUWGDdYYEx+RY9xnQXGuRkYE0+tgGoT300lt9UGHltOeF9rUjpMQQatZhanYbzUJNG3s2MzjCelYeyxwbiCPy8MGM+zwZhw086Fc8pmJotkJxzjnDeEMbfjuRZ2PM/AY5udHdN3LTHBmHgTpzCb0XT9DhjPNcG43AJjsmOOEX3mnJorMbOI9I24VefW49L6GxD0aLitrDwfC0vXsBU7vZQGq5guJb+KzC1ZgVWVF7DSZL0U+otxUd21KM/ROCSXVy7CJxd8iPHW6oVWGW9d+GEDj+2skmn41qrPoibPaEPEY/vxBTfiskZt52lNqBLfW/MlTC00ltISj+11M6/EzXO0hLogkI/vnf5lzC+lZ4gmXsGDSxvOweeXflTFOOjz48Gbf4J3zD3LUJJMiQ7x2N5/048Q8CrbFgR8adnHcVH9WexYellYNhu3nf5l5Ps1jmVKQN8743KWYOllWmE9blvzJVTRpIUsV029EB+Z/z6E5DJbRSaFqvCd1Z/HjGI+mUOyumYpvrj0Y2o5tZ7H9svLPsESdxW3vDpcPfV9KAoYn01BTy7Orb0Ui8qXq+8VB0rwnmk3oyLHuJrlE3w4reosnF6tXY9cbx6umXYzakP1GaW/C0uX4ZLJ71QxJh7cm2Z9ALOL5xgSVoXH9sZZN7NVVQXja6Zfi6UVyzMadTUWNuKDc25hSaoil9S/A2fVnM2+w4hbLT405xYU6857ddUaXFp/meE+ICkNlrHx0WfUcxarEfRQzBvIWKkNepbCq4uPvWIJcjwrIMB47TiP7Tz4PXyyk4S45HO9p7FE0yhU+j8DAXGWTpe2AqyGR0iP3YjHth45ND6dr8j1roJXnuhK57HN9a4w+AoBNRYJa66cV2j2zWP2EpMcJCjrathTLkDxqrk/XsxiMFVXrGS5RuY2I/LH8w08thRXU+xHVUtGIR7bmQZecdHRH9tN6k8MESSlX/QEF069Qxv26V/7vW984zkt2yfkMsE8S0JirkudI6Py/iJeimV3XOoaSbPVvMTTpisd2yCuNAPJddAd5zy7rKSBxuCzPa7CAyayUgXr2RfqIpqiEl8qLxFohtt6pop3uBwApCQEIY85IWvdlNzhLc6+XymZsMaNdGMnHWPiRZOkUYCVYNBxvacA40IHe/sPxv9KjGmCSp9AvXk7pq7RiVNgx9T1N/IG7Jh0Pf+/xVjrkqyVH1vrUkkylRZ6ZB8rnCSMx2SMxX9LjN8WdjzSAyGfJ3VSeABCKD3ZfWMYR5Pj6BxrZQ2gKFHVJ6npQtQ+naPHGZ9tkb8MxUHraoDkyDA8+TwY7uk5jLLSqZa4UbnvwYEm1mWW9tTOKJ5q2lGYn5uEwyf2YEYdL12lTsE++XvM5NhwG1rD7Qh6A5hfOov9ayXEf9s8dBxe0YN5pTMR0iWe6UKNpLYc38vOaVndXFQVWFfLDMdGsK/vEOPGnVpYj+q05FwvRFm0u/cgo9Wpza9GQ4F11Qc790J+vQ637sG0SXMsMSbqn3191Il6kE0czCmdbosxdUgmup6gNwe1eQ3wiNa22dPbjPJyngDEh/rho1VdCyH+256xDoiiB7V59ez4VkLNoVpHOBfx5FA98v3WlTVj8TG0hIkHOomavEkoCaYneJpQg6hjw0cZXVF5TgUqc633P1OX5KPDRxmfLSXztGJsd/8rXZIpyaUk006X+FZTGGe9bDxCqa2vSI50wJPPJ4Wk8BCEkHVFYkoaRZJt/aCVzlJbf0x0QUl5Sxmt6Gp7a83GTKXZSiMw+74lWg5Czx37fbJGf0wTsbxc2dkf04JdoUt/7FO3S54MfzyRZILvsdUbH/GGDquJLaQi00CGBwN9SEm0NzfBbkaqPYdUbKJLlAXEhdXBb1yJSnSr2d63dANgNy16GREykdYLkg+iMAYPW03wmgRcCuVNRF5JyIckkcFmXhKl/bcgKB3e6H/mwRQ94JmufDOyPR6SvgGS8bjEQcnagCMFUSoAxFrDLL6mS4HkEPX9AwTCOAFJUhLyTNw4t1cYgpCUk3cRkhSy0KVJhhEIAgWgUVk3P+OGzBZjchzU7p24DgXJA4lW7FFj6pyIGDuZamPBkSCJkIRSeHRliJlOlPgt+d6KlFDMdM0Cy+wwJv7gdpmfMQlBymN7RFg5dAZuCbYvj9qyUydvQcqBR6yBKJW7tOMadS9eJsY9SKbaTwHGQ+zanXqMC9kMpTuMQ/CKNf/GGJfJulYYE4fogAuM47JfoYcgYzaU/UrOm/QV5B+G5fuffo47+gruN3liy/YsW/gKRunDdGNyA8ECSFKB6fXgAckQBIH7H5pstPbHnOaJ+2PhDfjjIgt/PC7b5hu1Y/IVZs8x4rPtkPmLneyYaCG6dXYckJ95bu14HB5UWdhxPxJM160dt6hr7sSt6JGCppO0A9EexkHbPtrCpoir8xowu3gJigKZiVc4NoSDg9vROnKEJbblOZOYrn5VVd/JmCiAjoUPsAS3JFCBmcWLUZPbkIEb8dk2DezEbPn3Xb3rMNWfxOT8zGQqloxjY+cWvHpiA9tvWxwswpk1p2FV9dKMlTVKzjZ2bMNLh57D1+X3nj/+Ks6eeT7bW5uO8dojm3HX5sexv6sZef4ctqp6w7LLUJqXOSlASeqdmx7F1tZ98Ht9uHDmarx/xRWoLcrcX3eg6yju2PQoXmvays79jKlLcfOKqzCjQlttU6R1oJMd97mDG1iSREnwTSuuwpK6zCZDPSP9+OuWJ/HU3rUYjY1jTtVU3LT8Snb8dIxH42N4+fireIf8+4OHn8A5YgQrqxdnlEoTxq+ceB3PH3+NdXguzSnG+ZNPx5k1K+DzmGP8z5a16BztQYE/hLPrTsN5dWtMMW4JN2Nf1zrwncXAzt4tmJO7mq3SpkvHaBv7e+dYGzyCF42FMzC/dKnaDEovXWNd2NT1Oo4ON7PqXio7Xl65EhU5mZMCA9EBxld7aPAAG39dqA4rKlehVreqqgh1at7avZlx4cZScVTlVmF5xUo0FtB2gbQy90QE23u3MW7d8cQYW61dWrEMs4pnZ9gxJcm035eoiMKxYXZOtF94Xul8dYVZwziJ/f37sLVnCwYi/cj15WFh6SIsKl/MmlelY5yUehFLHlHrQWKpY/BJM9kqbbokUwOIpVpYskpTuSmRqjXq1ZJl4ziGEU+1IJHivXm8IlUo1cNj8swjGh06biLF+wNQEuwnXbHI8pnHF8zoOUX7ZAstnnlm/ngSRKnMwh8rcUVM548rTZ55FIP0sueC4o9pr6xo4Y9T6Jdj6VHZH1fKMcjEbhz1b7FiywMH2nhvtumdOshVqsZCwUCCbd424eBCPiuJUoyFjC+e2mG6IZv2R/EyJ59qUPHUXkYenykB+FnZWY7uAU83itlGdkpwab+R5kwpsDc/Li+XoJl6TZdawZs3IeE4aM40JQ0gnqImBPpmE7wVOZUjKHvhNIyJ4yvlAuO4fD3iFmUcNTqMk7KuWcOSgIyFR4fxHpXsOl2Xl0QGVYwTqUNIod2kvbpXLsHTZkITqeNISk0mulSyOQ+ioO1/S6a6kJD2penyn73CLLWZV7YY08wZ2ZsZbiKq4RVn6jCOIJbabtoghxI0nzj/TdjxqcK4RSYnN8N4PkRdORFvCrPfJcb9iKd2Z4Ex4WbC3fgfjLWrJ8yGR9SCW847TXyAksV+1ZI34StIN2HhK7SVgux8hSSP14xyg5LhOp3NO/lj0g2cAn9MwUaBSztuhFesd7Bjrktl57TVwugrtlk880rl8mnFV8RlXzFiopsv+wqvzlfstmicEpSfeXpfcRApmDXT88oleFpgmUjRKtRRxmEZKOTpQ3ToKbYHL91XED/tug7Oo6o06lHKOU+vfgemFlIpH5f20aN4oe1htlqq16Wfl5afhfmlq1TdvkgX/nn8fkbpgzRdKmdeVXmhijFx1P6j5V5Eh3txw9Jvsvfu2fodxHN9qM2binNqr2YlqEpy9oOtv0RLuE09nvJvQ/5kfHHpp5Dr47FCPBnH9zb/Btt69iAnksR913C6nmsfvAmFJdX47uovoCynRMX4S4//GPdsfQoeUUQyxe2IyocLg/l48AM/YUmjIj9f+1f84IU/s1XJZIrHTpQc+jxe3HH9/7HEUpEHtz+D//foD9n5qrq0milJ+Nk7v4x3LrxA1aXE+gP3fh2JJAXvfAzKd3ztgo/gE2dcp+ru6TiMa/7yOYSjoyqlkKJLye13L/uMinH3WB++tv4HCA904f5rOMXRdQ9+AONBD5ZXLsSXln1MTaZGYqP4xoYf4+hwawbG0wob8K3TPos8X66K8f9t/jW29+xld7u+UVdlblkGxi+0PcU4an3jcXziNN786jcbvglPqADvmnojynRJ6KauV7Ghc62BDorGQbZwxZT3oi5fK5+m5PDxo4+yvxODObt27HMSrm58F9uHq9r84GHcd/gegx2TLn3ugrqLsKb6dJ3Nt+OuA39hK7aazfPxUHJ7af07VIwpWb5j/58xJFMLGW1+Fq6Zdq26ij2eGMcdB25H15jCc65hTCu8VD4d9PD7nyY37jt0D5qGj6g6ilAp9Admf5h1e1YwjiR3IyG1AaNR5Be/k70fHqDmcfmsnNijiyuiycOIpQ6bxhU5nuXwiqUGnlo6tllcEfQsgk/UJrcSqR6MJ7fKekZdKof2exrTFp7aLJ551GulQuePx+XYzcwfl8lbLfT+eDtLPDN1advJQp0/Tsr+mE9SGyVH9scBnT8+YNH80yf7Y+vKjYkgE3qPrRbAWPHZ0kqAdpMmWGBt3vWRAv+U1K7ppg5ZdhmjB388dUD9nbo4mgc7JFGeLKjzB8YxGYUcFa1SpXQBpdVx6dzb5ZkinrRbBVFcu0vjWGQ3THoQxbX4+RxFkq1o6zG26rZoPB+JBS9WfI9jhqSJB5RWXTjJEVN3PD3GVh2wY/ymljGmVTaecGnnpAklejtVjCmg5Emtma6c6Mkcj7TCxZPadF3+c0I6wIJODeP0pNYK45Ssa44bBYR626RJFGs77jd0WHayYwo4FaFuq/YYa3ZMHZ/tMd6VhnGzha4cIBsw3p8FxvZ2nMrAOJEFxhGXGB/8N8FYPrK0n+loCaV5Uss/TaTvo2/CVyROuq/gn7PikSR+V+068/HY+WNa0ebnTufp7I+TugTfzh936vxxzMGOm9n15bp0LXea4CbbDGgVlyeQNG6yJ6vOmoSTvsMy9xUjFrrhNDs+atMNNCJ/L3R2bNUhPt0f9+nuLSs7jqsrtZTUEvL6YFn5/bWOpzAY5dcrkhjDC21/ZytH6bokW3vWssSXn1sSz7c+hLguqdXrHhzcgcNDu1SMXzrxKOPJNeLFddtGm7Gzd536/p3772dlwnod5d/j4VbcdeABVfe+Q4+zhIufuWYbpN0z3o8fbPmd+t7dW55gSS0bv5zUcjwlDEdG8P6/fgXxJLeZlw5vYkkt19ViJ0pEaaXzg/d9HQNjw+pK7f979AcsiTLoppJM/7/+fhuO9PDS2b7RQXzwvm8gloirSa3+O7773B/wShMlC2A6N979ZYxEqaRfytC9c/NjuH+bPGEhSfj+lt+iLzJosAgFky1du/DAoSfV93+z6260hE+YYkxl13/YfZ+qe+/Bx7Cjhz/T07tPE8Y/3PoH9ffdfdtYUqs/nvJzNBnBY0fvVztNHx0+wpJa/nf9tZNYefYTxx5EJDEur9R24rGjj7K/6a8z/UzvPdL8MHrHe9TV1/sP35thx8rnnmv9J5qHm9WE8p5DdxuSWv14Nne/zlZnFYwfOHwfhmPmdnxw8CBeaX9ZfZ+S8O4xxecaMaZk+ulj2vV4se0FNA/zGCu9SzRxNj90RLP5eIrK/tss7v84xhObVV9BK6k8qTXTTWE8uUX1FbRSy5PadF3+cyS5Q40rUlJUTmpTprrR1AEkUr26kmK7Zx49W4bT/LFV7NZr6AhPOYZZUst1h5m/Nvpjs6RW8cdaZ/MUVbdZPpviBn88UWVCJ7ZgF92eIJkevizgkijQMTcSRaisigVyUkymJ7A7LgV0EWYAVM5nr8tL4pSyQnshxy4H7o66khqU2VPhwHA8Kq20ngyQR5HiDys+FieMB2SMIw40GyS0VyAlJ+T2LdVZKSGt6jhiLMkYD8tlLMrYrSSOlMQfFImU/bUjq6AyEPaTxB+W1iKwklgS/hl755BM0WoVaVEgbk/InZBa5T0qVIppT+jOS3iT8r4zLeC3tnmyYwpU7M5P3tusYszHbi0xHcatrjHmYxBOGsbKd1MJu3uMaaXNnpLLiHF3Fhi3ZYHx8bcIY+jGOeSCUH7gbeIrqOSZ7MHJF0Z5OfFb7o8Hs7djqdeBAoKOd1zrRcBws/MVbVnYcTdP2M18BSUno+PqSxrtRmqkA9LICBIjBw1/y3wNITXaAoyOIhE+pHs/YmvHVH7sJAcGaHUELBG1ojIhoZWkvf1b2M/Hw4cwnqRJDBk3SYJ3LGZ4HWh7lZ1bT98RDPUfh2csCu+42XWRsH9gG0sy+iNUPrrDkLwYz0zCps5tLNiPJqL4x9GXLeliKIE6NHgURwaPsWv9u3UPWPL0UpJJ+2OfPcAT7N+vf9C0yzE/roTxeBQPbH+G/f6X1x+x3aNHNbNUokxy39anEUvELMdMq31/XP8Q+/npfa+ge4Qm48yxoHP53boH2bkdHGhG01BLBpURUf8EInH4IzG8sP+fiA0Poqe3FduOvg7feJT9jV7MNpXzQwqvtm/CQETG+Jg9xrQPummwhY1jW49MZZQmRP3jGY8iMtyLo+07mB3vanmZreqSTWS+opBGR3GgbSPT3XJ0LQLjcXYcs5d/PI6tx15hujtaXoM4Nm6pGxhPYFPTi0x3f+sWxIb72fdZ6ZMu2XFb10H09bXAOx5R/6bHjez49a7XmR0PRgexf2CfDZWRhD19uxGOhdm+6S3dm2xpj2hPcccoTQpKiKWaze2BfMFoBNLoIBIjx9j5xcL7uI/QvwxjplVM/hyLJY85xhUxOeallV17f0y6yoTgiGMsrT7zWKmy+cSh0R+n5FVgq0lUvT+OuYzdhnjsSKu1jrEbPQucaFTf3jKh99hKlrPyeqGgiPbV2huU9mih/VM0k+ZcoU37gHjpWcKVLi+hsA9KSFh9POuEOuYKA94V2g0WXIc28DsfV0nE+ayivcTlm9uNriQnGPbOQBO6HoJLjAfhEXJd2AWV+wzCg0pXASiVFAP18r92QklRfxYYcx2J6aaX0qTLuJyQOx+XsOWJvrOtaXac+7bAmO/3lCYIxhT82ifLilCyzLcjJLPAePwkYzwoY9zvnKzKtu7u/uc62fkKN/6KgouYTQWI2TioxDjlUtfv6tjcx5LvHnepW3IK/DHXYY2lHOxYekN27DTJwIXt3WYd/XV2LEnwnflpiBvM+U6tW6hkipvdXfy8JrM9tVYBs7qGPsYDUGoWZY8ZNQ86ruqq5aOShEuu/x0qt2dy6wK3sn6oNziMl1Z+h2K9aBqU+VLtzg0SjgweZfsVx5P214Ql432HUOQtREu/vgohU6g51MZjO1l349ePUZJvfY/Qc3/jsR342Jpr8GrTVsNKbbrQ30iHZP0xWvWymURJJdkYSDa27GJjSlgcm3A60nscQ5ER7Os/pJba6iWdzxb4HeuPfX/au/tmVzJOXT1PLyWs1DU5koy6wrgqrxRDMfPnv5HP9jvs/1faHtWoS3uGlX3DTkJFxlqhsZ3cAmLU5ay6TvJFUA/zr6W9e3xBLW7/w00qbtRMqme8B70RPplqJ3St2kZbEfLlI5aKOWJ8LHwMlbklls8QMz5bs7Z6idVzOK+uPOaE1A8/psjVcfZxRZJWYT2UXDoldTTp3JfFM4/On/a/2vPoymfAniFKFZTTOLg/9rt65qVYDkK6Tr6e+ksMArou+BNNJviK7X/kP/If+Y/8R/4j/5G3TMYilkntyZDU6nlA7lvDq+gdj1sktdbStaQeiRzrrqz/kTcu0YCXJarZyJz9XQhEnSdts5FE0If2RUZqpX83mbyrDT5a8X6rJDfAEtVsxLt+HzDmbrL5P/LvKxN6xZa4n5xXKugUqZV1yMWcBrUPoNbbfherO5zLj88x03ckXOiKsr7TDFaObk7KfuZG4xGkf51W6HJVzivqOmd/XLmluJTjAmN6iFNTAes29voj8zl8tzX8dD08LjEukpvDOK0oUpMVmWAbRTZ7HpXjFqv/JllJu5UQkXmJDmP74ypcjQKN26GcnWPrk4/roMo6wBI5vLuHObdN3ynGuN8VxsQxSmWi1vfem8H4xEnGOC+Dx89KOD9dthjnOMwIZ4uxgkUJJLaf2PokFa5XPgan2eMcna5bX2FNY6Mbsc6/upEc+TOiC/+i6NJ44i59bI7jSqzRHw9l4Y/7XdkxXe8U29Nlp3sK7ZhxO/Jnqln1QbSdmrzwJJRzu9OKzWbH1W6vOJvxPceSuzJLvimpNXCocixq8upxaJD2XZqfJGvnlcubx1Xl1uEE20NrrVuVO1nVpc7J6XL/a19HIoevKRNF0OUNN6Mn0oFnjxvXCFlSqxuvTwyg0F+GaUWBjOY5ZhHItKIpyPEE2ctu1ZaOM7d0But43FAyia3aWh2bVkZXNfAGRCsbFmB983brMmBBwKoGzvVKTaTatnVZrtpSebHSaGp1wyK82rTFctWWdJUxrKpfgLs3P255boTTtPI6FAZDmFMyQ1utFQS2+pqeqFIzqN+d+38YioVx60vfZDhQqXLmqi7n4J1ZPBW5XuJcDdiu2ioYU8dj4iVWV20FAQ/95cPwpiV+F9ddhalFM/FY8304Mdpqe63XVJ2DReUr8NSxJ7Gr17pEnVarl1Qsw0WTL8ZrHa/ilRPW5dOkO6VgKq6dcR129+7G48cegZ2UBsrw0XkfR9tIG+46yJuTUenzFy75aYYu8duW55Qj1+vsu2kcdaHJ8IvES+23XbXljdMamA8yPPMEga++piWqvNFTJcYSm1W/SaXKZqu6XjlWIGqhBHv+W8cVHrFM1bWPK6gBGG9Kxcfr5OfJZ4gsznL2xzy2Yk2hHHUF2R97XD3zRDVfCTqs2ko8XprAMsFXbPMcgx6FxoOXWtp3+iKid+qsSe2uid7A/rjUDZToB0R4hFoH3ZCaKBIdg72QkfIOkc669PDknY4zCe3NtPnxqAU4/x6bUYjKbGTIBcacYoJ3wXSaWee8WrybmzVHm/LdjIvLEWNBxphzM3oEp5lUP0S5zMIr2l87sgpqr85+EjSSa3OhDqZch3/G/vbyiFQARFrkJO0DS69A3VkpqcuXy9St94vQGLgdB1hbeGebJzsmcu5JDhjn6zDmY3eHcZ1rjPkYpJOGsfLdIsqywJi691pz5mViXHGKMJ78FmFMOsp9Uei4H1fzU2+1r/DK+wGdfCHxEea8DfxxUfZ2TNR0DgW7ZDf83MiW8h18RW0WdkzdPQP2dkxJbV4OhLwKiKFqCKEQvKGZ7D3rVyHEvHrW9dibPyPz7wYKDM2OZxUvsR0v11nM/p1euEDtTGyZwJQsZz9Pzp+BHA89T4y4UVKbyOWvWbVnsHMrL52GwpLJSNLqkvw343gFRidEHXtLgsVYXrmIBf3m+ApYUUU0RYUIeAO4ZMrZlvtmKTmbUTQF04o49dBH11xjvbdVEFFdUI6LZvEi1o+uvsYyqaUuyjm+AN67+GL2+wdWXm3fSEaSGO0PyXVLL4Xf67fe65tK4iOr38N+vnTOmagIlVju9aVzoXHSuc0sbmRcuCrdjCAgGvSpr1jQj/NmXQh/QRHKy+qwZMpKxHMCiAQzfRFhf0bNChQHZYwb7DGmBHhqUT0bx5JyrWu2Mg5mEzl+JHMCCBaUYUrNImbHC+rPRjzHp/7d+ApAyMvDrNpVTHfZlLMQzfEhnuM3fcVyfFjacCbTXVR/OlK5OZa60RwvVkw9l+nOrlsGf0EJ+z4rfdIlO66tnInSUqo0CLLvyxQBKytXMjsuDBRidvEcS9zofaL8CflC8Hv8WFaxwkaXJ8DVedRRXoBfbMzAmPsUxa8UwRtqYOfnz5+j/k2SJ9OM4oFPju/8ngbHuMIvx7w+5mtFB12lo3XIMZZWn3msQ7I117jmj0WZa9yaJ1rzx36XcUWhzIsusDjHXuhZoHWTnogyoRNbbiyTbAyLglON4sYrNFoGtxQAiILW7ptRJlgEU5wmZZb6u0eotzHCgEypIJiOKfPRRgEzvyyUjFsfV6GX4M6bGTgy+ec0baLZ4OdOySLRJmRefj5GoklRZ6RUjK1MxXg+AijosCrDovPRbhhqg26dbNDsXWUaxlY3m1+muOHjFxl3l3KjCyb0EgtUjGn1zyNMtdDldD8Krxe1QPcKSmmMMXhhRxZmqbQVHOMFLjEWZV1z3IiKRm+b1BLe2o7pfKa4tmOiEVLEIzQ4YKzZsci41GqywLjRBuP5aRjPtsF4dhrG9nYsZmDszQLjoEuMZ54kjANvI4z5JCBLeti9JNhM8OW9CV/hPem+gn8u12ZGXM9ZWujgjynQ4OdO5+nsj/mziCWAtv64SueP/Q523KhWKXA7XmiCm2wzqGF2w3UFZk/WvqKU2aPRV5gHXmTfRjueIu8lNpOg/L3Q2bFG0ZVpxwt1dlyqu7es7Jj7yeJAOdZUX8qQ1wfOyu9E96Nw2Qa9uTiv9p0suU3XJSG6n5o8jgXpnF/3brbSaqZLdD+UKLP3BAHnTLoKuV7j/a/o1uY1YmHZGvX9m2Zfi7r8GoOO8u/k/Dq8f9Z7Vd3rZlyBxeWcrig9GS7PKcEXl31M/f3GZZfj+qV8p6ZCycLxFFCQE8JdN3wPXg9//5zpK/DF8z6UoUtJpt/jw1/e910U5/KJvVmVU/Djq77IkjyDrkjBtMjofqaV84SAVo5vv+47jBNXn7AqnyO6H2V1l3TuvvE25Afz2Bg1Xf45ovu5dsmlKsZfWvZxlAaLDRahYLKscgHeO+My9f1PLLgR9fnGQF/BuLFwMj46/33q+++beSUWlc+xxPgLSz+i/j6/dAnmlixSEzL9sQOeIK6ccq2afE8pmIbTqs4y1fUKHlzecA2CXl7pUplbhSunXMX+ph8D/UbvvXPqu1GWwycwKVm8dvr74KVJPB0ayueI7of4aUkoCb1hxo2MJ9ZMl+h+FpctUTF+7/TrUOA3t+OZRTNxZs3Z6vtXTLkKFbmVpnZck1eDSxu063Fu7XmMk1evo0hRoAjvmabZvE+cDK86qZr5zMvxLld9hVesgF+cbqFLdD/LVF/hEQoQ9My3fObRKrASVxBXbo5nqcpnnq5LdD8KjRBLQm2fefRsKXDpj8tYnKthMYtV05jrFjB/bfTHxTb+eK6GjDCJcduai8/gjyeqTHgeWxJOsTAkdzKl2cWAPBtuRo5MjaT6ZBqQBCt/oFlwc2L7lExWTyU+UVai7BEocLAiq++VyeqpgQiVglWy2WUzcmTeFInK9qjMgs+uM86rNF2uTx3SBnTlAzSbTKsZmYkQp5kY1JXM5cq6AdPjUjc16rRJoxdRAI9YK5cspOtS6c+wS4xTuutB18Yn64YsdHnXaF4SSA6bvj/fhIBawfiE3GDLHmPCLMF0R1g5M103un5mBNTU3CeZakMKw/wBI5TJupnl1USFwrviymUwQjGbMdNzMVpjXMjJuE0xjumIu5NyUlSjVh2kXw+iNaIO14zkG0TyXSOvDprZsULyTXYsk3zb2vGpxJgaHohvAGOyzbyTgDFRonTrMJ5kcf+fSox7ZF+hYFzFKinePMZD7NqdfIzjsl+hsmTyX0HZr+S4IKu398eaX6GfaYKu0MZXhGVfkXD0FZpfoTI4SmgowCgwvR6cXkjxx6KDP1Z8N/ljGmPeKfLHJ8+OyYZTruw4KT/zsrDjcBP8havZe8nhgxBDjafIjmnSN3OyiWh/qPtxxyhvFEUJKq3mKkmtXsKxIVZm3DpyBCkpiYqcSUy3PEc/2cFlPDGKIyc2Yn7D+ez3lw/egxmTTkN1Ll8l1UssGcWRod1oGt6LaHIcBb5izChahMn507WVRlU3jtc7t+KV9g0YiAyyldwzJq3Cqqql8IlGG6KV1Y0d2/DSgefw9fO+yt57Zs+TOGvmecjxBjMwfqVpC+7c9Bj2dzUj5M/F5fPOxvXLLmNJZ7psbd2HO15/hP1LieZFs9bgxuWXo7YoM+g92H0Ud7z+KGsURed+5tRluGnFlZhRoU2MKNI60Im7Nj+G5w5uYDyxy+rm4uaVV2NxrTKZpknPSD/u2fIUntz7MsZiEca1+/4VV+KMxiUZGI/Fx/FC6zq83LYRI/FRVOdV4KL6s7CialHGyi9hvO7wWpwzm3Ps/vdz38FZM8/FGTXL4fOYY/xsyyvoGO1GQSAf59SehnPrVptifDzcjF19W9Eb6WZltjOK5mJu6SJWrpwuHaNt2Nm7BZ1jbfAIXjQWzsD80qWsOVi6dI11MQqe5qFmtlDZWDANKypXoFzHjasIcc5St+GDAwdZt++6UB1WVK5CbSizAo0ogrZ2b8He/j2Ip2IskaaklhLgdIwjiQh2HV+PFVPPY7/ft/X3WNiwBrOKabLTiHE8Fcfuvl2MgzccG2bntKRiKeaVzFc5hTWMk9jfvw9be7ZgINKPXF8eFpYtwqKyxSzxTseYtsrFUtQJO0xTAfCK1WwllZLOdEmmBhALH0BOEfdB0aFt8OXTIkPmsykphRFPHUMixUuNvWI5fGI9PCaxW0oaY52SE6kuuVKsGH7SFYscnnmS7pnHK4PSdbU4j/xxruyPy2z8McUKMdkfKzmIaBKDEGWQFldQTEGxhbk/7pf98ajsj5U4z00Lv7e3/FsktlrQM6YFUiY3gF6Xt91OyIFUXoZBGQ2AaCdi8qpokYMutdQe52VxLMiwnvngPIY8kOJBn50uBWfKXgPStSmrYjeZsqeJSiCtG1nwwFIJugK2Rp0dxjxYVBJbPg5r3Ph4ebBq5gzeKMbETcY6zAm0z5qunXWpJB2THCk9VbiuHW7UEp3vraAA1B6LOO9mKqUgCFQZYL1HhU+8DABSkq0QmSXLRjumVvIJuXSFl7CeHDsmypnIhMSYl9z8/x3jYUAQTzLGE89X8OQzru7rtdI9tf44rpuUzHG4dtnYcULWfYvteLQDorxCJoWHIYSsy8aHYj0Ix/rhEX0oD9bBm5bI6WUkPojBaBdEwYOyYC38HuvS9dF4GD3jfO8xJau5PusxUHfXrrFWltiWBqvYflkriYcH4CvgK9MDvUdRXNpgrZuKY3//YYzFx1CeW4bGAl7Caia8M+8RDEWHWWknlbymJw56jJvb92FqLV8FTwwPwptvVWUA7OtswuGeFuT4gji9cTFy/da9L5r72rC7/RBbqaX9r8pKrZkQZdCW43vZOVGyWlVgXSrZPzbEOiDT3t4FNTPYHmArGY2OY93R7RiPR1iiPLsyrRxVJ9FEDOuP7sDQeBiTi6tZsmyFcXIkDE8+P5+9x7Zh9uSFthgTrVD3eC/yfXmYVzYLvrTkTC9HBlvQMtyOHG8AiyvmZCTAemkLd+LQwDF2vEUVs5Hvt94S1z3Wj319xM0qYH7ZDJTmWG9pGIqGsbPnAEvMZxQ3YFLIetvRWDyC7d372H7iKYW1aCy0LkdNhIfgLeDfe6LzIGoqptvacUv4GEue8335mJyvKxk3wbhtpBWDsUHkeHPZvtr0BFgvnWMdrAuzXwxgSsEUVtZsJamRboj5/Pyl8ACEkDVuKWkcSbljPCWroslkmaZLE4icRcAjUDmvvT+mvbk00Ui+m7OguPHH1EeGlwmf3LjCJ+vaxRUUS4/JcQXFIPZl1RNFJnTzKC146Zcbp+hIqCVeCpYeUBHvI81oGBu4BOAB3ZBGQ0xKPUgwAmg5gGGH98MrTIdHrMiYYU4wQuUxna4XXlYOOclgiIx7ihEkR9JabFOpTWmabkLWNTYtkSSq1y83GC3jI2RchGkk21JILkX2pN0APRk8lZKUI+Pme8MYU6twzsGl35vjAyQag9ExSBSwszHrr4cHkGhGKj+D5iGROugKY1qN4tdjWKdL+7Mm83JQA8ZRmQy7X6dLiVc1vOK0NNwSbAzpnI+0+sFKUg24pZBIHUEKukY9Et9zwcpMdA6Vz1K2yNylSZ0ulQBqJc6K0GpfQmrScGO6OWwMSiMmRzsWp7OGLe4wbmSrR0bdbDHerzWGmRAYn0BCajbBmHSL/oUYE27hN4nx9DRfkR3Gmq/QRJJo9bHyX+grwvI49L6CmmyUZ/gKelhLjMNZ39xFBCSaFS8yWVUlH6tvUkKN8yihMVZL8JXrriz8MemOuPDHZMeHkUKHiR3PNuDG7fiYbMepNDvWysjt7ThX9hXpdtzN7iejHQdkOy43seMDkFL9anFdLLUB3tTcDDsejvViW89zGIxpvNoewYfphUsxs2ilAePxRJjp9kQ0Hmey4ob8+ZhXegZb+VIkmoxgQ+c/cSx8UGdvAqbkz8JpVRfBr1sNSqYS2NT9Ig4P7jQ06qEGU1TSnKdLhgnjHb3rGF/tdfJ7T7XcjaJwPU6vvjRjNfiF1lfw96anMBrX7KI6txIfmHMdZhQrW124EJftvQf/hoGodj8VB4pww6x3Y2kFb66kyIH+w7hj//3o7zuBP8jvffG1b+GK+e/C2bVrjLpdR/G5R76Pne2EBZc8fw4+fvq1+MyZN0CUy3xJTgx1M93XmjUuYJ/HixuWXY5vXvRxtoKryOB4GF96/Cd4et9atTEUlQ9fPu8c3Hb5Z1EQ1PxmJB7Dt5/5De7d+hTiKe0+PWvacvz4qi+wvb6KpFIp/OTlOxkHL3HnKkLJ6k+u+qJhNZiux52bH8MPX7idjUeR6eWT8cMrPo/l9UZim/XtW3HXlrvwO/n3b2/6OfIPVeDD867Dqmq+71qR3b0H8dtdd6N9VLNNSm5vmP1OXFR/pkG3ebAV39/8RxwcoEZkXCi5vW7WZbhh9hWGpK57rA+3bfojtnVrHcMpub288Vx8fOF1DG9FwrFR/HjL7VjbtlndK03HOqduJT675Ga2+q5INBnDr3fcg6eb1yKh42ZeUTUfX1x+C8pyig2J5517H8H9B59mn1NkTslUfGnFLagvmGTAeFP363jt8DP4f/J7dxz4Mwq7JuGKKVeypFUvtAL8TMvTCMe161HoL8Ql9e9gK7x6OTp8FE8eewx9Ea0pEyW359degKUVywy6nWOdeKz5EXSMaRRWtDK+pvoMnFFzpgFjSlIjyV1IJk6om4FGEi/Dl5iOgGd2mj+OI5LcjYREvl4Tr1CDoGdu2nMsiUhyv8z5qj3HyAdSSbM+Geb8u4cRS5FNaNeDJpWDXtrbHzJWuUjkj4+a+GOKK4wTVslUNxISxRWxNH88Ax7Wb8FImRhP0b0/rtP1yXFFTcZEOY8rRnS6HjmusJ6Qmygy4VdsKVFFehdFVaiolC6SX31op2zIiT3CDDW5pVKIRGq3pS7ttfSIfIaIVkfiKXpAWDVvmAqvvDGdB0ZEH2DVkIFmhSp1gVGLTRdVCix5QscT1VabbmcUWFJzHFHWpQDKituXVpCoAYk3a4yJ/5IHn1baNIYcXVJrzb9He/CUgDU7jMcRS22xxI32ofk8M9XrwXXNcaMyYL6XkTBOsTGoSYbp3msqofIwjOOpPTYk2wH4xWUqbhRMJi1tk5ogLFNnC6mclzs781H4xEVqwMoTrj0WulSKM1dNvE4uxpPg88zQYbxZds6Zx6bJHGWP9KnF+DAjQHeDcSLVhqQtxovVh1B2GA8hntpug/E0tVHQ2wVjfo+O2viKejVJo7IpWHZGFmW/8kZ8RVj2Wc6+gpcKW/t5noAW6yYZdQlihhSxsi93/phKknkTFD4ZQGOIuvLH8dRui+7sFGBQZ9HlauAVTx6y6YzskXU5bolUK5LSEZd2TEmtNW2PV5ynJrcGOx4dR6CQ7++MDj3Fmrzo7ZhWXl8+cS+S7NmXaZtTCxZjfinfj0hlvC+fuAeR5KiJLnUunoKVFZczjBOpBJ5u+SsGot0ZuvRUKglW4tLJ18MjehnGL7Q9jLZRSvAzdWmP7OVTbmadX0k2dj6HA4Pb4B2L4Yal32Tv/XXrt1mTKJ/ox2UNN6krvc+0vIj7D2V2n6XjUonsV5b/F6YW8iRtc9d2/HrX7ZYY37rww2pye3iwGbdt+QVLTnzjMfzhyt+z9z/y2EdZg5/rZ74LF0w+W115vfR3H8NYjFajMm2Zmjb998WfYD/3jw7hot9+BF0jfRndjglXKkn+07XfZj9Tonrlnz6F/Z1NGcelc5tXMx2PfOgXCHj9DOOb7vkqXjr8ekZnZNpnW11Qhmc+9gd1VfhrT/4cd256NOMq03HzArl45mO/R30JD8h/t+5BfOefv804L0qw6dg0BqXUeV37Fvxw6+8RiMTxwDV3svfe++BNrNEUyVeWfxIrq/he2f39R/D19T9iGJvZ5ofnXYvLppynrrx+5LlvslVP0k+Xa2Zcgk8s4vt3ByPDuOW5b6A/MpiBG9v/PWkpvr360wxjWoX+5AvfQvNwW8ZxWZOw4gb88pxvsESYMP7yqz/Gpk7qHp6GsSCyfcF/uOA7KAjwZOpnW+/Eo03Pm+Amsq7Qf7zgO6gOcf+2ruM1PNf6T2ZrXzv7B+y97778RdZ8ivQ/OPvDmCSXOu/p242/NT0IK6F9wEpy2xJuwZ0HbpdtIhNjSoRXVvLGXL3jvfjD3t+y6gez67G6ag0unMwbm6WkKMYSr7ESXfJB+cXvYu+HB3hndo9QiRwPL2kn3z2WWI8Ui3kzj0vVSrne01R/PJ7cwp7rmUJXL4g87+mqP44k9iDOJhnNxIc87xpdXHEcSbYgYeWPl8gMChTndSEh7bPxx/PV5JYmGeOpHZZxhVeYoU42Uol1nMUVFp3OBaqkmYaJLBN6hzAv8Rqw01CDXl6rbk+ToAS9ZNh89cVaEtIRtVtgIkWGakNMLjXLY4UcvNi15R6Sy9wgB4h21CA0O6zMEIcdWnhTgCWvrDE9q6SWhFaJB7PAWCarZg8HexohJZDlAXO3g263vALkBuOjKsaJFO21siaVp9U9urn558gm7CgVaPWJnz/fzxa20R1h+yb4z0MOWER19kbBiHUgTueSZOckr7RZOkb+zRwrl3acOqzD+IgLjBM6jK1tkwJvDeM22f7Mj032o9ibO4y53bDynKwwbnONsfXDh38zx+qNYOzGVyRc2jHtjx1/Axh3ucaYz/6OOvgKfn9wv2VH95PS+Ypklr6ix1FXwdhZt1cuq3bjj3kJGNcdcPDHo7otIISvHZ8i/S2ss2Mregkpw47t6X5o5feozo4pkXPrK6wS4DfiKzQ7PjCw0TKpJWka3o7ROF+9bB7eYZHU8vF2jjWjL8LP/+jwPvRHu0x12VMp0omj4f3s986x42gbNb/3SHcsEcaBAb56ORwbYEmtmZAu7VPc1btB3ff58JEnLXUpqXnw0KPsd0pa7j34MOyE/q4kN5QsWyVcJA8dfgLjCf7s+ulLd7JyU6tux39c/xCOD/CJoT9tfBhdYeqjkOlb6Po+s/81vN6yi/3+yK7nsKfjsOlx6b2dJw7iiT0vs99p9feFQxtN6X7ou9qHenDHJo5FU28r+9nszOi4o7Fx/HztX9nvQ+Mj+MELfzY9L/ouWvn97rO/Vz/7pz1G+qV0ob8rGP9l74O2GN+9/+8qxnfs/TuiFkktyYOH/oGOUe57/nb4n+gzSWpJ6LtePbEFu3sPsd+fa1mHI0PHTY9L7x3ob8ZLba+z37d27cHrnTtNx0vfRavESiJ7fLjDNKlVjkvndfd+Trk0nhjHi23muvRdpP9c67Py9yTxzPF/wE5oJVc5n2ePPyP7DXOMn299FjF5NfnlEy+yCSur67G+cx0Go/wZQ3tlqQ+A1XGTrOcFfzbFqXeBuv/VBA8MISF1qIta5kktCY2MJpw5t3VSGrFJakkSiCaVWCGehT9OsRzjZPnjhNSkPvOS7Plg/cyjWJRKmSeyTOjEVkvU7IT2ppHjGnLBbTgmN2qi4zpdWJrpH5T1nbgbyTEogZd1QKlp8/Ny5sc6dbpa2aEbjMNqEyhn8q2IHCgSvk48q3xPnzuMUzLGVGTGN/vbasvlKLws3U4E1niF61qvGKkjVp0jfUZwqauVQFmOlyX5NDmTXraZKXyPBa1a0TWMurDjARljJ7vgzdQ0jB20XeMm6LBwuh6aTnYYd2bQVNAsr/6VGm2BNDKM1MhxYHQ04+/6lzTaBWmkF9JoOzA6aKuL0SFIoycgjfRBGu100B1FaoTGEUaKmuGMjtnqJ0ea2Wf4v2l/Twsws7NjjrFaZm4rit2ET4GviOv21NoJ7ytg3M9qJXJjKbkZlZNoGJxsfzxkbpuONm9/VM1X9Bh9hYnNkz1yOz7hwo4HZTsm/S7d+xFLf0zlvydGD9nyedIaSOsIT0BbwnscdY+P8FWMw0M8+bIWAYcHuc6RoT3GjqySxFZjlZdnLIqm9k3sXjravhm+sTj/23gm/yaNrzm8j53blu4dbHXJSkj34GATesf7cWDgsKH82Ez6IgNspbZ7rAdNQ8dssSBu0G3dOzEei+DxPS9Zcs2S0Irbwzt4YnLf1qeMCZckISeWVF+hBPDohscZFn/f8Djy4inD3/Uv+tvfNzzGdB/d+AT7rP7veh/EEvutT7GfH975nKHLcrrQufx913NsNZNKoGMJa4zpXDYc24kTg13Y03vQEeOe8T62UkuNog4NHrXFmMp3N3ZsRyQRxUutmywnDhSMKUklear5ZcsEWFldfebYq1z36FpLOhx2XAis7JjkmWOvWe5hJaFIl76b5NmW1yzplEjoXGi88WQC+/r3soQ1XYjTllZwveNRnOg+iKH+drR07EN0uI+9r7zSnzW0j7Z1pJWVHp8YbbPFmO6fAwP72aQBjcOKz5eEcNrVt0P+nPliAHHaMp80GkUifJjZZnz4kPye7pU2ZuV48VSbY1yh6FLzJXtdCQlq5sQaO/U4PvOMOYU19y8XnqvQAoLdRDUXHjvyvgzO43DzTHo7y4TeY0ubtN0JrQ7EXR6TZpaj7nSp2YhNIxBNBPmYdMO6qfxWgrhkFrqJk6yblFdK3OhyfXfHVb4/m2uXdIlxTD625FKXxMkuJLmpDImzXSi2wz/jNA5lJYh3xrbXp79lYZuI6lb+HXRJz7UdvxGMY64xlk4ZxjENY0mC78xPQ9xgXnZJ4ZbbFgqCIzuuUf6VuqnV8xBf+3OVVzM7jGNZ+Qr+Gbf3fyqL+z+RpV9xuzco6WKiU6+r/9dpDPp/nXU1/2In8Uw7thT6W8LoVxxs/uTbMb//4ykKvpxwFtgqLUk0ady7bLpekhhRG0bZi4TRBNehFVk1uJYkXHL971C5na+6GOVzoEJg407XTKHGU7FUFIPRYZZo2CUxJEOxYabrRgajQ7bJiyKkQ8ccjIRZkyY7oXLMrhHeQ6KPJjAUkSQ8esd2LG9LHxslR9/EQ65G/Arwid/gxwB76WVTXQGuvmmx6oN6R/gKWne4z/FOpYQrHBlFV5iajYmO59g90o8hV5P21FWYum0LrjAm3eEYdZC3/35KQPvGObaDUXvbpKRS0e0dpy0Z1vcz63Awzq8dTZA42dpAhF9LKoN2EtoHTfvCR+JhUzv+wiU/TfvED1gf+q+lvXt8QS1u/8NNBg5nOqabeJeuA+3TpVVju6SW6QoCwjGalCTEzOOKUO31Ge+ZtetKrJ6D8Zd+oI45Ja9SSmxi1CkBjarl0M5CVzDNH9seO+bymcDHIbh8jkns+7ON3SamTOgVW2pR7U6I6sHn8pjUSczdI55zFbppjS3Jx0znxbISJcnwZKHrPcm6HpmX0u3cB43VrS7puT+ue4z98nEFl7okTnYh6Bq3uAnnFG7KgItx+HWfcXY2yMY2HbrWGnRZp71TibHfNcbCKcPYr2E8FrEM8P+dRFy/h52rItlh7M/KV/DPuL2nyQ96ToGvyM6vuH/8eU6pP7brGK2JL9OOLUWQ9z4H/qU2TxMpyA0a7n+/SB2YnXCWEPTw0DPgse46SkJPpBwv3z/Imz3Z3f8C8mR+WdpDqyQy3vG4RVJrLV1L6pHI0Z4V1KmZurUWBQocEw2SQn8B03UjRYFCpu8k9L10zKIgNQ2zt01KBCpDvLuznvonJ54ySWpPnqxoHWbfoUhZiO9LrsgvVcsorYT2lBLPbWV+CZIpZ4wrQiUoDlh3i9YL6RUHC11hTLoF/jzGb2yrC0ntYlwUsO6IS0IrqYouNXtyWrGlvbNct8Rx0qM4yG2nJGjdGVjfzCrPl4uQL1+143jQxxLVbGTyrjb4IsZFAjomvZyEUlTqqJzjzcngEs7QlSTk+zkVnCFmyQ2wRDUb8a7fB4xpCaTSEIr20DrFFcoz1Ix+yPwKpvlj22P7XT4TlHFko+vNMnabmDKhV2w58bHV3iRF6CagbpjkxOimsXOQRNsQBCQygKBDSZvSdpuMtsihVJZ4UTlnoCTRjW7/IOF8i/Rvoc3eKzPd8Sx0nR5mhVlgzHkkqdun84wUUXnwRhPc/OxWNjSKDmeMieuQdyUVUelYjkzcXuwbhBq2d9RaqM27oluNhNwm3nLEQrX8bxVSDiWfmm6lwxjo7DiPJHGdQbK3Y07lkQNIZMNky1EHO+bcl9wuhhwwrtBhbF+uomFczbq42mOsYFGDhGQ/6046Gsadrq+H2Rii7bzRBD+7Cvg8s1m5DnV3dcLY71ksd0R83RFjv7iKYRxL7nDE2C9SEwsv4skDctdiazv2iyvYtab9uNTxmcloBIGad5lgobdjdxjTebr3FflZ+gr7c1OoyiTJ68JXaNQ/kuTkuwX1ucD9cdiV3+Tn2e9Kl99L9iXRnIPXrR1rNm9/Lwk6X1EOSIcy7Fhv8zQGv2eRSzumZmy8g3EsuT3TLiipVVdsFH/sxaS8GTgxSl3ArfZ/S6gL8UYz9fnzcGhwk63u5BAPYKcXLkC3TPFjLhKmFy1gP00rnIem4cwGb/e/9nUkcsgHCphfugoLyk5je2wfP/oXgx5LauVzI93GfGoe6cWyikW4+8BDluXIpDujqJElJJRoUJJkVypbGizG9KJGlrxQw6nmoRZLLKhT7JKKhYxq5op55+Axm3JkSlretehC9vN1S9+BX71yT0ZZ7YLPrcaYjydv977/B1hRPx8Pbn8GX33y57CTH175eVy94Dysa97OmkeR5MaT2PWT9QY9Oqf3LeVNxt696EL8fO3dlsekMuV3LriANaW6dM5Z+NpTv2Blyaa6gsjGOqmoElVSOUoCReiX92GaSUVOKWaXTOONmYqm4PCgdcl3wONnXZSD3gDOqVuBl1pftyxHJowvrD+d/fyOxrNx74EnLSc96BgXN5zBdaechf39TbYJ86WNvLnaxQ2n4/njRlz1QtEofTcJjeWv8h5aK9wuqF/DJhDmlMzF0y1P8lVpQWCrr/pElex4cqgeN8x6P9P51a5fsBVZKlXOXNUFivxFjFuXMJ6UV4t22sJggTFxN1OjKaLzoXHYlSPTMRaU8sZfxGsbk/ek0pjZ6qsuUSXJ8SyHVyxBLNWKaHKfWqpstqpLx+P/1iKRtI/dNN1J2hhMRWBdl3nMpPhju60WRXIOQoklvexWTjXaNuqIb1+O7GFc4MpzwakcWYkVJqpM7BVb1pXMmoOO3468axi7oII1lxqJR+CzVGQoRG9gJ16BKEo4fF5xqu0siEcgImxlxr3UAXbiklRmS4oc5h5odluZ4aYAzZqPiyc4SoBGetach3y2vygLjEtlXXKr1tx2XJt31eQ3Y4WDLgVogkuMp6gYe0XqQGk9u0pdkZUudR5mE9a4UVdkSvzY5yipU5vKm+mG1I7WFDDaYxHQ2Rt1EbXmlWNt2Nk5kS7RwhjpI9JHoXS0c2XHjAZGwXiaC4y9OoytbZM69moY03laz4IyiivZ3txhXKE9BLLC2GQWmgL8vBwgLwRP/hwgLw9CqBCe0Dz5fbNXLrz582XdELz5C2x0c9jfSY/0vfl03FxLXU9oLvt+rkvjCVnqinnTIITKmK4nNAOglRh27KADxpWuMaZk0byQSxHOwcsxJr9lt0og6nyFJ0tfUe6oq9ixsy5/wLvzxxRoKKv+xQ7+mHBSOEPzHWbS6W/5OjsutRxtuh3TvWUtIrziFFnXy5491jafK9vjG7Hj+Zl2rCtD5M88jtWs4lWM2sdqVYq6Iuf5eJLfWLAIQU/IQpe6IjeiNMjPf0rBHJQGKk112VMpWIUp+TxhrsqdjNpQpn+jpJY6HfsLSjGD6HPy8lBQXItpNauQyPWrL31SS12RKQEmyfXl4F3TLjM9L6Ur8jUzrtISu5nvhp28b+a71BW5a2dczX62wu090y9X+VM/e85NyPVRJ1hzW75l9XsY7yvJh1e9C5X5ZRl7XCmpjQS8OGvhWVg+eyXD4oqVl2Nq/SzEAj6M+z2GF703Y8ocXLr8Yqa7et4a9ooGvGqCrAh916TCCty8gmPRWFqr/pwudA4hfw4+c9YN7PfCnBC+eN6HTHWpKzLRGH3two+qn6VOxnbyoXnXqhh/cO41thjfOPudKsY3z30nAh7eIdhMqCtyVR73ae+efhFKg0Wm14O+64xJyxhPLQkll9OKzPlf6b1ZJY04p3Yl+31p5TysrFpoOl76rorcUlw97QL2++SCalw19XzTsdJx6bxunH0F+51WS8+t1ekKAuI5fvairsjJ3CDOmXm5/KwpwPmzrmJ/o+7cZnJx/aXq+VAXY+6bzTE+v+5ClaP27EnnMm5bq+tBXZGLAvwZ4xMb5FVIWZe+g/k2/vKE6uGhLs55efCFpkPMK2d+SjJ5PlJXZK86CV6WQW2mA4ZR/vlFTn1EFIE+gTNFmIsXAY8Sj/nM/bHu2DzO5bE05RgnK3bzClPVZ56HPR+sn3kUi+ppEieiTOjEVg1SWFCQflEDBmoJEqLcIJ6mzOAkYKD64bpljN4gMzghHlvi6dPIsKk9N9EmEBeVUSgJmW5IWjhpMo0h3XBo/CWGZI8Hf6RrVp5VqFJLcF264eiBbxawUqBQqybiXJdu4iIT3IjHlgzb+4YwJhoNfg7piaVPHoNGFi8INK4ak+vhMdB3aBgvssRYoaHhx83hdCVqIq8ehXF/EgeYpuuDn+nyUh/jykcNfOI8HcYip9IxSchpFoyNTwmYBQqA5spBqBE3CpDZdxpscypLHNNxowSEt4DXztsj1sIrzMzAjRyuTyQSeq3Eihy0uR0HDDQ0zhjPyBLj6SYYF7/FGE9zjbGXYTzDAuNFbwLjQgeM694ExkvV5PVkYsx9RaEF3Rj5Co8xwbT0FXUWvkJ04Svy5XGk+wpvhq/ghPeUCKYHXaI8WVacVoZfZ3Lt+ISdPknm/rjOxh9XGzDmYwi58sd0fcztuIhfVx3HIueUbcjAjezEx3Q13MiezO0418KO51rYsUb1k60dh3xFOLPmGhQGjPZGye6sotMwr0TjCg14cphuWdA40UfrHVPyF2B5xaW6YM6LCydfi/r8mQbc6Mo15M/CRXXXslVVBeNzaq7EzCKyeyNu1bn1uLT+BpXqh2Rl5flYWLoGXh3uJJQsk65C9UNycf25uHHWe1hJp16qcivwxaW3qlQ/JMsrF+GTCz7EeGv1QquMeqofElq5/cKST6Iy1xhkh3y5uHn2tSrVj5IoPvrhX2J+jfZsU3hsP3/uB/CNCz+mfVdeIR695ZdYPYWvfClCK3eUbP72Pd9UMQ76/Hjw5p/gHXPPYkmkej0EkfHY3n/Tj9iqqoLxH977Ldy47AoDRyvJGY1L2fgUqh+S71x6Kz53Nk/I9bJw0kymq1D9kHxszTX47mWfQVGOMb6ZWjYZD938E5Xqh2R1zVJ8cenHMsqSy4LF+PKyT6hUPySzSqbhf1Z9FtV5Rtss8Ifw8QU3qlQ/JLX5VfjVud/A9CIjnyvx2H5w3rvwsYVaQl0ULMCvz/smFpbPzij9pcTzm6s+qWJM+P307K/gzEnLDAmdwmP747O+rOJJn/n2mk/jiqnnwptWGr20ci5+dd43ke/XJiI/veRG3DTnKgR1fM4ks0sa2fgUqh+GW9UaXFp/meE+ICkNluGmWR9QqX5I5pbMw3umvRchn/HZRDy2eqofkvr8etw482aUBo0xVq43F5c3XKlS/ZCU5ZThg3NuQVUuTzL11Qnn1p7HkmANnwByvavhEdJjNxE+oR45nsU6f+xBrncVvPLCg15oRTXXu8Lgj4kmyMtyBaM/pryA0wJpfiHgmQs/SyyN14N4bEnXELsRlY4w3cIfE/WahiflGJRrZG7lChiofjgWRSz20yZWFSEe25kGXnEaD48r0nMF4rGdwmLRiS4TnsdWEd7hkhpP0L+0v9B6tpxvPA/LpW0U2ORZEhJzXaLgicpBUJGDLnX9HGeJIS/xtJ474BvElWYguQ66pKeUWZCu9Yokp1kYN5TzWevyzsNc7PdlZosx16Xj++RxWOOmdT7VSgpPBsZERC1JowArwaBrZ73iwqg0pDCb+eO6drhFWYt4ZbbPHos4UlRGLaVYAK53dJm6SaSIVkRKQhDy2IygtW5K7qIXZzNsSlmKNW6cuuRk2/HbDWOaoBLsMB4ZhpDPg55UuBNiqNIBY+oanTgFGFP36sgbwLjY/v4f6YWQz4NhKTwAIVR0kjCeeL6ClyTHDdsarMdB/pVe4in0xzkO90cWdpyNrxgJQ8jnQVMqfAJCnpaE/yvteCjWg3CMmgH5UB4kvkTr+5/4bwejXWw/a1mwFn6P9SoCNZLqkcuSK3ImIddmb190uBeBQn5/DPe3shVaKyFqn87R40hIcRT5y1ActK4GIJqS/f2HMRofRXluGRoL6i1xoxLVgwNNGIoOsT21M4qnWq4EEsbN7fswtZYmz4DE8CC8sv8yk32dTTjc04Jcfw7WTFnE/rWSo8cPYUo953Qf7OlAUZl1CWLHcA+2HN/LzmlZ3VxUFVhXXPT3tKOkggfTLccPob7OunJoNDqOdUe3YzwewYyKBsyutF7VonLk9Ud3YDgywlagF02aZYlxciQMj2zze49tw+zJC20xPjTYjK6xXuT7QphXNpMloVZyZLAFLcPtbNVzccVsdVXXTIj/9tDAMXa8RRWzDYlnuvSM9WNvH9HHCWxFV9mHayZD0TB29RxEQkpiZvEU1OiS1HQhKqgdPfsQScTQUDgJjYV1tnZ8dPgoIslxFAdKMClvkrUdj4Qhyhi3tO9BXdVsW4zbRlpZx+Qcby6m5E+x7YzdOdaBnvEetpd9SsEUdVXXdBwSNfei5xitdJbaxhWpkV6I8vMxFe6FGCq19fMJqV/eLlXoELsRvRrR6iWZ7/boJlvt4wqaiM136Y9pgrjQpT/2qdslT0ZcMZFkgu+x1QdcQ/KeHx5IQSoyDWR4MNCHlER7wRKslIFqzyEVm+hSi27iwurg3cckP9ufRvsL0w2ADCoF4oajvQTjECQfRGEMHjaL7zUN5PheOwq8aHY/H5JEBpt5SXj7b+omqOzZCrHzM7t5KTjje1GVADRX1g2YBlFclzpS0piCsm6ORXA2JE8IOGGc0l0PHqyyPbJSyBljnDyMCTNqx068nILkgUQr9myVO9NBpqRhJFNtLMgXJBGSUAoPJpliwZ0ocYjy/XYpoZjpmgWWdO1Il7VaRwqiVACItYaVEk03xmg9OJdrEoKUB684iZdDZ+CWYPvyqC07dfIWpBx4xBqIUrlLO65R9+JlYkw0He2nAOMhdu1OPcaFbIbSGuM21fHR3lSv5LXAmNsxUcMIQlJOkPj+UHNdujfCEISEmiDRHs70B8upx/iYulZJnHQeKWCDcRskmesvK4zhhLHOjhGCV6yxwJhwHdb5CkqkCm0x5n6TJ7Zc1xxjRunDdCkJpdXWAkhSganNc388qF43O39ssGO2l7RMvh7OGNNqsQd0/2cGt5xruT0LO9b7ipDsK8yeYxRwtetsvgUeeE19BVHYtI0eREt4LyLJEVYWXJ8/F7V5NOufbpsptI814djwbowmBuEXc1AXmoXJ+XPgEwMZGHePt+BoeBeGY73wCn4Mh2agIX+eacOo/kgHmod3oj/awRLb6txGtmKbm7ZCRELHI92ecU7BMRSbjCkFC1HgzwxYiS+3ZWgblDYzRwa3oCHHg5Jgtclxw3i5bR02dW1nVCR1oUk4t+50zC3JTKaoo+ur7a9jffsmjMRHUZlbgbNr12BpxYKMQD+WjGNj5xa8emID229bHKQV7dOwqnop22+YngBv6d6JdUdfxGfl99ae2IDV087OSKYI47VHNuOuzY9jf1czW62lVdUbll1maBilCCWp973yoNrJmLhurzvzPagtykxu95xowq9feggv7N/Mzv382SvwyXPejTk1mUlo60An7l3/EL4k/077ea878xosqcts7tMz0o+/bnkST+1dy7hr51RNxU3Lr8QZU5dmYEzJ7APbnmE0QANjw5hSWsvO7eLZp2ckSITxa20bca78+wOHn8RZ4hjOrFkBn8eXsd91Y8c2/LNlLTpHe9hq7dl1p+G8ujWmGG/q3I3Hm15A81Ar+/u5datwWePZbJU2Xfb2HsYjR57Dvr4mltiumbQEV049D5VyybJe6HiPHH4e27r3spXbZZVzcdW0C1gimi4dI914rOkFrG/fzrpFzyubzlaCZ5dmrrb1R4bwZNNLbH9wJBllZc9XTjsPSyvmZmA8EhvDP469wmiAhmMjqAtV4/Kp52BNzVLWmVovtK98b+9OKOvfa0+8jAXeGOaVzmfVFEaMk9jfvw9be7ZgINKPXF8eFpYuwqLyxay8Ox3jI0NHsKV7E7rGuxAQA5hbOg9Ly5chz5fpN4+Hj2Nz1+toG22FR/BiVvEsLKtYoZYsG8cxjHiqSa2XjKWa4ZOoYjPzmUc0OsRXm0jxXhAegarA6uERM49L3ZHjqeNIpCgeS7CVV6bLkmwzf9wh88krsdskiFKZeb6ixm4xCGysSnwsmsR5xMGrxRW0V1ZElWlckUK/HEuPynFFpRyDTOzGUf8WK7Y8kSPeKbOmCQUQmAEIutmXQ6YNMiiQoVJFxVjI+OKpHaYbsilQ4+V6PtWg4qm9kEAco2YNNxarQQ8PVOlGMWsgwcvX9PXtFNibH5dcHwVT2o0uSRQgmjch4ThoAZLEuK9ohjvz8rMSPKE0DWMKGlIuMI7L1yNuUbrIN9K/MYyJ47DPAuMlKm6EcSJ1CCm0mzSz8soleNpsWiJ1HEmpyUSXSjbnQdRhkUx1ISHtS9PlP3uFWfCIWoCUkgYQT+1Kw43rUskH36eq6I4wLMxwE1ENrzhTh3EEsdR20wY5lDz4xPlvQ4xbZHJyM4znQ9SVEyVTnUhI+11i3I94ancWGG8HRsMIFPImJtGhp/h+1QyM47LNJ1zYcVK2ebPGOwH5nvb86zCm5lGFl+rOL88lxvKRhdnwiFUuMW6EV95vZMDYBLfsMdZWCrLDWJJ9mxl1jFcuifa59MekGzgFdnyyMea6VHZOWy2MvmIb46BNt3ny87xEndtxLBnBus6/YyhGeBilyF+BNdXvUhNWort5vesJdI0fy8Ai11uA06vfwzoRKxjv7H0Bx0Y4l6zWRIZKsAM4vfpdKPRrK6EHBzdh/8B6gy79TOM8rfJKlOdoWyKOh/dhW+9z8gg0XfppafmFalMqEkqsN3Y9DnF0HJfN42nXk3u+z/bQzilegxlFy1XdlnAbfrDllxhLjKvHVehQzqk9He+fdY2KMVGwfG/Lz9EX0RqLUbkzNcBZWDaXlRgrgT5Rq/xg6y/Z8ZXzU/5tyJ+MLy79FNu3qyQOv9jxJ+zu24fgeAK/u/J37P2PPvZRFJRU4SvLPoOSYLGK8Zce/zHu2foUS0CULsJUPlwYzMeDH/gJSxoV+fnav+IHL/yZ8c4e/B7nPZ355bPYfso7rv8/llgqcuf6J/HBO/6XHUuh3KEuzDTmOz/wP7h+1cWqLiXWH7j36/CNR3HwNs69OvMrZ2PEC3ztgo/gE2dcp+ru6TiMa/7yOYSjo0jJYSglqNQAi5JbKj1WMG4b7MQ7//wZtA/1qNeD9pRSUnrBzNPwx2u/rZbrjsRG8Y0NP0Z7dzMeuOZO9t61D96MSNCLaYUN+NZpn1XLxuPJOP5v86+xvWcvu9tpHU2RytwyfHf1F1jjL27zKfxoy+14+uhaAzUOa93jz8PPzv4qGou0ldC79j2K2/c8rI5TsSFKcL93+uewpJLKTLn84+gr+MHmPzGMFV36HI3mqys+ivPrV6u6mzp34Wuv/ZTpKWNQvuNjC67FtbP4fU5CK8Wfe/l7GIsTlY7Rjq+edj4+vfj9KsYdoz34r5e+i+4xWnWEQXdNzRJ8a/Wtqh3TRM4dB25Hf99xfO3sH7D3/u/lL7E9t7TCe+OsmxGUKyxoBfi+Q/egafhI2v1P3amL8YHZH0aB3AWcvuuJo49he+82NmmoUIXR54LeHNw864OozNUqrNaeeAkvnXhRvd8UXZqEu37GDZhS0Gjgno0kdzN+2/zid7L3wgN/B/ICCHoWwSdqpe+JVA/Gk1tlv2b03QFxFvwe7bi0UjyWeN3UH1NJdMAzR+ePx+XYzSwHKWNbq7S4Is78PCWembq07WShmrDS85GeH3wBLF1y5BwkoIsrqDGlWa7gk0ui7fpqvP1lQu+x1QIYK36xYUPAkmABiXnXRwr8U1K7pps6ZNlljFZO4qkD6u/UjdQ8+SShmZw9utb2xjEZhVwPrVKldMmn1XHp3In4WeFCjFkmtVy7S+OxZEGieVLLdfsgSSNpGFt1iDWej4QOG27YMUNA74RxInUwDWOrjqvEl7hbxZhWMnkywI9kFEr0dqoYU0DJk1ozXTkJkflgafWFJ7XpuvznhHSABZ2aU0pPajVd6oJMZStcNyXrmuOWQofBNmkSxdqO+w0dlrPD+JgDxpodU8dne4x3pWHcbKGbkq+dHuP9WWCcngxouoRDKgPjhCuMuR0nXNkxT4ysusnSpBB16J4IGMtHlvYzHXcYN6dhvNMB445TjjH/nBUfKvEJateZ+y47f9ymux4n0471GMdcYNzvgLE8RrSrGNO4yZ6sOmsSTvoOyzv7XsRwjLplmpcQ7+h9Uf39wMBGOanNxGI8EcbmrifV31vCe1hSyzWNWMRTUWzofIwlyiRdY8dYUpuuSz+TDiWmsSQv6x6O9bGklv/VqEv/39rzLCt7VvhxKRGnY2TqAvsG1rHEVwnEf7rttxhPRAy6ShLxUttreOXEBhXjX+/6MwbSuvAqQfau3n14rPkZ9f0799+P1jC3P+XYyr/Hw62468ADqu4jTU9jTx+3IX3CRT/1RQbw6523q+/dveUJltSS6KlxKGGklc73//UrjBeWjf/wJpbUcl0tdqLEiFY6P3jf19mKqLJSS0ktnbueR5Z+pu+56S//gwMdx1R+3A/e9w3EEnFD52DlO7773B/wShMlC2A6N979ZYxEx9SkVq975+bHcP+2p1WMb7n/v9EZpoRLpyt/x/MHN+KnL9+lvv+bXXejJWzslq18rnnoOP6w+z71/XsPPsZKdNMxJiHu2B9u/YP6+xNNL7KkluOaMhx7JD6GL7/6IxWjjR07WFKrH6fyOcL4q6/9FMNR/hxrHmxlSS0dx4CbnLj+36bf4/gwv6cHIkP4+rqfse/Rj0H53O923Y9tXZzWi77nS6/8CGOJiOHclM89cuR5llArGH9z3c9lTl1k6NLK8N37HlPff/zoo+ge6zLFuH20HU8f0+7/F9teQPMwj7HSOyMTZ/NDRzSb39K9mSW1XNeIcSQxjnsP3a3yCR8aPMiSWn7tjLpJOZmmBJzjM8yTWllDP2qSSHKHGlfQ6itPalOmutHUASRSvWosPZ7YbOmP41ILEtKJNH9sFbvRaqtGQ0Y5hllSy3WHWWynCMU65kktSUSOGbmkqPLKMleIG+LjiSoTOrHlJbR2FBA80GfJmUSBjrmRKELlgSzpk2IyzYbdcXt5ibCUYqVm9rq8JE4pK7QXumnlwN1RV1KDMnsqHKQdb9gFSbSiO+IC4wEZY1pBtKe4ANsrkJL39nW7uB5uMGaPFnlvAT0cjjuMIY6UxAO4RMr+2tEoqAyE/SQ7KGuh2Vauwz9j7xySKV46R6Xx9jQbFAi38vIRiUox7a8fL+FNyhgbHz7WGCfVsZuLvO9WxZiP3VpiOoxbXWPMxyC8MYwpQBodN7wS4UPA6ChSoy1s1Yq/H7HFODs7TjjSxbCSWFqdZBi3ZYHx8bcIY6jjdLZjWsVR7Jge9vbE7gnp+CnEOCE/kJ18YZTNnGfrj6mywx43PcZOfkXIAmPt+lKpmQFjE5tPjhyENDICabQT0mg3MDpmafO8TJqCsxGcGD1sS7PTPnqI6VHQSKW/VsJQjXVhINrJMD48xJMZ/Zg9Y1H5FUE83IfOHlpJGUVzx3p4x2K6vxtfpHO8ayv791jHBngt9OhFfzvWsZF/pnMLw4H/LdNGaZXnyBAPqLd278RgbNiScoTkmZYX2bk1DR3D0eHjlrQuhMXzra+wJKM/MoDNXTu040oSo0tRXt7xGHYcfR2D/e2IDg/gtUMvwjceY38LpHGE0vc1DR/D0SF+P/1u3QOWnWQp6aH9sc8eWMd+//36By27J1OSOR6P4oHtPBn/1YsPGppGmeFGJcok9219GrFELMOGiPonJ5Zkq8N3vXQPux7/3PJPhPt74I/G2d/oxWxZd9zfrXuQndvW1n3Y1X7IksqIvu8vr/8dkXiMJaMbOrZlXI9gJMEw9EWi2NS8DgN97YgO9ePFA8/BH4mxv6W/aNX5WMcBNJ/Yz+6nR3c+zo5j9vKPxzA80I2NR9ax83t0x+PIjSZNdenYwugontv3HNN9YvcTyI2aH5deOZE4ntz9JNN9Zs8/4RkdZ8dQ/q7Hja7rg4f4tXulbTMrdbeyTcL4gYNPM4xpX+/hQapGsbbjvx9+jtnxYHQQ+wf2ZVxnslOyVy+t1rdtRXigE7HhAexseY29R39TXsqYKXltHTmOjlFapJGwoZPbqNUYhmJDODTAJ+PXd6yztHnSjaVi2NG7XU7ylcoSKxEQY/6dr+w6PfNiKT6Zk2BbweyfebFks9arR36WWAn3x/TMi9gsanGh+JktaLmK3YZ47EirtY6xG8WNTrR9b2+Z0HtsJctZeb1QUET7au0NigvNa1HpEc3yOFdo014rXgqccKXLN5Pb3wQkrD6edUIdc4UB70LqBouxLHBTAj97blwu9NClh44bXUm+cUaywDjXJcaD8Ai5Ls6PSo4G4UGlqwkBKikG6uV/7YQST3lPqAPfLdfmOhLTdeL/HZcTcufj0rXgib6zrb3dMOZ7EaXsMZYk+M78NMQN2sykXqhI1bktAsc4Gzt2gxkXelDBprrEDOPxk4zxoIwxb4ZhJ+q+W0d74w9NTdedHbvzVxRcxGwqQMyOTSXGKZe6flfH5j42Xz5PySXGzr7CPcaar2CNpRSMHWyeEwW58RWj6I92upjslNieVyoxTsgr09YioDdygpUl0/5b7SASzrjmFyjdms7F+2X2f06i406IoZaz1DoLtS6a7nBufREeHB4cOGIoHzWTjrEuVlZ8aLApo4Q1XWjVqH20E91jWhkt4fC1zz6M6fvMVk54yfEvHM6JgvqDg0eQ78lHS7++CiFTqHR447GdrLvx68d22Z4bPfc3HtvBOhE/v3+TYaU2XehvpEOy/hitemXiYOSzfRm45ae4HGAvvWyqK8DVNy1mjQUJpyO9xzEUGcHrLbscr8dwZBRHelswmBo0nZy58/33pL3DeYp5obKTcC0js7GV3M/+f1sWup+RX/ZCq8wfARVya8XcXHbPLMet37qQ4UYY7ezhq/w7ew7CI3jUFc50IZxawu1stZl09eXVZhKOj7KGWZGUeYVLJp8tR+ELJrrHF9QyrlwaM/13LHwMIV8+BqL2fpPG2BI+xrouHx+x5nhWpGX4GE6rWi1Xx9nHFUlahfVQcumU1EmqTpI9S+2feTzWpZ4o9tzxWkXRGG/o5CiS3OfB7+qZl2I5iN/FhDJxwQ8ClpRHb3+Z4Cu2/5H/yH/kP0J5UsQywLeS1Op5QO7E5mv7j/z/WCagzXvGYyZJ7VsjfUunIJnz1jRK8UcSFkmtvRyaW41Y8O2/HjHuE1mimo2saB1GTvzklUASn+6+2dYd7/9dZP7BHgSjzhOmp0LiQR9LUrOVybva4EurQviP/EdOlrz9PaSNEPeT80oFnSK1sg65mNOguVdqquF3sfLAufz4rL/XceWG64qyvv1sN42BC62i2c/caDyC9K/TLHquDjenGSGZRkPKcYGxT14Ps6YVSF9H4FyCJxvjIrk5jNOKIjVZ4Z3tWLdmh7ILUea9pH+TrKTdSgS1eQyNxWnmT+EcFWjcjqWLhK1PPq6DKusAS1yZ7lYTOca+U4xxvyuMqWsslYla24UzxtH2hzlJu8Jn61mApNSNRErZ8ygLBfiGMjuOsTs7FuX1MGtaAaMQVZCYJcY5Dqu22WKs2FsJJLaf2NqQFK5XZzum+fZCVde5XF/B2Jo2QTdi3b3vRnLkz9Ar5VKXxhJ35WNZB2bmCyUXGJMdR2zt2IhxvytfQdc7xXoe2Nk88R8vZ2XtvMmUnc2Tr8hDSaDG0R/TlS4JVMMvBllXY/tVW4lT9Ig5yPMWGVdtZXl607eRzOWJ5dLyi1CTN53tt+2LtNmuxMwuXoNphYuxq/clHB/JLInUj7c+NA/zy87C4cGtODC40XB+LKlVeC6p7inIu8/OLJ6GF9teszk34r6tZA2IZhRNtV2tJcnx5qAmr4p1201vnkNy6wMfRDToUyOQ207/BvvMF179H9bFVi8sqVUa0UDCzKJprONxQ8kktmprhQWtrK5q4By5KxsWYH3zdssVUHrur2rgvW6p+3FL3+OWq7a0Ekw6JKsbFuHVpi181VYQ2OqrPlGlxlBnNC7Gn677Dp7Y/RI+++gP1FJl46ouvx7TyutQGAxhZT35b/v7mfSmldUjnCjVMBYEfPW2yxCIJjJW/X5zzv8i1xvER174SgbG6fK91V/ClMI6fPCfX2UNluzk66s+jtMnLcVXXvkxdvZSPwgr2wQ+PP8avGvGhfj5tjvx7LHXkLTQ9QgC3tF4Dj6x6H24b/9TuGvfI5zDIprAox/5W5quqHLnLiyfiSeatX3xmWMQMDm/mvEik67dai1Jvi8P9QU1GE/ougILAlt5TU9SKb67deF/Mf7Zn+/8CSsLVsqV01d2eeO0BoR8IdZMym7VlsZYn9/AbHRyqJ6t3tr5ivoC3jySuhPzva7W/tgjlqm6Ts880uG6JYizBojWQrkHPcMoznKO3XhsxZpCOepSRFEox97OzzxRjaWDDqu2Eo9JJ7BM8BXbPMegR6GY4KWW9p2+RBD9gYe1uyYqFPvjUmtu4lsU4RHsZ6x4ksG5pyjQthcyUt563FmX3GOhIfCx11aOV+C4x07T5Telky7HmG4Yp9UAzqtFHdqcMObXww3Ggowx5xj1MGJtO/FDlMssvKLTbCN9N+/CKwqZbfeNQh1MuQ7/jP3t5RF5B0WRlZLbFw16BerOSkldvlymbn39aAzcjgnjSpcYEzm33fmx3o86jK158DIxrnONMR+D9OYwpgA/L4e9vPkzWFdgMa8eIMoL+X32Sts7pmDszo4LZTume8Oar44LUdf43gDGk98ijEmn1qUdS+p3i6DAwH4FjEjvs/cVbjH2yh0lnXwhpz/K1h97xckOuOkxrnVhx24x1q4vo6Yzw1hn857QTAihEIS8Kgh5FUBerqXN0xjILnO8IUzKm265Z4314M+bwfSo42hjAU+SrHSL/ZUoDvBu+dMLtQ67eqGkNpkbhC+/FFXl89l92li9mnUpTuYGTF+kM7lyKfu3ofo0JCz06EV/a6hexT9TtYzhYDiWDgsKjqfJ41xasRBF/gJ58tVcLq4/l53b1MIGTCmYbMndSVicX3cm/B4f62C8vHJRxnEpqaVusokcPxZNWYmikhoECopx+oxzEc/xs78pL2XM9H1TCxowpZDfTx9dc41lgE/JTnVBOS6adTr7/aOrr7FMFGk/bY4vgPcu5p2OP3XuNZbJmYLbJ895D/v5uqWXwu8lui4ZV0HAuN+jvqgz8k3nXM+ux0XLLkJ+STliAR/GfB7T49I46dyW1s3BgpoZlpyn9H03r7waQZ8f5TklOK16iXY9BIHhq7ziwQBWNK5BcWkNAoUlOHfWBYgF/QYdVTeH7GcWGifNZvfTVQuvYJ2VzV6xHD8Kiiuwatoadn5XLroCYwGPqS4dW8rLwwVzLmC6l8+/HGMB8+PSazzow2XzL2O6F8+7CMm8HHaMSCAzLqPres0Mfu3OrF2O4kChNa8sJLx35qUM47ml0zG9iOhprO34ndMvYHZcGCjE7OI5hutMdqq8qLP2zNqlCBVVwl9QjIX1p7P3FFs2HldEXWgyqvOIZUDAaVVr7KdQ/cT5zHmXV1efbjupRUn1orLF7He/p8HRH/uZfwd8zNfaP/P84hT2k1eokhfCrIU6KPNnTSGLU+2E+2N65tFEuDVPNAmna/S7jCsKZV50gcU59kJxozW370SQCZ3YcmOZZLN7jhIAjeLGKzRaJhAUUIqC1u6bUSZYBFOcJmWW+rtHqLcxwoBMqSCYjskoNF9LSQm/LJSMWx9Xofvhzo0ZOKzJ1TklDz93lvQw3KyCGKL7CaVhbGUqxvMRUG2zikXnU+oaY6IGMWJsdbP5ZYob5aFP3F3KjZ5+jkSTskDFmFb/PMJUC11O96PwelELdK8wx0SX/0xUNAoHKCUy9D2ZuHFdoqJRZv1oLFzXHDeiSdHbJrWEt7ZjOh/udLPHuMEBY82ORcalVpMFxo02GM9Pw3i2Dcaz0zCeb4uxmIGx1xXG3I6tJnSM96XAJmisJiaIiqbSJcaBtxHGeS4xbkzDeKEDxtVZYFz6hjDmn8u1mRHXrjP3XXb+uFZ3PU4Vxn4XGJc4YCyPETUqxjRusidrX1HK7FGRhaXnokBHu6M/LtHxLCpTWEGBWcWrUJnTYIpFjjcfyysvU3+vz5+HhtA89amlPzbR/ZxWdSXjqiWpzG3A7OLVGbr0M+msqrwCfg+vqCCe2iVlF8h/NerSf7QKnO/nuBFX7srKy9kx0nVJiO6nQqYRIkqTzy75OOMo1esqCQLR/Zw56TQV408u+BCK0zgzleR1QdkcXNmo0eHcNPta1OXr7U8bw+T8Orx/1nvV96+eeinmlc5WLVEvpcFifHLhB9Xfb1x2Oa5fymle9AkgJaoFOSHcdcP34PXw98+ZvgJfPO9DGbqU1FDi8pf3fRfFubyMeN6kqbj95q+zc6fVWUXoZ6IVIrqfWdXcDmjl+PbrvgO/l/gzNVtWvoPofhQaIdK5+8bbkB/MMzSnUrhSie7n2iWXqhj/8dpvoTq/zHA9lO84f+YqfPbs96vvf2LBjajP589/RV/5t7FwMj46/32q7vtmXolF5fyZnj7hQEnyF5Z+RP398qnn4h1TzjJ8t3JsWvW87YzPqxitql6ED857V4auKGP8f6d/FgUB/hwjiqAvLv8wu8YG3ATiyBbxtZUfw+QCfk8XBwvxv2v+i1EGGXCTfya6H4VGiL7nB2d+nq1Mm+FGdD+XTDlTxfjbaz6DspxiU5tfXbMYN865Un3/iilXoUKm3UnHuCavBpc2aPf/ubXnobGAx1jpE2fENfueaZrNL6tYjsVlS2RdI8ZUxfC+GTeyfcMkM4pm4JxJ52ZcO4Xu57oZ17PP8HMuQNAzX9XQhP9MdD9KXCEKAeR4yE5FU12i+/GKyjOPJgWXW/pjovvxykmnsz8uY3GuIpRjUDWNuW4Bi+0UoVjHepI2KMeMUBdoiNvWXHwyjdCETg0nPo8tCXUFo+7AvFtsSg506EGTa054jD6ZoiIBgWYnhDILYntqt94tEx5H2cyMR6DAgWZKPCaEx71IptrlZiNUNlrJZuPNyJFZcyZW1hZVV2r4KlBmoMc7pA3oygdodZJWMzITIc45S8cd0wWIpJt5M3EeSdrQrjRyCsq6maWYvDPpsEuMU7rrQdfGJ+uGThLGJ+QGW/YYE2YJpjtCro4dk45tRkCdkoaRTLUhhWE5iCqTdTOxIJoO3nmYlw9SSSHNmCmO0TiOCNOlbqY0eiodYWTcOk5hTTemI+5OyolnjVp1kH49iNYoybryxVn5oUeskVdgzTBWSL4JY5nk+y3DmBoeiG8A41pTfjWG8chheAt4K5n40GZ48qfbYEyUKN06jCdZ3v9GO6bJo0JLO6bOvVw3LidQpJtvQqROGPfIvkLBuIqRqb95jIeQDB+Gr5BzciaGd8ETmnZyMM7Kjt1inNT5FbcYk89KOGLMOiUzXSqDo4SGgvUCU5vn9EKKPxZt/THDOHUizY5pQjJogTF1uhw4+RiPHIG3gAcssaGN8OZPt8A4wfxEyoWvoI7HbaMH0RLei0hyBEFPCPX5c1GbN5MFi+nXo32sCceGd7NSYyo7Jt7YyfmzVb5bPcY948dxrPN1rJjKA9lDbS+jvmo5SzrTpT/SwTovU7MqSkarcxsxJX8Bcn2Z+zaJ9ufo8E50j/OuppSgTilYyBLfdBmND+FYeDc6xqhTaZKVYE8pWICSYLXJccN4uW09NnVtQzQZRV1oEs6tOwNzSzQuZn2DqNfaX8e6js0YiY2gMrcCZ9euwdKKBRkrZtRZdnPza1gzgwflP1x7G1ZNOwurqpbCJ/oySi+3dO/Ey23rWPOpkD+E06tXYE3NSpZ4p2P8StMW3LnpMezvakbIn4vL552N65ddxpLOdKFuw/eufQA/vvHb7PcfPfZLXHvmu1FblBn07j3RhF+//Dc8v28TO/cL5qzEJ85+F+bUaHyeirQOdOKuzY/huYMbGE/ssrq5bEV1ca3GKaxIz0g/Hnj17/jUpbew3z9x+5dw7ZnvwRmNSzIwDkdG8cD2f+Dhnc9hcDyMKaW1uGHZZbho1pqM1VzC+NUTm/D88dcYNRJx0Z4/+XScUbMcPo8vY5VzY8c2PNvyCjpGu1EQyMc5tafh3LrVphhv7tqNx468gOahVpY0njt5Fd4x5WwUBTNtc2/vYUars6/vCEtGqUz5iqnnojIvc8GCjvfokeextWsvi0GWVc1jyWd9QeZqHJVEP737KXzotA+w33/40s/Yqu7sUo2rWJH+yBCebH4JL7duQiQRxdSiybhy2nlYWjE3A+OR2BieOfYqnm15DeHYKGpDVbh86jls3Ol2TDzLu/t2YXvPNoRjwyjwF2JJxVLMK5mv8t1qGCexv38fdrasw/VLP87e29z0IhbUr0bAk+krjgwdwZbuTega70JADGBe6TwsKV+GPF+m32wNH8emrtfRNtoKj+BljaUoQaakOV2SUhjx8D4EC1ex3yNDm+DLnw2PSeyWksZYp+REqkuusCmGX6yHR8w8LlEExZku+dgkWx1lukKphT9W4jzyx7myPy4zz1fU+Dgmx25KfCyaxHlEGaTFFRRTiJZxRb8cV4zKcYUS5701fQdOpvxbJLZa0DOmJV0miZxel7fdTsiBVF6GQRkNgGgnYvKqaJGtLk8+4+qeU7uZD84rywMpniDa6VJwpuwFIV3rHq88CVX25lGZqfU+QB5YKklwwNaos8OYB4tKYsvHYYfbuBqsqvt7LXQZJYo0zksPWSBnjRtxk7EOcwLts6ZrZ11WTcekluhUWsN17XCjzs68yx0FoPZYxHk3UykFQaDKAOv9hXziZQCQkqzjtlmybLRjolpKyKUrvIT1ZNgxp5yJTByMRwYh5PMZSyncDSFUPgHs+BRhPNILIZ+fvxQegBAqOul2zMuact/2GBv9ceYk3Bv3x2OyHYunzFc4YjwyBCGfX9tUuBNiyHrbAfG39oy3Ip6KINdbiOJAlQ1uKdbROJocRcCTh7KgVkWUqSsxWp+xxBB8YhDlOXXq6quZDA0cQ2EJryhJDA/AK4/fTLrGenBs+DgLkmnfa8gkqFVkIDKIw0NH2TrJtMJGtrJlJSOxUdZNmPhqqYy4ItfaV1AisH/gEKLJGCblVWestqYH+vv7D2MsPoby3DI0FtRbYpwaCUPM54nQgeM7MKN2vnXJqCRhW9t+tA50oCgnH6unLGYrnlayr7MJh3takOML4vTGxcj1W/cMOHr8EKbU86qdge52FJdnJviKnBjoxvqmXeycVk9dgJoia9z6Rgax9tB2JJIJLK2fjakV1lt+Rvt7kVfKj3WgaTdmNfLVfTOJJmJYf3QHhsbDmFxczZJlK4yJHmh98050h/tRVVCG06YsgCivCKcLS1iP70VrfyeKcgtwxlR7jPe0H8HB7hbk+YM4Y9oS5Nlg3NTTip0nDrHj0fUoyrXeVnFisJuNgxLblQ3z2LitZKi/E4Wl/Hq1dzahpjJzkkGRsXgE27v3sf3EUwpr0VhoXY5KkwLbu/djJD6KmrwKzCrhpbRmQlzGu3oPsOS5NFiEBeUzbe34RNdB1FbzCY7E8CC8+db3aedYB3rGe+AXA5hSMAV+j3Vs2hfpY5RBtJrbUDBFXak1k9RIL0T5+ZgK90IMWZfdptgkLWcR8AhUzmv3zKOEtU9NbDkLipvYjfr68DLhkxu7+WRdu7iCYukxOa6gGMSZO2IiyIRuHqUFL/1y4xQdiblEK4pVGUEE8T7SjIaxgUsAHtQzY9RLUupBInVYSyjZ4f3wCtPhEY37QxkvIuMM1TfUEAGJbhqjITLuKUaQHElrsU1lIMYZHsbNyHSNjXokier1yw1Gy7hLGTeskfNRkkJyKbIn7QagRghGCgtJypFx871hjKlVOOfg0u/j8QESjcHoGCQK2NmY9dfDA0g0I2W8HkSLkUgd1JoWsaF44WUlp5MMuNFKSYIRXA/rdGkP3GReDmrAmGbbSLdfp0uJVzW84rQ03BJsDOkcvLT6QWW9RtyI1P4IUtA16qGeFijmZSa6FR7OW0o8crTqkNTp5sMraiXOitBqX0Jq0nBjujlsDEojJkc7FqfDI1S4xLiRrR4ZdbPFeL/GG3qyMU41qQU+sdRmCMkaU4xPnR2H5fvpzdixFcaEW9g9xql2HRYbICYb2bU2+opTZ8f/WoypyUZ5Bsb0sOb+OJ7mj2lWvMikyoV8rL6JDDXOozJWY7UEBQzcV6TbcY1sx3qM40ikDplgXCFj7E3D+DBS6DDBeLYBN+4rjiGZOqhe53hqK4QkHVcrcVaEVjP3DWxgSa0iIV8xFpWdz5JWvRCX7e6+tWy1VhFatV1QejZq8qYZdHvH27Cj9wWMJLRmL5TczilezVZB9TIc68W2nucQHjyu0rw823o721M7s2ilAWPie/3z3nuwt5/zVZJ4BQ9bAX3vjKsMq5pEuXPn/vsZP6yy346SghWVS3DT7Pci15djSDzvO/h3rD2xwUCBMq90Fj4053oUB4sMK6WPNT+DZ1peYEmtIlMK6vHhuddjUsiYAL7Q+gr+3vQUG4++wdQH5lyHGcXGVTQa69923Ivvy7//ZPtvkXe0HDfMejfb36uXDUd34EtP/ARNvVqDmuKcAnz5gg/jhmVGwpwDXUfxuUe+j53tGm6UcH389GvxmTNvMCR1J4a6me7WA5txRH5v9c+ux7tWX4VvXvRxQ1I3MDqMj979PTy87SW1wRAlL9csOx+/u+HLKMzVnk2ReBSfe/Bn+NOrjyGe1O7TC+esxO03fwOTirXnTSqVwk9evhN3vnQPdsvvXfaHT7DE9idXfREzKhoMNn/n5sfwwxduZ6u1ikwvn4wfXvF5LK9Xyky5PLbrZXz18V+gY1jjAp1UWIHbrvwM3jHvDIPua03b8dmHf2TAuCS3EF+/+BbcvOoKg+6+jiZ86qHbsKPNiPFnznkfPnfOjQaM2wa7cOuDt2HtEY3HmcqD6ZjffscnDBgPjoXx2b//CE/sflnd00wlw1ctPBc/vvpzrJxcEbLHX++4By/uex5Pyu998J9fw4KGxfji8ltYObGKsZTCnXsfwf0HnzbY8ZySqfjSilsMq8GEMa0u/2XPw4zaR5H6/Bp8fvmHML9MK30lebn1dfxy+1/RF9Eaw1XkluLTi29kK7x6OTp8FE8eewzDAx34mvzeL3b9DGdNfweWViwz6HaOdeKx5kfQMaZRWNF+2TXVZ+CMmjMNiTNx6j529BEcHW5W36Pkdmn5clw4+SLDyjH540hyNxKJY+rmrNHEWngTjQh65qY985KIJPfLnK96nuByVtIspj3zYqnDiKWOGuj8aMIz6F1gWA1m1VrSCSSko2mxW64c5xkT/WSqGwmJYjf52rGhBFgZsof1WzBSJsZTZJfjOl2fHFfUZEyU87hiRKfrkeMK6wm5iSITu5CaXQ8q2zLjqKJghcjLtZuZOqPyxCG9K2kUSekQn4FXdXuRSO1JC3ZIYkhIe5Fk5Qn6UmHqapveJTIlB2IDaeW/x026kikBYXdaokq6Zt1nqUSSk1pzXXqsn8hIarlQ8siJnzVdCqDMOnxSgt4qr/pmjzGV3PFzSG9OEZfHMJ6W1KZPMpDQeXewQFZfxhpPUfCSjkWC3fhJHek0fUc8tU1LuLSjsICQgk1NN44Y003vSkrFgO2Ip/boME6xMaQHqvzIPXx8csBEn4mn9sodTI24UVDMvtNgm01IMmdn7D7JO5sS4bx23lTOm5AOZuBG5Sfx1E4DLyZPai3sOLWX3RPuMD6EhExg7g7jw2kYbzXprq1gvPdfgjHdi9Z23Pom7bjDpR0POWBsZsfhk4DxqbDjwX8hxmELjBMZGPNJxjaTbsfkj4nUfiBtkrHV5P5gzKay/073FWYYn0jDOGmDcTfrVmzEeI9x4sCA8Vb23eoZp8jfHcvAjfuKrQbcjgxtw86+lwxJLclIfBDrOh5mJb/6pHZz91OGpJaEft/U/STaR4/oks92rOv8uyGpJaHv2dn3IpqGthu+65X2BzEUM2KRlOKsU/Ge/lfU98KxEfzvpp9i/4Bm2+ycpSReaH0Vv9n1FxVjWln6wdZfYkvXTkMTGfp5c9c2/GDrr1gyq2D8652346W2dRm8nvv6D+F/N/+UreQqcu/Bh/FY8z8MyQBJy3Arvrv5p6wsWJFnWl7E3QceMiS1JJ1j3Wx8TUMavdHmru349a4/YyBq9JsD0UH8cuefsLV7p6Z7fA+uu/MLONpn7Jg/MD6MLz3+E/x548Pqe819bbjqT7diT4cRt9HYOH704l/wnWc5Ny5J/+gQrvrjrdhwTPsuEkpE79j0KD7+0LdVjClRPf8nn8Tft2tJLQn9/NDW53HBTz+FaJxjRJ9592+/jN+vfcSQ1JK8eGAL1nz/Fvbdinzj6V/iZy/fhXH584rsOnEQV/7pVgM37+/XP4SvPflzQ1JLQsnoe+74HLa3aR3vH931Ej7w128aklqS9qFuvP+ur+Hpva+q7208thvv/OPnMjDuHxvC5/7+I/xh3cOGlddLfvNJ7D6RifH//fPP+O+nf6u+1zsyiIt//Qm81rzDoEs2+8f1f8eH7/2WivF4PIorfv8ZPLl7raFRF5VIP7rzRbzzT/8PsYRmx99c9ws80fQSEmkNwKiE+VMvfBvDUe3+/cW2u3Hnvkcz7PjAwFF88oVvo2NEuycfOPg0frH9LkNSS9Ia7sBnX/4eDvRryeNLra/jfzb8ypDUknSP9eHr636GdSe2qe+1hFtw98E70BcxxljjiTE8cewxvN61UcNtvBe37/sjW6014JaK4aUTL+D51mc13OOj+PO+P+LYMMVNmtD9vbn7dTzc9JDBH48lNiIhaXG7IgmpHWOJTYb4eDy5DQmWKxj9MeUFY4kNBn8cTe5FLEW+0ehXqPKGdA2xm9QqJ6rpsdsYeyZQDKbqprpYrpGZV0SRSO1mY1G/SxpksZ9WqalInMWKtHVGERoPjyuMfp7GTzEoxaITXSZ0YsuNy47QmR5xvbpadXsqCtoLxXUlQ9BoJgnpiHYjsODHrnNgnxbEsKDPri33kC74G3SgBqEbRrlpwg4tvClwU24a0ks36vRgcTALjPt05RXGh0mmdo8uue520KUglOOaSDXZYkw3pOJsEikKJKx53SiAVJwN7Wmzw40SXmV1hu8ZDNvojrB9E/znIQcsojp7Gzck5iZnhyQ7J3mlzdbxkO02ubfj1GEdxkdcYJzQYWxtmxToaxi3yfZnfmyeQAxmgTG3G1ae4xpjsg072qrU28SOm9MwtrNj2h87/gYw7jpJGEsyxtyvcr/lFuNklhjb02ywhFoJYhx1e7Pwx7wE7I3Z8UgWGPc5YKz5CjO6H01o5ZcHevFUFPsG1lkel/7b2/+qavO0Umsnu/teVjHe0/+qLc0GfW9cpvg4MLCRJbFW+k3D29neV5Lnjq9lqzBm1CP0+e09u3FwgCfYGzu3oCVMe/ZTppZ2LHwcr3fyAJvKiXf07jEdA30XrRLTqqtSAv28/HPmcVOsnPPx5n+y38fi43j4iLJuljleSk4ePPSo+j2UMNsJ/V059+8881v2eauuxN977o8YiXIf+9OX7mTlplbdjv+4/iEcH+DJwp82PoyuMPVRyPQtdH2f2f8aXm/ZxX6/Z+Mz2HacAuPM49J7m4/tw4Nbnme/v3hgM57avc702hFdUGt/F3790t/UhJSSaLMzo3OgZPHna//Kfh8aH8EPXviz6XkRNrTy+91nfy+PKYmvPPYLU13lu+jv9BmSbz75a34MC4y//Y/fqxh//7m/YCwetcT4N688gOP9HOPfv/YQuob7LDF+cs8reP0YX6d+cNuz2NNxxPS49N621v0sWSfZ2rUHr3caJ3L0upRYPtrEr8fx4Q7153ShazSeiODu/Y+z32k/7Z/3/M1clybupBR+t/N+9Vr+aju/Nlbyy+13q3bw7PFnZL9hjjElqzE58X75xItsi4CVr1jfuY75B5INnesxEg+b6tJ7+wf2oXWET8bHqXcBe+aZH5e2iiQkfu0oYaQFAXOhI48jlmqRdUcQZwmwlSQQTR5RYxB6vruL3VIsxzhZsVtCalKfeUn2fLB+5lEsyqnqJq5M6MRWS9TshPam0a055ILbcExefaXjOl1YmukflANmO65JyAZHtez8XydRVsH4mN8aXV6i7BZjOreUrgmVnUTkQJHwdeJZTequiROXLgUAFNxS6ME3+9tqS53yTazNCpuLwBqvcF3jLKLpiFXnSJ8RXOpmziJmjJclRzQ5k162mSl8jwWtWg1lrkSRDY6O615DkEbbII30QRrtTPtb+msUqZFjkEbCSI0ec9AdR2qkmX0myf6106XmT02ybpPjcTVdOm5EPYYdxqfOjpX9nk52PC7b8dBJtWNH21TxIdxsrkdaYKfcF+7sWLmHwqcA47hLjHlfAa7v5LvlxlJyMyq3ftPZV7i4Hpa+wklXfz3sR6v4Clphpb21drp90XaWVNKe2vSV2nQZT46gL3KC6VNTJ8P1kyR4xqLqi+yss3sXkuEhdPbshjgWkf+WyX1LpcOtI3zF7ZUT6215YakM8bWO12XdDZb0RMpxSYdkXfsmW/oeClfXnliv6er3pUkS499UXt6xKLYd3YB4eBDbjm2AMDpm+Lv+5RuP4WjHAfT2tuJg206MDvay9wNpvJ+KUKOjw4PNONZ/Alvb9tlyi9JK3z/2v4rxWASP73nJmERJEnJiSfWVF5fw2IYn2HV5ZMNj8Efj7H3ikE0XasT04PZn2M9/Xve4oftuutDf/vwaT47uWP+UoXNyutC5/PFVnuRTAygz+h4aD43LH4nhH1ueQXRoAP/c+k94xiKG89H7K0roaPX5xGAXXmvaga6wNQcpfap1sAuvt+zG0b4T2HLcHuOxWARP7XmV/UvJpVmiqmEh4sHtfEXxrk1P2nLvEk73bvkH+/mezU85YCzir5v45Mkzx14z3cNKnLbBSAL+SBzP73uOXecX9z+PvGiSva+80nF7rmUdW11f27aZJZRWQhjt6NnPEmf6N32lNl06x3qxp/cw2/t6guILm3uaqioODOxnDdr29VN1UMr2nt7Vx1fBt/dQhZKNr4CIHb28ciSetOea5ePgOvFUm+MzT9Gl5kv2uhJbEeaNnewXwLj2oC7eteMJJ+G5Ci0g2E1Uc+GxI2s66rAQ5/aZ9HaWCb3HljZpuxNaHYi7PCbNLEfd6UpR2+Ye6WPgCYmbXl2Kg0lmoZs4ybpJeaXEjS7Xd3dc5fuzuXZudImUPSYfW3KpS+JkF5LcVIbE2S4U2+GfcRqHXMIld8a216e/ZWGbVPqpK/uUBwXfmZ+GuIHKWzLFnkn3X6ObTT8+69YeZhifCjtOZmHH1rPQmbYZle3SjR0r9mD+EAzUcMoJJ4xTq+chvvbnKk+mcn+4s2O5TM41bqmscMvOrwhZ+mO3uiTOzxDFV0hZ+wq4xDjm0lckEElSt0uyEfvrR02iSNeNsGOmB9aShDOu+QVKt2olt3rRiD+sRFC/fzhun1xTgD0Q4ZNDA1GqirHnWKUSX5L+yKBtwEwyFOPB4WBMN/kkSfjaZx/G9H1mgd5vQMywnB3WSX7PCML+4EJzMDoEMeo0Wc4TUGqMNBgJs1U0/ZgfvWM7lrelTebdRivyHwVP9a2FkjclOWwb6LblsaW/tQ10qc2lDOMwke5hXo7aHe4zvVN3/YRPLqjyfyW4BmAvvWyqK8DVNy02cBF3j/TbJrV66Rym73f2FUQ/RMccGBt2PDdKOOm4JL2j9okfHUvRbR/qdcA4xXTYccf7TRPxRz+Svtr6G9wMsJdeds8sx63fulDFLZ5KsBL6/vFB1vQtvUw/XahJFOm6EbrnCoPOT3+6DuF4mHUWd7pHae8nbVeg2HQ0Ye+z6Fhh+Z52449T8iqlxCZGnRLQqNoN2Vloqi7hMs7jPt7dM4GPQ3D5HJPY92cbH09MmdArttSi2p0Q1YO7MJj0qKW2K13W0MP9GDJ5sZzmGzxZ6HpPsq5H5rB1O/dBY3WrS3ruj+tEgM1FkvW8LjBWdEmc7ELQNW5x46QVruCAi3H4dZ9xdjbIxjbNOlyPRSyT2n8XoQQNuUETjE+FHXuyuP+9Lq+dJOv5XNqxckzdtc4NchyyEHH9HmYfiij3hzs79mWJsZgVbqfKr7h//CljdX6GqFzhWfsKuMTY79JXeBH05LmaTKHOx6TrRoImup7xmGVSayV9S6cgmaPYrKQes8Bn3UlUSR6UjsclgULHFVuFX7YkWGS7YktS6OffXeTXGrj4IwmLpPbkyKG51YgFjTZbFChERb51p1Z9AlqRX4KiIDUY1O6nnHgqM6l1EEoUx32imjBXyt9fW1zhuGJbW8y7cVNjKLsVW5KKAs4rTOen7jH1iez7s5EVrcPsPA3HDpWo43aSqoJSVBa4wTjFjkm8vk7nRgknHZekzIReSS90LEW3prDMccWWdNhxc0rUFdtIwMMS1Wxk/sEeBKNa8koURHm+XJTkFDlUd3ApCRYyXTdC91zI4X4mIR+V78tnnYyd7lGymXw/p4LL89r7LDpWvnxPu/HHSkMoAUHHZ55yPOK8dRaij1Oe/87+mHy8u2eCMo5sdL1ZxscTUyb0ii1xEsJyb5IidBNQN0x6WNFNYze7QRQPQUAiAwg6lLQpbbdF1knYvhyZDIm385YkutHsHzqcb5H+LbTZe2WmO56FrtODrzALjDmPJHVfdp6RIioPv/xQ8zqsxmgUHYS1fTky8UnyLtEiKh3LOInbi32DUCM3bbISavOu6FYjoWvMZDpigXfLpM+kHMoRNd1KhzHwTqrUOZi4ziDZ2zGn/ckBJLJhsuXM2b9o+8NAHv3dD7+4imEcS+5wKJUV4RdPY91c48kDMsbW4hOXs/b4tFeUOj7b6xLfY7HcMOGAra5XIE7NKrkLIN8LpgoltQbi+upTbMc+l3bMaWn4vTd00uxYb5u8oRDLlPjqqy5RNWLcKTcf46XKZqu6dF8ox1fK9q3HoHRczM8S424XGPsgSV4XGGvUP5Lk5LsF9bnA/XHYld/kvsI+gTP6iqEsfIU7jEnXfgyC6iuoizE1crIOWAWUBqqR5ytErjefdT+2K0fO8YRQyqh/BJQEqtEf7cy4fk9v+jaSucRF7sUFdR+ET/RjW/dzaB87ZEiyWVKrVgdIjP+W5MxJp+HJo/+0LEem5OH06pXs5zMmncYofqyEjkvHI1lTswLrOjbZoCbgrEmrVd3Hj/JSXL3c+sAHEQ0S57SIVZVLcPPc69ge2y+89i21SZXZcacXNeDzSz/Fxv6Vdd8xNI5iSa3OX5UGizG9qJF9x9LaOdh+4oBlqWyOL4BLZp+BHH8QV8w7B4+llyMDWPC51Rjz0eQw8OKn/oK64ir89KW78Lt1DxhKZVlSK4+DjnHN4ovZzx9acwU2NCk9izOFVho/dDrvHHzz6nfgrxt5ea2Z0DndcsZV7Od3L7oQP197twySwFZf9YkqJddXzz8Pt13xWbbHdvXP3odoIs5KldNXdal78Ir6+ZhUVMnocejVmdY4ShE6Q8JgZf181sF42eQ52NZqjXGuP8i6KNO/Vy04B4/YlCPTMd675CL28/tXXIafvXSPZTkyrdi+b9kl7Ofrl7+DlURbCR33hhW87uHihtPx/HH5/AWBrb7qE1WKDG6YcyXeN/tytA534pbnvq6WKqev6hJuF9Svgc/jxVm1y/HzbXeyFVyra7egbCbrekwJK1H72JUjV+WWYV4ZccmLmJRXi/ZR4ks1v6epyzlxzxKdz5ySubblyHSMBaWL2M+Ly5diXYf1Xn86xqKyxfw7PHWIJu39sU/kFEg+sRaJZIdL3UmIyftizUWAl3HO0/O8HJAO2T7zeE5BOQgllvSyWznVKB6JPcO+HNnD+NZ5DFnuWI6sPMcmqkzsFVvWnrvYTgMCKwAiXbqwmUTXevEInGuNDIXoMezEK2jUDkS7YzcLwil8POrP9rATz6EyW1LkMPdAZdBKKTQFaEYycaNQgqPMipJeyGF1qSgLjPnMI+Gh4G2tzWcY+c1Y4aBLARrH1StOtcXYI0xR27V7RaIJsJ5dJWoOhY/Mw2zCGjeB6D7k82ek2GqjeDPdECO55j8XOmAR0NlbDjyCNa8ca8POzol0iRYmk4RdPwqiHXG0Y0pq83LgzV8AIRQC8vLgzZ8P5OWy981entAcCKFCWXcOkJdvqSvmTYNIXLJ5efCEZgB5xZbHFvJqIeRNYrpiqAFCXoXlcYW8cqZDuvQZIa/OqGOY+dZjTLZhN9Msvk3smDgDvS7tmJIMTmfCz1O3ukrfZ4nxFB3GQQs7rtAetJZYCDLG3K9yv+UWY0+WGNuvTHDqM37uzrr8Ae/OHxep/jgD44zjlqp+k/sKax+biXGpA8aar6Drbi0ivCLnifWJAcwpXmN5XPpvbskZqs0TpY+dzC89W8V4XskZpqullNQmcwOYOelc+IhXOi8PM2rPBvJCSOUG2d/opb9PpxYsZsk1yQWTz2K0O2b7COn7FpcvYJy2JKuqlqE+v850lYcsrSF/MlZWLWG/zy6egUVl80zHTN9VEizGeXVnst8rc8txvvyzXiipTeQGIIZCuHTelezccovKcPn8qxHL8WW84jkci6sXvle+7/Lx7kXvM+gY/RXwvpnvUs/9Gxd/nCUfVqt5X7ngFoQC/Dn22XNuQq4vyPT1QkntuN+DG86+FnW1U9k4bjrnfSgorUQs6Gd/o5cyDrq+F88+HSvrOV3T9asuxpLJNJGYiTG9t7xhDqP9ITl31nK8Y/4a02tHK5STSyrxyXPezX5vLK3FzSt4kit/sTqWWMAHTyiEj1/0QTbewrJK3HrJR9nf6HyM105gCerXLvyoPCYPvnfFp03xUlD8vytuVWl5vnPZJ/kxLDD+5iUfVTH+0gUfQK6P7kVzf/GJM9/LkmaSj57+HrYibLaPmDC+bN6ZWNnAKYquWXIh5tcQ9Z4JxoKIJXWzWVJNsrRyHlZWLdTsWBAQCXrZi+ytoKQKly+4nOFWVz0VF8+9mP89YIwj6RrleIO4cTaflMj35+FD8/i1MbuXSP9jC69Vr+Wti2+Andy6+EbVDi6cfLHsN8wxPr/uQpWj9uxJ5zKKHqtKjNVVa1AkV2GcVrWarQjTVF660OdnF89BXWgy+90nTKL1W8sxEL+4V51oLGO0PuZCR86BX6znnxNC8An8O8zFi4BHicd87PluLRSvTVX9MeUYdsIp/JS4YpptXOEVpqrPPA97Plg/8ygW1VP4TUSZ0ImtGqSwoCD9ohJv4mRDOSZxdhJPU2aySM5qhoHHlozbK84zWeYnHtu58IiV2hgEmjmhwMNv4hLKDYkhJ02mMaQbDo2/xBAk8+CPdM328VLiRDNB2gNJYAGPWeJFPLa1WiLOdOkmLjLBjXhsybC9bwhjQSiWzyHdofvkMWi8goJA46oxuR503tUGbkpRKIBPXMT4voxCid50eEXNudB3+MQl6kqLJsT/2cA4wDRdH/xMl5dIacK5KX3iPB3GIhsDrYikC82CsfEpAbMgwCfOlYNQI26UKLPvNNjmVJacp+NGiTSdi54Y3CPWslXLdNzI4frEhQYuNHLQ5nZMXGhzDTy29hjPyBLj6SYYF7+lGLPkx9KO6yzsWHRpx9Umduw1seNCB4zr3gTGS9XE6l+DcdG/EON81xhzwvtak9JhUZ5k0PtjqrypM7k/+ISdPknW7NgM40lpGHtsMK6AT1ychvE8G4yXGjgWOf90QwZuZCc+pqvhNq1wCRaWnsP4ZfUS8hVhTfW7UBLU+FhphXd5xTvYym36Su2KissMPLYlwRqsqXon48PVi18MYmHpuZhauNjwXWfWXIPCgBELj+DDrKLTMK9ESyKpzPBryz/LElG9EI/teXVn4BMLblYxJk7QLy79FJZV6gJ9+Sovr1zC/qZw3tJnPrnwgzin9nTGc6mXOSUz8PXln0XIn2dIMK9svAQBOeBWpCG/jo2vIlezi4vrz8WNs97DSjr1UpVbgS8uvRVTCzU+1uWVi/DJBR9SS6RVPANFuHXhhw08tssnz8N9N/0QU0r5pIaex/b7V3wOH1qlVVpQovjoh3+J+TVG3PL8QXz+3A/gGxd+TPuuvEI8essvsXoKX/lShFbuKNn87Xu+qWIc9AXwwv/7Dd695FxDwkpJLSW0z332Vwj4lG0LAv728dvw0bOuZtdGL+fPXo51X/4T+25FvnPprfjc2Twh18vCSTPZudSXaNybH1tzDb572WdQpONzJZlaNhkP3fwTLK7lK/4kVy44G3+54duoLjBOnNUUVuCu938Xl87VeGwpufz7LT/JwLg0rxA/eefn8ZE1GsZTy+vwj0/8GgsmpWOcg69e9CF869KPq++VhYrwzCd/g9MbjRgTLresfif+9L7/VjGmlffHPvIzXDb/LEOCrfDY0vgUzlv6zLfXfBpXTD2X3RN6WVo5F78675ssSVXk00tuxE1zrsqw49kljfj1ed9EdUi7J98781J8ZvH7ke8zlvjW5Vfjp2d/BbNKtKTs7LqV+J/TPmXgzCWhFd3/XfNfWDOJTyiR1OfX48aZN6M0aIyxcr25uLzhSqysXKXhllOGD865BVW5Rp5o4rE9t/Y8lgSruPvy8KE5t6ChQLu/OG4erKhciXdNfY/BH+d6V8ErLzzohVZUc70rDPFxjmcJvCxXMPpjygtyvVS1ptl3wDMXfpZYpk26oIjpGmI3oY7Fq5mxWy57JlAMpuqKlSzXyMwrKHabb+CxFYUiFvtR/G4U4rGliSltMpTGw+OK9FyBeGynsFh0oosgKRsdJrjwDpfUlp3+pf2F1nXnvCkSLdtT2QUFNnmWhMRcd0huFKWUH1vr8hK4uK780KYTI9sgrjQDyXXQjelKSknXeiWH04WMG8r5rHV552EuJvsy3wTGXJeO75PHYYeb0vlUKym0u3bU9ZeSb0pg7HAjImpJGgVYCQZdO+sVcEalQXyYNIPLdO1wi7IW8cpsnz0WccZpBinFAnC9o8vUTSJF9EJSEoKQx2YErXVTamduPrnCy1LMdSVIoycg5vPESQqH+UrtvyHGNEFl19Tt7WPH1L068gYwLna4/7PAeKQfgrwvTaKGLqGSfyuMjf6Yb2uwHgf5V3qJLvzxmIyx+NbZ8cgwhHyeKKTCnRBDmUGbIlSO3DPeynhmc72FKA5U2eCWYl2SqakU7b8tY+XHoiXGA/3NKCnjSW8qPAQxZL1fcijWg3CsHx7Rh/JgHbxy4mkmRLtzbPg4W8GhVdpQWsCtl4HIII7IZcnTChvVfbhmMhIfZZRBVFLaUFBnSFLTJTLUj2ARvz/aOg6jtsp6FYW6yu7vP8z4Nctzy9BYUG+JMZWXHhxowlB0iO2pnVE81XSlU8F4W9t+tA50oCgnH6unLFYTHTPZ37wbs6fyFdex/h7kFltXRhD/7e72QyzhOm3KInZ8K6HmUOubdrFzWj11AWqKrHHrGxnEK4e2s467S+tnY2qFMXHUy2h0HOuObsd4PIIZFQ2YXWm9qkVdkgNF3EftPLgFC6YvscSYru+Go7sY7Q6VJ582ZYG6UmuGMZUDE11PcV4BTm+0x3hP+xEc7G5ByJ+D06ctZsmtlRD/7c4Th9jx6LhFudYYtw/1YFPLHjZRs7JhHhu3lQxFw9jVc5BxPM8snoIaXZKaLmODfaodHD1xAFNqaGLcXIhrd3v3fnaf1ORVsITWGuMUdvUeYE2lqDx5QflMWzs+0XUQtdV8EiI5PARPvrWvIC7bnvEe+MUAphRMUVd1zYS6L3eMtrOktqFgCtuvayWpkV6I+dx2U+FeiKFS27g7IfXLW9IKHWK3BJISUb4lme/26CZbzWO3AfYZPhHLtypaxwqcdo6eHawa0FVc4VO3S56MuGIiyQTfY6tPzqhD4rAaSEEqMg1keOLQh5REe8ESbEM11Z5DKjbRVeggwhCEuBr00L6sdGPhQdSIvH8uJq86FkCSCjKMRQnkuG5EnmPOhySRwWZeEt7+e0C3byzEzs8smKIgiu9FVZLVXFk3YBpEcV3qLkdjCsq6ORbJMmEcdoFxSnc9eLDK9shKIUuMuS5hTEF+oS3GtEdZEDjG/HqYY0yYUTt24owUJA8kWrFnq9yZDpKIsZMp4kQcgiCJkIRSeHSlnkbdUcbdKTGHB6SEYqZrloTStSNd1modKYhSASDWGlZVNd0Yo/XgHJhJCFIevOIkXg6dgVuC7cujtuzUyVuQcuARayBK5aYYE3dpMtWizv3R76KUY2Gb7jHmdjYEQVASAsHGjomCaBCCoHQfhKMdC7Ids300DnYskB0LpJkCJOEU2LFfts2QNcZSh9ypkPYZ1qj7Hc0xDp90jFPSECNj1+y4TLZ5KztuUdc1E1ILPJLfpR0XsllgczvOBmPCddglxkRZ0K3DmCptqm0xzs4fky+MuvDHnEqL27Fga8cc4zZI0oDOV9D9n5mkcT7rdpcYk69oUx/gtI/dK5GfzXyOEZ/t8TBxOh5ALPX/sfcV0HFcSdd3WMxgSbZkZmbGOGAH7CQObJiZdwOb7G42m2yS3TAzgwOGkJOYmZltyRbYIoulEQ10/6fe6+6ZnunuGSX2Jvr+lM8czYxrGm5Xv656Va9uM6KtCegcNwCZUd2Cxliv4MHxxkMobNjH1ttS9jYnth86RtOsvzXI5kuajqCodgv4SlagoH4vOkUNY2XQgRjvrTqI5cfX4LizBA6LAyPTh2Jyx7GIkxq8+EtebT7jlc2rK2Clj0NSB2BqxwmseU6g0PaWHVuD/dV83Xi/pF6srDgrRp31IalorsKK42sZHy6tc+we3wWnZU9UZVVlqXc1YM2x1ZgpfaZ1txNt09AvqXcQxg0tjfhix4+MxoY66FIG8PLhZ7Oy3sBy1Ba3Cwv3LMXn235kfLIUvFw6dAZmDZwGh9UeFJwt2r8Gn279nlEAJUXFs/WptAZWLpH1x3hV3hbMXfM13pC+e3/TQlwy4UIkazQz2nBkN+OV3XB0DxxWG84dNBG3TL4AOcnBuO0tPoJXV3yFZQe2sHM/rc9IVlbcNzM4CC2oLMFrK7/Gd7vWssCWgmDSHdU1uKEdBZ1vrV6Ir7ctQ0NLEwZ17Ilbp1zAth+IcX2zE19s+g43SJ+fXvwhLmltwMx+EzQwbsXXO5fik80/sPW2mfGpbJ3qBYO1Mf5u72p8uPFb5FeVIDk6DhcPOxOXDjsLsRHBGC87vBnvb1iI/WVH2TWYXTYVV448h2VpA4WC1HfWzWdBMwW2M/qNx7WjZykNt/yFtke6q49sZ6mOyT2G47qx56N3erBtFlaX4L0N3+Cn/euYHY/M6Y/rx87GsOy+QboUdP6UuwR/kj5/vP8bzLDMwLC0fkEYO11N+LFgNaMBqnc50SkmA+d0m4JxmcOCytFbvS4sLVyPH/NXo7K5BmlRSZjRdTKmdhodlLGnbssHqvdjV8k6XCZ9t71iGwZGjWVjQSDGeXV52HpiM8qby+EwO9AvuT+GpQ5nWdpAKWoowpbyTTjeeIyt7e+d2BvD00YqJcvq46iHWzii1Eu6hKOwifQcCX7mEY0O8dV6BN4LwmKiKrAcWMzB26XuyG6hCB6B/DEPy7wyXVOypu9GzzDOJy/7blkwiyk6zzzZr3DBJMrPvHQN/5h8EOLgLWH9dkwilT53gBk0iRk4dtMTppr5CiIaJf84HRZW/dS+G0f9n8jYcgeYeKe0FvTHwcQMwOQ3+3JYs5kOOTIWv3WzZFB8u1pttx1SqZzFL4ginkGt9uNWqQTP5qdLN4rWQnaztF1faQ4FTyK0GiHQnB45rL4bXRTJQdRuQsJxiFdlHEQQB5eosyY4OQBj4u0SwsDYLeGm1UwjSjrmU4+xRzgMgekHNgGy8hJBv9k0j1AEr3hEQ5dKNvvD7IcFb260P0CXv7eaesNi9jkFvuZG/rhxXSr54GsoZV0n3MJOTdzMyIDV3MsP4xa4hB2aDXIoCLaZB/hh7GHbZUFGYzMc8dxNa637ga1X5WWn/rb5hx377Jhs3hOGHfthHHQ9Yv5nGHuEQokAXsuOB8Bs8gUFvIHUAd48Kn6GYhNs3bWpD2vOJYsgVsMt7NGx466wSuuNTj7GvFGRD+MdbJIqPIyL/Sb3fg3GpOv4ReOxgrHmWPHLMeZjxQ6gscHvfl7E1ktT2TkttZBxa/LUY03pV2j2NARtNz2yM0aln8NoPkhc3hasK5uPOhfhoZYEexorXZYDVsoAbyr/DuXNBYyb9pz+D7Dvv9v7FBxxqRifMYc1pJIx/vDAXKwsXs+yOXKjHkIsyhaJB4fdiU6xvlK57/J/xry871W6dCUosL5n8E3om+zLNq0r2YR39n3KzlfRZU3BRNzQ/wqMzRih6FJg/eLON1mWSW5OI+9jTvdzMbPLdEW3sOE4/rP1ZXga6vHmeTxMvPnbW9ASYWHlzFf2vkjB+HhtGS54724U19KEpKiUkVLjoNN6jsbblzymZP9qmxtw8Qf3YW9pLis7peZL8t+Bmb3wxdXPIC6CO9mtHheu+/xvWJG7WdmevIqc1nLOu/ZFFrDJGD/w7bP4dNsPiPGIOPQkUfsAPR+cCHtcAr685jn07eArMXzih/fwyMI32KSBTGNDgQsFJN/d8Sym9Rmp6H64/ntc+8Hj7DhlXfodneuH1zzK1uHKsnjfRpz3yp9ZEyLCWdal3z19we24/8wrFd0dRYcw7dlbUdfcqFw7WZcC7Ff/dL+C8bGaMsx8/Q7UnCjFsRfXse9y7h6PBhutCR6LD698nJVSM4ybGnDeW3djT0kwxkM69saCG55DXKQP48s/+CsLVmVbkEMLKoX+7uaXkJXAM6GCIODuef/FJ1t+YFjJ50fbToiMw7c3vYC+GT6Mn1n2If7987tqjE1mZgufX/MUJnYfpugSp+0dXz3FjkFuTsWCdVHE65c8jAuH+Gxz2aHNuOzDh5iefAykS58fnXEL7px8qaJ7uKYA9658EkJDPRZdNZd9N+OjS9HksGB299Nw55ArFYxLGytw94onGFetPFrJmIzLHIp/jr2DVU+QNLgacc+KfyOvrkihFJP/Uob32UkPItoWqVQyfH74Uxypz2Mczn+d/DS3wZX3IyYhHdf0uR5xdp65pX19l/8NdlRScG/mk9TSWBFhjcTVva9FepRvUmBV8QqsKF7O1tkLfro0VlzW83J0ieuq4p5t8e6hEgHEJp7Pz6NmPhDtQIRlMGxmX+m7R6hAs3ebNG6rx26HuTfsFt92vWIdmjybAp5jXNdmyoHD0tfvOdYs+W5aMUgKW/bj8yvc0jMv2Ffgy04GKQEr+dL0/OAJsEChNcG09MXh5x9T80+tWMEmlUSH1yX/9yrteo2tz4HR6/pYr3JYPMzp0+aHIqdUEEv8PtPDXY9Lipw3X0dY3rlYj1OL+KuIoFnUPCa1UHkCZQIFv+BTu7sfz2HRdj1K0K4X1HLtch/HIgsotYNa+XxE0RmAsV4XXvX5iCg14Huk86k65RhTJpMHtfyXgbpuYZeCMTmUPKjV0hXgFvYqfLCUfeFBbaAuf0/dfMnp9A1KgUGtT5e6IFPZCtcVJF1t3ASUqmzTLewzsGM6H1+nUArw9brlUZDgEQ6dQjvmulTq8tvZceOvsGNPWHZMGP7WGHM7PqrsJVCXPfRUdnxAR5fs+ADT8dlxYMDl+x3tk1e//C8wdhpgfNjvc5VOUMu2JE0syFIXAuPjbbRjbwiMRQ2MXWFgXO03VuzSwE2yA1DGl3f0pOPeXP4DWjxOTV0KSg/WbFS+pQ7K9S7qlqldQryzcrnymX5Hvw8+P7Agekv598rnVcXrWVDLcRFUiDW7m/HcjtcVx39P5QEW1AbqMiZIwYMXdr4Fp4vjVuwsZUEtq9Hw12VlfiLe3vsxSpxlSvb1pZ1vsf34d1yVf/dV3rcs8CWh/Ty//XU0e6hSSgzSpYzv6uINCsY3zn0UpfWV6q7Pku6y3E14fuVHyvcPfvccDpTx543MXSr/3Veai4e+e0HRfXb5BywD67897maLKK47gZu++Iei+/HW71hQy3SlYEfedn2LE1d+8hDLnpL8tHcDC2r5ufp8J/odBXrnvfoXVDfWKZlaCmrp3P116T3pX/X+ozhYyu2goqEGs1/7C1q9btUxyL97YN4rWLqfd6Z2edyY8dLdqG/xBbX+uq+vnIf31n6rYHzVR3/Txfjngxvwn6UfKN9T8Lm/VBvj3cWHcf/C5xXdJxe/ixW5HGP5OORQ5lhtOa771IfxB5u+ZUGtFsZ1NGHx/gPwSBgvObCBBbVBGIsc48s+eIhl9knoWCmopfP077jMAldRwC1zn0DuiSKOsbMGV3z4V7g9vokDWZfk0UWvY3XeNqWk+IHVz6DJ06IaWWQsFuQtZdlWGeO/r3uRZV7972YZk/UlO1imV5b/bnkXR+uP+6qp/P5SMP3C9g8V3eXHl+FoPb8egR2MibP5q7wvlM9bT2xhQS3XVY8VLZ5mfHb4Y4Vr93DtIRbUsuMM0PVKwTRx43Lc63lQq1xhnzZJi3en4rtR9pUHtYKmbqtwEB6BPwdovG/2bNEdj91iITxisYIx+ZP6vlulij3CLRzUDGq5br3qmUc+n3ZQS9Ii+YxcBKq80vWx3Cr/uL1Kuw5suYNoRAHBHX3mcInk6IQidK7gzjJzso0pIFiZG2UcmAGEIqwmQ25RymONhW5aKTgKqUs3D38AGVPhIGB79WGQRMu6zjAwrpEwbglBs0FCawWEU4qxV+QPAX1xQxC5A+cR+OCsLwIrA2HvpAFKEXpANDb7vVrgdeYCjY3wOo+wv+r/V7+8DYeZjtBYBBChu4Gux3kYotMJwVkGsbEcaGzS364zj62/o/WTQmOB6vi0bb7lF9gxd7SN7bihDXZc3wY7lnXqfgd2TOsngzNc/zuM+VjhESjzGZ4dU0lxKC47KnPlf+k3Rg85k9++f0uMT/BscZgYs3LiUzgey/jpi0kf46BxpRkeeaxwFgIUdOjcz3x7Rezcal3l7GXEZXu0fhdzAps9ThQ35vp0RRGWplblZW5qQXnFHjTXlcPbUIfCss1+/6+mpGCouspR01rGjuPHgmW6+2crzVrrsL2C03b9VLhcf40eFe4Jbqwp4cH40mOr1aV7osgyQvLL0eLBqsOLGW7rc1fA1NgMW7NLpSO/Ipq9WHbwJ6a7o2AjmuqqYG1uhaNFe7KRjlNe+7qr5JAuBQzpfLB5ASs/pvWTP+xbpUsBQ99/t3cFyhuq0OxqwQebFypBSJCu4OX7Lj7E9kH0PXqdZGm7pfUVWHyQZzqfXfypZpdjEtof7fv9dXxy4ZXlXxpyrNI+qUSZ5N2137Lz1CsCpMzl80s+Y+/nbVuOsroqVXAWuN1nFn/KtrWlaB92FgdjTNQ/US4vIls9+GTFl2iprUZx8VEs274cjlY3+7/AF33/4+bFKC8rQlNNFT5b+TWjwtHUbXFhb+5u7Dm8gz1731nyCaJdgu52KZu8eOtSZkPvLv0UsW5RpcPuawnjJlcry9KSvLVuvm6nZQ6GCe9uWMDefrz5exaw6t3TlLl9bfWX7P3q41vYvaVHZUQYf3FoEcN4X1Uucmup4kefZmd+7hK27/LGSqwp3qq7Xfp+edEGVDXXwuV1sZJiveOl4PWYs4itj6Xj2FDGbVTvGOpcdThcwyeK15eu07V50nUJLuys3CEF+QUhnnkmuIQiJbMb6pnnEvhkjoctBTOi5KF9H/X16tGZnJWFL1uhZ16LwSSq/zOP7jeaAAnwTVXC9009IVi2VgzlK9DzNhRt3+9b2vUaW1F3Vt5fyNGiWVpjg/I9ZptD0hf7hGaDKL0vhKkbipeKCz8GKs1oCgsD3oU0HCzk9Yrh6MqOnzE3Lhd6+NNDJxxdUXLeQ5OBq3ELF2NrGOdnYg1aLEgPK5CikmIgR/oriSjCNvFOmDf4ZsL8RWbeDEeoEDDcJfuc/CN8CUeX1mXydXxtsWO9rLyWHTeHacdJISef1HYcjr1xnVNlx+GNK3wNN+94eLIxbpI47MKxY9LJkdaGh5gQkNeEhuBtlh+abcc4nDGIsHJBCMm5LWvXwYxTh3Fb7FjGz0hTE+MQ40o4YwW/Dm5UNh8PycfsEV2od1ehyeM3SSSKmHDRS0jepsWXy0uOOQOnkZhYAyqLKRrlzdpZYOWcTGbWzGlk+hAcrs3TdZj5uYk4WJOLszpPw/6qQz5dUcTD98xDj/2BmYjXAVwFKpb1FcwayT2g4mVfAbO2lDaVo9HdhE0Fu1Ql01pCWcncigLkV9MadeP7jgKLbcf2ISMuFY0uY3uj/W4s2IWs+DS25tJIKKgk3Zn9JmFN7g7dgJKEjnHVoe247/TLsPTAZlXGMVDo/0iHZOWhbYbnR7qrDvNs3OrcHaoSXc3rXFbAyoo3HN2llGL7y+HXqPzTT55OZn3FQ7ntTF7gpf2+nJeBvMg7/K4PS5ffGbzoVy0bs+Iw49KBErWSiHVHd+K2iRdjVd5WQ4wpoF+Vu5W9X3dkpyHGpEvbJdlVcYg1U5IznFoYFzaUwOluYrqh7LjB3YjC+hIUNdAaztB2vL86D53j01mAaSQUnBY0FDDqnppW43GTjrGwoYDx3hY5C0MeR2F9AaMF4tVxRrqU5a1kg6tcSWeoK+l42bPUeIzlPgL1RDHm0fVVFDUplWahjoP10gjTPxbEOljY+tlQE8rUw6MW0KU8+v1LO8/Y/iF/yG8kTS26zufvXYSx/YGo9s1T9of8If8n5ReMKyf7frY0u3SCWmOpGtYF3sjfpvGIvcWjEdSePDncLwOuiHadB/g/IU02MwsQ26OMLq5HlLt9l3j+IX9Ie5B2PVIT91PoTAWdIrWyjgljToNaVNCC93D7aUUqHU1Dz5hESnqhs7b8GEioI5/xzI2PDzMqjGxwlB9uoWaEJBoNMTIMjG0KvVH4OUfhFGFslc7PKCMkMooOfjQJqrV8WmKWeC/pr5eVtKultWQea9zC+CxNHWAz92Tlmb41j9rCuFYtA+EVK+AR9oc8N7t5BCtlcQt81ltfLLCbqU+pBy7Bt4ZOEXKC/crLeLbW3kY7toXMdvnsODJkhs5nx9S0oDZMO44My459uifTjgkDB2taEY7wbO2pwDjKz46NS5eJ647pmiijWGI4zslcr/Qb4xlsmm+P/wUY69Mm+B0xw4wocsIRrmc7ZRi3xY4JP15urYexKQDjaoNxhTeFs1sGwCuc8Fu7q30/8/vOhpTIjkCN8bPMarIjzpaMCEu0ZuZh0ebH4I2SeEphwrSOVzGu2sXH3mPZXn9hQa1yHCJSIjoi1haD9MhUw6wtZXeIzoekZ0J3HKg5bFg+2TuR8zdTE6mK4qog3Tu+uBatETaW3ZmUNRqX9roAPxUsw4IjP+pmeOg+7pPcE3cNvgFbynfg7b2fqP6fBbV+GGdEpTPe2lGdBxlmuUjiIqLRI7UzkqMTlSZGekKZyWGd+iHOEc0oZIyytrTf0Z0HsY7HnZOyWNZW7/woI0i6JBN6DMGKQ1t1s7Z0jJN68SwldScurPpWN6NIWVfSIZncaxiW7N+ke36kO6kn3+7EHkPwxqr5uufGrnNGDqPGGdN1kC9bazKxrGdggBgXGY3tD8xFVWMtRj9zpW45tFyuu/n+TxDriMaQpy5CY6txBuvHW19B/8weGPfc1ThWTaWn+tt+69K/YUb/CbjkvQdYppmOm0qmg7LLMGGcxHE7qftwfLZ1kS7GdLyTegxn78d1G8wyvHoYk6683UGpvfDdUd+6eC2Ms2MzEGOLYrqh7Jj4bXPiMhHviFEaRRnZcb/kHoixkd9iN8za0nY6x3ZGjC0GiY5Ew6wtHWNObGfmm2bH5LDsrdFx5Egct9SdmK911R+PLeYURTfUM490uG4S3CFqBCj2IL+U/CxvyNCC+6+sKVRIXZP0zAvPPzYrfh49U4xsXoRJ8hXaq7TzjG10yNhcpkrhfIDGnb7MIKoUi9RpTJ+DigvRUdikDmahjMChcDNSMGMsZKS8Y19oXXrQyk5laEP0bY+cbFOYuvymDKXLMaYbJlTmgPNqnUqMLYxY20iI0oSXWVjN+vx6XMysvTp7Z/J17lQJOZ/RkeyvJaYHEB0NS0w39pd/r/2yxPZkOubobIDoGAx0rTE9Ge+sOaYDTNHpQHSU/nZjusMUE8c4Sc3RnYN1/INaZvMRv8CO9flOfXYc2wY7jmuDHcs68b+hHcdLdkzBrT5/4KnHmI8VVjPnJw7Hji3Mjo2fmhYTvy/4b4weE6Lfvk/VWBEOxkT54wgbY8YdeArHY46fcelbSIyVcSUSVnmsiMkBouN172e+vWx2bgn2dPbSW4dG0jVuEOsgGmmNQVZ0jyBdCmq9UQ4IURFITx2AyPh0WGLjkdNhJPve/yUfB0PVno5EB++ATWXDRlPJiY54DE3lvKtn5kw1DGptZhsmZI5mn0/rNFEzgKGg1hVpQ2uEFZN6ns5wG9tjCsToSLgj7ez/Al8tkRac1vtMpjuk82hExSfDE+lQ/j8QYzpOOrehHftgUCZRIWkXiJPO1SNnI8JmZx2MqRRYbz0lfX9u/ylIj01GpD0CV4+cpctXSftj+87i3fJvGneR/rpLk5mVNp/Rezz7TCXGRkEt7fuacWezz7dPvcgwEKd93jZlDnt/3fhz2XnqHTMFbveezklnLhg2FR3ik3XX+tJ275t+GdvWiOx+GJzlh7HJhCa7RXk1O6y4bPJFiEhIQlZWV0wbOhWtDptKR37R92eNmI70DtmISkzGpZMuRIvDqq0bYUf/HgMxoOcQ9uy9fvrlaLSbdbebmJaB04efxmzoutMuYx2b2f/bLEEYR9kd+NNwXrZ847jzdde2cjBEXDdmNnt7xcizGZ+r7npqwYtbJ17E3k/sOILdW0Zr1i/uNYNhTEFojwSip9HWpf2d32M665qdFpWMCVnDdbdL30/NHoOkiHh2rES9o3e8FJp1islGRjR1lDdhTIdxxlOoduJ85l3Rx2aM17V50qWAenDKEPbZbukccjy2m7nfaGPPM+Nnnt3chb2zmjpIpcD6Qh2U+bMmnnXwNxJ6JvBnXgTrkhz6mUf3m0V6puuJie2b86KbYDWF8hXoeavP7dsepF0HttxYsgxWHZGz7Jvtt5q66q46pDVUZpOv3beJOVJ6KxSJisbXcpyvcY02mIHhN63WMQU/5onigl8WCsb1jVuml+COJDNw+OgjgrXJyeDnw4J3hpveYEN0PzEBGOuZivp8TCAnTY/YnM4n+ZRjTFlTMztm/stAXZt5oIIxUaBYTN10dDndj8zrRS3Qraa+Grr8PdH9yBygFJDTfoJx47pE9yPP+tGxcF1t3Ijux982qSW8vh3T+fBBlx0TUX/oTCDQIEs0QqfOjiVH1xR9Eu24QxvtOPpX2LFekKa+LxkV02+MMbfjrgZ2PCDAjvsY2HEfpd0/t+MBBnbcVaHDOvkYJwdgHGOAcU+/z8kGGWGOsU/iQ2DcsY12bPkFGNvDwDjJb6wYpIGbZAfIhFmawKDjHpk+E5ES7U6gLtH99E7kQSLJoOSpiLOnaurG21MxOGWq8i39jn4ffH5g+xuRzgMjkklZYzE5a6yEi1mFWKQtEvcOuYVl80gGpPTBBd3PDtKljCpRjdw9+EbE2DluxFN7fb/L2HZUuibSNjG6n8wYPpYQV+6dg29k+/GvspB/R3Q//ZJ7s/e0n3uG3oJIKzmXpiBdovuZmDVGwfitSx5FRlwK05W15QBhWo9RuGeyj+Lm6XPuU2h35KZM8t9+GT3w73PuVnTvm3o1JncfodqeSXrRuto3L/6nonvF8HNw2TBO/eQfZNO2idrmo8ufhNXCvz+z/xg8Putm6Vx9uhRkEsfrt7c9gySaPAHQP6sb3rv6EXbu/rr0nvSJ7qd3BreD1NhELLj1v3BYbKqAVf4d0f3INEJEebPozhcYtZH/tZN1ie7n2vHnKhh/eOW/kClhrByv9Lszeo/B/addrXz/wgV/UWh3AjEemNUT/5l9r6L70OnXYUoPLYxN6JSQjncv82F89ahzWWCphXF8ZCy+uOZpWCXKoel9xuCvZ1wXjLGJY/zp1U8iMYpP5tKxvjznQYaD/3bpPem/cckj6JHGg67UmER8fNUTDD//IFT+HdH9yDRCFIT+Z+KfEcXs2CcWCQui+zmry0QF48fG3YWUyERNmx+bOQRX9D1P+f4vI65D1zg+MSfry397JnbG3UOvUnSndpyGrnH8egQGuMQ1O6f7xcrn4WkjMCRlqBL0qsYKayT+1PMKtm6Y7SehJ6Zk8THJ/56W6X4u7XkZ+w0/5zhEWGiMla+wT5uE6H5k381sciDSMkzhjA/UJbofq1l+5lkQaR2hOx4T3Y9VCjoJY/In9X23FFhMPlo3m7k3TDq+AvUu8X/mkc+nP/EaIfmMUBI0xG2rLTaJRqhdh4btn8eWhFMsUMcxajIiSEERzdpHaRMeg8qXqNTAAxPNTphSNInteYdNp9QcxS05RTTgx2qQI4t+ulR2QU43DVxxirOj1m2WyvZapVsxVsoCBTt6vENajV/5AJWCUDYjOBDiPJK1fiVzUZJu8M3EeSTpeGlxOx1ThKQbXIrJuxjXh4mx4Hc96NrYJN2Y/ynGhJmHEVA7aaiD2ZQGi4mcT7tmcx+vcJw1quGOUoqkG4wF0XRQ92NbHJ8NdNdvZ5laeWBUH0cL61hHxNm01J9KRxgZtx+nsE/X5Ufc7ZUc9kyl6iDwehCtkZd15XOz8kOLOVPKDgZj7CP5bmU2z0i+TWk6ttkWO26SdMOxY9nmyY7pGKNPoh2TbmOYdky22fAL7JiC7nhdOz61GNdKusYYU4MIIl3nTSXMv8COe2py2LXNjtuCsddvXAmFMZHVnzjFGJMdm0+aHTOMWadLXl5H5cc0K6+LsTMX1jievXTXbYEltofBWEHUPif8xooszeeYW2hFUcN+HHMehEtoRrQ1AZ3jBiAzqlvQGEsdkotP7EB2Bg9A1uZ+iE7pw9AxmjJm1iCbL2k6goL6PWj01MJujkSnmD7Iju2j8N36Y7yv+iCWHVuD484SOCwOjOowlAW9FHQGSl5tPtPNq8uHzWzBkNSBLKBMiQyuYiDan1WHFuNPw3lw89nWDzGp13QW+AZKRXMVo+vZUbGHZbe6J3TBtE4T0S3exykuC1EErTy+HpvLt6PV24pOMVmY2mkC+iX5OMVlaWhpxJc7f8K8nUtQ3VSHLskdcfnws3Fmn/FB2VzqHPzNnmX4fPsilNVXIiM+FZcMnYFZA6ayoEd9PbxYtH8NPt36PQqqi5EUFY85Q87AnMFnIMYRFYTx6iNb8fnqr/DGdf9l373249u4eMKFrFw5UDYe2YNXVnyFDUf3wGG14bzBk3DzpPORkxyM277iI3h15deMrofOfXrfUbh18gXom+nj85SloLKE0fV8t3sNXB4PxnYbiNunzsHILj7nWpby+iq8vXohvtq2DM7WZgzq2AO3Tr4Q0/qMCMKYmnBRye6X2xajprke3VI64qpR52JGPy2MWzFv5zJGz1NaV8my5VeMnInzB0/TxPi7vavx4abvkF9ZjOToeFwy7AxcMuwsxEYEY7z88Ba8v2Eh9pUdYdfg/EHTWMCbEhOM8ebCvfh4+Rd4+drH2een5r+EyydfhI6Jvkl7WfaXHcW76xdgVd42NqpM6TmCZWp7pQfbZlF1Kd7buBA/7V/PaJxG5vTH9WNnY1i2PPHuk+qWOvy090f8aQTnt31sydOYMWAGhqX1C8LY6WrCTwVrsLhwLeOq7RjTAed0m4LxWcOCMrStXheWFW7AovxVqGypQVpkEmZ2nYIpnUaxoFqFsejFger92FW4DpcNu4V9t+XIcgzMGcvGgkCM8+ryWDfl8uZyOMwO9E/uj6GpwxFtCx43jzUUYXP5JhxvPAaLycoaS1GATEFzoHjFBrgb9iMink/otdRthi22DywavpsgNrFOyR6hXKqwSYTdnAOLOXi7RBHkZrrkj3lZdpTpmpI1fTefn0e+W5Tku6UYPPNomYFLeuZlSs88s4YPQpRBJVLjTpr86MASPYHPMZl1gfvHjZJ/nM6ep1r+cXuT/xOBrc8JbfI5UhoOsL8ub7vtkRypaN3yGTkI5bpW39pTXd0WKUDja/WMZj44Hyd3pLjTZ6Tr8uO/Il393pjcsZTX5lBZo14GVXYs5eDBYWjUbcOYO4tyYCuXV/6vMSZuMtZhzkQz9eR86pdKksNKLdGp1InrGuDmrIYpls/aiQ1VrOz3944xOeNkRzwrSuf3hx3/fuw4OOj75WMF2XE9wDJXJ9OO3aybOERBKmuKOonjMdEAeaQSrLiTZscUMFPASPc9D/p+i/GYumfzjpg0IWCIhbMWplg+8y42nIApRr8zpUdwoaLlOLyCG7H2ZMTb9UvXBNGLiuZjcAstiLLGI9HRQR83ZwNMsTybVFFxECnJPXSxIIyP1BWgsrmKOZ19knqwjKeeHGsoRnFjGRwWO/om9Qxyav2lvKkCBfVFbHu0BjdGw6mVpaaqGIkpPINUU1mMxORMfd3memwp2g234MGADj2RnaivS2tcNxXuRJO7BT1SOqNXmq8aJlBcHhc2Fu1ivLGdEjpgYEZvXYwpmNpYsBsVzmqkxSZjVM4A3XJmmVboWE0pEiJjMbbLEJax05MDR/egTzc+OdJUXYGoRH27yC0vwvaiQ7BbrGxdrZyp1ZLimhNYf2Q3OycKVjMT9G2zylmLVYd3MF7XYTl90C1Nf8mPs6UJK/ZtYWtd+3XsigHZfA21lrS6XVixfwtqGhvQNS0LI7v1N8R4/dFdONFQjQ5xKRjTZSDMeqXPooiNubtRUFmKpOg4TOk3whDjXYWHcaA4H9GOCEztNxLREfp9GY4WHELXLrwaoPZEKRJS9SuSimtPMHojmr4c1bk/O249Ia5h6oBMJd6DO/ZCl2T9ctSm2irFDvKLD6JLpq+KKFCI0mfHiQNwuhuRGZ2G3km8lFZLqKR9d+VBFjwnRyRgYGov/dJnUURx+SF0zOCVLJ76Wlhj9e2trKkUFc0VsJsd6BLXhZU160lVSxWjDKJsbue4LkqmVvOYnZWwxHLb9TZUwhKjX3ZLAatLqOLd6s0JsJj1xyCBcb5XMn/PaqaMalyYz7xINpF68p95NknXyD8mCqAmyT+m52O4/By/b2nXzaN8DmK11DjFF6OLokNVtigL8ZfSjIaab9EBC3KYs6beNs34nwjQtQAizZbEaszi08yO/yJ5MyDSTaM2RMY9xQiSWwJabFMZiHqGhwyf66qblogi1eunqoyWcfCy41Xzw4pijFSKbAm4ASqCuEBFMVLCzfaLMaZW4ZyDy3/diA0Q6RiiTgHGNGDHq3CjTImHEVxLVCGivM4wGxYTbz7g2y7NtpFutZ8uBbcZsJq7B+DmgUc4BEEoVApKqEGT2ZvNyyUDcOPnpm7z/r/GmDenyvU54mzzdljNPWAxpYWNcWBDAZ5VLQ/Tjt2S7sm2Y8HPjv11oyTd/5UdN0jHEY4dN0lYuMPEuCyA1F0PY7LjAz6+VZUdq4OTttmxAI+QBwF+DadEvuaUlUux9bK/DGPKLntYkzWP33YjYTVTWX9CGHbskOxY7WQThQ6dn9JEjula2XIUyjSHgzFECvKTfoUdu+ERDgdx8NLaKI6xNQDjXAjCUb/rsQUmbyZs5j4q3Ajjg7UbkVe3HV7RZ0MJjnQMTTkdcXa1o5Zfvwv7azawoFaWGFsiBqechpQINRbEZbv/+GJMlz5vLF8IW1MyBiZPRmY0b/AkC1H0vL//c5Q1+c6PGipd0O0cTO3E13PKQlnad/d9ivx6H8c4BbUzcqbhnK5nqJzh6pYapruvmvNVklhNFkzuOA4X95zF1tnKQpQ7Hx6Yi10FW/Cm9N2D6/6FwZ1H4ao+FyPKFqkKPP+97E18uetHeATffTq+yzD8e8Z96BDrCyJone8raz/Bu5u/RrPbh9vAjF54auaf0T3FVzJI8un2b/HC6g9R1+Ibs7omd8LjZ96D4Z2o/NAnxGX790WvoKzBx1NJa2D/NeMOnNV3gkp3Q/5OPPDdczhS6WtQkxgZhwenX4/Lh5+j0j1Yno97FzyNwwX7kSd9N+b5P+HqqZfjromXq4K6Y9XluOb9x7Ds4BblO8qy3ThpNp6dc5cqqKtprMdNHz+JedtXKOuf6XpdNPw0vHH5g4iPilFlSu/98gW8s+YblkmU5fS+o/De1X9DVqLveSMIAv45/0088/3HaHL5MB7VrT/eu+lR9O3YVWXzry/9Co98+Ro7Hln6ZHXB29f/DeN68YZJsnyzeyX++u1LKK33YUzl20+ddxdm9ldjvHL/Vtz0zuM4XOazzeSYePz74ttx47QLVLp7inJx7Zv/xNZ8X7PHGEckHjj3Gvz1vGtVGB+vLccdXz6FLfs3Q2a1HvrUJbho4mw8NvNWFcZEa3TP/Gfw3Z6VyppmKjWeNWgqnp19Lysn98f44e9eYdlof4yn9RyJl+Y8iIx4tR1/uG8BFuz6Bt9K392y9FF0zeyFB0begJy4LBXGC/KW4v298xi1jyw5sZn484jrMCClpxq3Y5vw8o5PUNXiaxhI62/vHHIFy/D6S359Pr4v+Ab1NaV4WPrupd0vYFKPmRiWxhtjyVLWVIZvji5AaZOPworWy47LmIAJmRNVY0Vtay2+yV+A/Hpfo04KboeljsDp2WeoJtkE0YUG1060thxVOjZUtSyFw9YNsfZBMKueeV40uPegxVuoeo7ZzWmItQ+FJeCZ1+g5gCbPERWNpdWUiDj7UFjNsSpdQaRnXn7AMy9KeuapA33eLDDX548pz7yesJjUkx5ER+kWaMxs9tO1Sc+8zKCEj4f5Ck4/XYvkH+cYTrK3B2nfhdTselBpnBZHFTkrRFTvc9C9LKVfFOB8cl2vSJ0YGwICrsAAmG0FIkqZI6suFaahK7Dzm+x01wQ4RkUaXclkh/BEgINfpNOJk0r9OKm1L4gqDgoGuNC5cOJnn26p1H02EDcKbI5JWd+2Y0wld/wcApshuKVjaP4VGB/TwfhEAMbNrHOwEtT66XrFAuZs+nTdcDHdwK6kVHBZArew1w9jAW5hZ5Cjyrdcwf6PZ2f9MdbiLmsrxsd+McY8GNgb4LSTuOAR9rF7wh83I4z9uTn55MyxNtjxsTDtWJDupbbYsRbGTRJuvgcN3YunAmNux6Vh2nGzdH7uNmDcqoNxRYAdb9PoSvzr7dgt7IPAxhY1brQvdu/449YGjKlzuEc8HIQblVGx4/Pj/dO341b2vb8d0+/YOQTZm4ftj/YbDsZ0HmqMQ9lxqR/GXgOMT8At7AjAeK964kCF8TZ2fWXZU7UKh2o3qYJadgStJ7C65As0un02QMHvrqoVqqCWxOmuxbrSeahuIbv1BbVbTvyAFq+am5k+bz7xPUoa81Slwv/Z9grLqvoLBZofHfwCi4tWKt+RzhNbnkdhvezec6Hy3gVHF2Hu4QXKdw0uJx7f/DwO1JAz5xOP6GWlya/tfl/BmDJL/9n2MraW71I1kaH3W8q3s+NzCxwj+s2dCx/H3J3fq4Jakg0FO3DJx3ezTK4sTyx9Ha+s+0QV1JLsK8vFxR/fjaIan9P93uav8c/Fr6iCWpKC6uO4au792FXi62L9/b5VuPGLR1VBLUlZfQVumPt3/HRgrfLdlqK9uPTDvyC/So0bHecD3z6HdzfOU747WnUcs965A3tL1bg1ulrwzPL38a/FbyjfVTbUYtxT1yucsrIQnq+t+AoXv/mwgjEFUac9dxvm7/AFtST0/qttSzH9+dtZFlXG+MLXH8SbqxaoAi6S5Qe3YtzTN7Asoyx3fvRf/Gv+26qglmRr/gGMe/QaHC33nfdziz7Bbe8/pQpqSQ6VFGLqEzdhcx6NDVwW7l6Baz75uyqoJSmpO4ErP3oYi/atUb5bd2gnpj95K/LK1Z1tq5x1uOndJ/Dyzz5G2tzSIoz/57XYUXhQpUsl1H/76jXc//mLPoydtTjz1VuxVuKU9cf47fXzcf1n/1Qwbna34tw378L3e1apGnVRQ6mFu5bj/Hfug8vjs+OrPv4bPtz0bRDGK/O24azXbkVNkw+jl7Z/jA/3L2T79ZeDNfm4bdljKHX6xqcvDi3CSzs+UgW1JMcaSnHPyidxsNoXPK44tgmPbnhFFdSSnGiqwiPrXsC6Yp9tFTYU4uNDH6CqRe1jNXua8F3BN9hU7mNuqGyuxHv732bZWhVuggsripdh6bHFyneN7ka8u/9tFNRTkKgue95yYhPmHflKNR7Xtq5Fq6DeLo0WrUIxalvXq/yKOtcmtHgLgsZjl1CBmtbVLEiWpcG9C00eeo6pu1p7xFqm6xV8eHpFeublajzzmtgzgVVaybpCOTziPg1/jJ55e+AVK1UTuW5hlwbXuhse8RCbQPbp0r7I51WP83T8XjEfXpEC9PYt7Tqw5Q97I0JnesRV+tWq+y6ultBaKHWmzWjLJ3w3DXN+jDoHVvmcGOb0GbXlrvNz/mo1nGV/afJzshpCtPAmx02+aUgv0Kj9hbLEtW3AuMovKFE/TIK1K34FxggLY49AA5I+4Tk5kHRzk9C6QSPcKOCVM2B8PVuDga6TrZvg0nwSMRZ+McY8w2VwFEKuH8ahtsvLbPj76pNsx/KA7NQIMvyF/k++BvSbxhAY1/hhXHtKMG6bHbcF41BjBS9P8o1drbrjEA/S+PnztT2h7JifEyuB0j1mUZoU5OMqP5ZwMfaEoMMi281rgx3nKRh7hCOG4zHtV55UagvG3JaM7LhRsWM+VjjbgHFVCIz5s4mC1qMNO3U0RRbsHqzZpKyt3V+zTne79G9f9RrF5ilgNpI9VSsVjCkYpeBGryvp17nfotnDx9WFR35k6/EEHZwpCD7RxG1sSdEqloXR6oxM+6K1sZQpJtlYthWFDdQXIViXjqygoQibyriDvbFwJ5bnbdTs8EsBBAWan27jOa3CmmJ8vO0bzWMlXQrEXlv/mbK29vnVH2jq0r6oVPM/K97hvxW8+MeiVzR15aP6+6KXWSaT5F8/vc72p9eV+Mklb8PZyp9jz6/4kJVL63XXfXv9Vyiq4U79i8vmoqSOJoqCn5G0r4U7V2JN7g72+dONP7FSZa0uyvTdloL9+HLrUvZ5+cEt+GHPOs1rR/uiLPGrK75mnw+XFuLVxV9oWg/hROXJjy98l32ubWzAI1++qnletC/Sl4NKev/QNy9p6sr7ov+XMf7zp8+z93oYPzT3ZXYsJI/OexNNrS26HaWf++ETFFTwCY83137F1g/T8QQdhyji+72rsalgD/v85fbF2Fuap3nt6Lvtxw6wYJ1kZe5WLDmoY8eCF8drT+DdDXyiqKi+FAuP8GujhRvdnx8f4DZP62nf3fu1ti5NjooC3tg1V7mWr+xQ02EFyss7PlbsYHHRT9K4oY0xBasuLx9jVxYvZxNPeuPK+rJ1bHwg2VC2Hk53g6YufXeghvoK8Cx8i5cCSvJ/tbYrwiPWoNVbrASvLkHvmU5YNKHZw4Npj9AgBcDauiI8aGRBL/dBQj/zjvgqeETfRGIo340/K/WfeR7xiOJXeIV8w2ceBd+cqq79SrsObH2BmpHQGku6NevC4DZski5oSwgHhoSvm+QOsz7XHBcyOKpl539DiZxp5Mf82+j6smDhYNygNIEKTb7VIjmKpwJjfq0FVipofBzUeIntgZWlG4mJNWjiuoGzfRpHLOkEZ4v/9xj7mjoZiUta69E2jMM55rbZZt0v0P3tMfatqQ1lx82/AOPwx4rwbLMtdlzi9xvjsiTfPdQQNsa0JCTUeMzXCvk32TMS3myM64eyIb7/tmKsXRmgrduWsUK+LuFgXOQ8YEjfQ67U8UYKRDwsw0pra42Otqq1BI3uOlS2FAdlagOl2etEVUsxC0KpqZMRf6RLcGPbiV3MYaXmS0YcmbQSfH3pZvZ+dfF65kj7DlGEvdmtvCJavNh4ZBXQ2IgNeSvhaPaw7x0twVzEhNPq4g3s/YK9S3SpTEjo+KhEmWThnqWGupQR+m7/clba/POhNWj1+GVURBGRLq/ycrS6sffITpSUHMWm/RtRV1Wu+n//V4TLi+qKUmw9uBmFx3Kxn5o6tbp19dHYhMXbl6C5pgpLti+FvcXFvife1CCMTWbM28mzXe+u/UY3OJO7+H6w/geuu+5bpaOwltD/vbuWB0f0G/8OwFoYv71mIXv/8RpjXQqePl23iGWD521ehla3Ptc0ncuqA9tQVFmKtUd2orxBn4OULOtYbTk2Fe7BkfJj2Ji3x9A2G1ubsWDLcjS1NuPLTUt0uWZJzGYTPlm7iL3/aPP3moEqXZsolxdxHuDrtd8wO563diFi3AL7Xn6RHSnbNZnxyebv2fu5237SXYtNQufy0SauSw2gjO1YwJLCdSzzu+r4lqBKhsDt7qw4wDKy9DcwUxsoZU2V2FuZy9a+FjceNxwrqKriYM0BVsGxv5qqg/SvB93Tu6v4xN6Oim2G26VxZWcln6Bp9lBJsbE0s7JjoMVTFPKZ1ywFsxQwG+uKTMf3zDP2K/gzrMWvWaSRkF49C7SNJqq5UGKPJs09rCor1HGE80z6PUu7XmNL3cfCEyohc4e5TepSFq7QQBDuYms6Vrphw+nVJQ8w3jboek6yrlfKRoWjy/XD2668//CvXfi6HukVCmMiF5cHjVB2IUpNZRCGc80KW/yOJZTImblTgTFdv1ADIxfelKAt105ogy4/lt/Sjk8lxm2zTdMpxDj0tZbt2GejBrrS9vhvQt1PUplc2LhR6MI7PId+0LvaZMfUMCu0yPd/uBh722zH4WEsXQ9lfAmNcau3MSRuVHxO2doWL3W7pHM1xpi2SbrhCOk1+wdyOkLOeG1rHRrdzSwQNBKKm2pb+YRAvdsvuBZFPHzPPPTYr+Vk3YAHQhwD64svZXco2DHkCqUyyEZe3XGisZqvMTOAjYKB+tZGVDRWswCNBTyiiM/f3IJhhRoTIP/oxkimjHMwkjzNqYTC0+UZd3VxbLDQ+ZQ7eSnoiQaj6iAeVJbU8oqU4zUnDHls6f+O15QrzaWMAj+273p+DKW1xpUrJFR+W9fkZLoWixker/G2y2qrDINalS5lU1tD3/8URNL+q531rBFWKJsvqeG4VTZqB36HX+PVFFzWAFf+XVn76i8bs+Iw49KB7OagoLKkjuNFmXatLLC/VDj59a0OEXySUAM1Wj5Q3VwLs8kS8l6lJlGkG47Q/uMj9JvDyUJjVIO7Ac2eZsOglumaTGy5Al/Xajxm0bYaXDzgE/yWDunqSzoCm3wOlRjhY7YQVmaTnne0hKm1Dc+8cJ4J/BliCvM5JrL9t9U/bp/SrjO21KI6PCGqB1uY27S1Id4nvfCPIZgXy2i78m/C1bWeZF2LxEsZLhaWNuLWlu1a2rjdUBiLfqTaoezC5Ne4JZxB2tEmjPlvTgXGlrDbtnO9tly7cIeN34cdn0qM226bpwrj0Nda4f8Ny47tfr8JdT/Z2oixWdp+6Ek+0muLHfvu63Du/3AxtrTZjsPDWOZjDq0rY+ywRIfEjdqFEd1OhCU6ZFArb5N0wxHSi7frd/uUhZzxBEc8om2RCu+knlDclODg24yz+Rqt2Fs8OkGtvhzulwFXhHwNTEiUKD/SY5MNs1ckKdG8G3VadJJS4qcnNosVcY5opEYnKcFcpFvQDmp/I9ncKQ7NNn7OdD7pUsfzNKnrtp5QoC53PO6YmBYyYytT11BjKKMsLNt3HD+GjISUkJZJzZWoMRXper2hnfcOCcnsOocjHeKSkWHQLVoWCiJp/0kxcQpHrZHNZyZy3FL86JWabGYWqLZFRhfXI8rta9SVKTWEItoio4ytzHVLkhQRTEsTKDazlTV8S4pMCFHdwSUpIp7phiO0/xi/+1lPaIyKtcWyTsb+fLSauqKIWDungou2Go9ZtK1YiUrMrEF3F6Qv6ZgRGfKZR1y3/K+viZTRkVBcwcf7cJ954TwT5GdIW3StbfSP26e064wtcRJCd22SLHQTUMdR6jZGN43RAEm0DRHSQ42gMZqh81F0UJdb4xJDMiTezlsUY0OWRXK+Rfobb7D2Sku3uQ26oUoz49uAMeecpa61oWekiC7Ffoow5tfajPSQ5cjE7cX2YMpkC+b1hfjLZN0M1hDASEiHH03cb44xRHKGaTAzmv2zK9yXbcFYFONOsh3Ht8GO4383GIsM43DsOPIXYExjRUNYGJPdUWM0I1HbsbEDTveF/Bu5bD+ULuEXLsbEtwzWOMqo7IxofyIBMSIMO+ZcuXwyjmzI6PyI3ze1zRhzW6oOSzc8jDPajHF2TB/WOEp//yaFc5a6GO+qWm7gsJqQ7MhAtC0eUdZYRFhiDMuRIy0xSI7IYhh3j+/CaH70Ame72YZhaYMYRcfI9KHYVL5Nt+STMitjJd7ciVlj8H3+z+pyZAB3fHEtWiN4cH/fkFvQK6k71pZswkcHvlTpsaBWCsTo2Gh7JLP7T8fCvdrrDZUuv4POYu9nDTgNr67/VFeXAvVz+k6F3WrHGb0m4J9LXlGXI1Ng8vAkNNuJG9KEIZl98d4lT7IgaeJLV+lmFU1Sd+SVd3zAuuvOee8e7Co5rItbpM2ODfd8zrhU71vwH3y/nxrV+K41C2olLGgbFww+nb2/bvx5ePLHD3TLkSlQv3rsTK477lxsOMLXguplbK8bfy57T7/5ZCMv59bD+IYJs9j7KyecjccX8rXHWkIB8mXjZsBhs+OCkdNw+wdPMf5fLbGYzRjfawiyUzKQlZTGKHKIH1hLCI1OiR0YvRJhPLr7AGw+sk8X42hHJGaPmIooRyQuGjUdX25crJuVFgQRV4yfwc9v5Nl4YcWnvErAZGLZVzlQlWX+Dc9iZOcB+HTLIjyw8AWlVFmd1eXX7vKRZ7P3lww7E1/tWGKI8ZWjuO7pOePxibSGVhM3kxnTc8axSZpJHUfgxe0fsgyu3nYHpvRiXY8pYCVqH6Ny5A5RKeifQhzcZmRFd0RJY7HuWEFdzol7lsaKvkn9DMuRaRsDk3kH7CGpw7CudI3udmkbg1M4R3ukNQcNbuNKhUgL73QeYc1Gq+t4CF3OLRxh6SQ1jtITE9NRP/P0/Qr+DIsARAos6WWUOfVR4xFdkHE5soVx2hOjBB1HqHJk2Vdor9K+M7asPbfR7CNdcD7TxS6oSZ/ni8Ri4lxr3FDUNCjBWyYaD/7QIJoHo1kQTsshZ46SQ8BOtDXybElCiLkHohyRaUfIQTOaPSLHUHbQSC+YkNonxPmY0AaM+Swp3bwy3vraqb8CY4SFsdVMg47+rKYZRHDNcbMwm9DHzUR0H9L5M1JshrOebgwjueYSeRIxNv9ijIkKxUg4DYyMcajt8oGRv086yXYsz6jGhJiBpP+TrwH9xmjWlnOX+jBOOCUYt82O24JxqLEiQcGYj1362VV2f0jnTzYa2o7TfA9a3WOmfRFhPB9X+bGEi7EVFpOPzkNr20S19Uvs2GruZjge035lqp22YMxtyciOyRYj/caKmDZgnBwCY/5sirYloGvsYB1NEywmchJHsc+Ute2bOE53u/SvX9IExeaJ0sdIBiRPVjC+pOds5rTqrfe9sMe5iLTycXVWt7MYb61eNub07MlIi+I2Nj17EhIjEoK4MCmodUfa0S97GHp2HAhER2Nk1wnISOsKT6QDrkgbe8mBHB1Z59hsjOowlH0enTMYU7uP1qSxIAefqH4uG8YDtJzELFwx7DzNYyXdKHsEbh37J/Y5NiIa90y8OkiPgtpWhxWuCDvuOusWdryW2Dj8ddbd7P8CXy3S37/Ovgfm2Fimf/95d8LlsLHtaP3m7pm3ICYplenedtYNMEVHM335/2UsSG4YOwfZiXwi5a5pl7DMn1Z2lQLxWYMnY0IPHhBcNvpMDM2miZLga0ffjejcl9H+kEztPQIzB4zT5DGlfWUnpeO2KReyzz0ysnHb6RdrY2y2IDYyCo/Muo59ToiOxeMX3aapS/si/f9cepfy2yfPvVNTV0bj3+feodDyPHv5vey9Xlb6yUvuQEwE9xUeveAmRDkiNLEguXfm5chJ5RNQN42fg/S4ZF921WRCk93CXs0OK6YOnYIRfUexa3f+uHPRrXNvtDpsaLJZguxtaKc+mDVwCvs8ucdwTO89WvN4aV8dE9Jw/Zjz2efsuAzM6naaLm50f17Rh9t8rD0a1/W/UFuXakBMZtw86BLlWt4x5HIYyR1DrlDs4PTsM6X7Thvj0zqdrnDUTs6ayih69MaVsR3GIUGqwhjTYSzLCFOFSqDQ7/sk9kWnmGz2mYJLq4n8X63tmhg1j8PCn2N2cyrsZtmPC9Yl3zHSyvmsiconQgpytXSpiina2lPxQUI/87op47HVpKZXM37mdTd85llN3RS/wmLuYvjMs5goEA8nE/37lXYd2CqOIHMKTBoz+NmqMjbi7CSepmDnhByHnioeW5OJODMzNXSprDlDxU1JRmACOR52jSEhVRW0cNJkOoZAw6HjT1I5yWSIXFfNmcmFeBMzfQ4zc7DpxtRyWOlcOioci1yXHnIJGrgRxyoZtvUXYWwyJUrnEPjQtEnHEPkrMO6kgzEFDkl+upGwmYf6ZVp8usRhSxxgPl0b7EzX93v5rCkAtpl9BPCEn808mPFQBgrNgtH/KUGJCmP8Sow76WBsDokx8Xtazf01gkXiQuun4rHlROFGGPvbsV3SDdeOO4Vpx2bpXmqLHWuRvEdJuPnskPGMngKMuR1naNixVcOOI6Xzs50EjFMD7HiYEryeTDu2mfvBzMYWNW60L3bv+OPWBoytZnI2egbhRpx+7Pj8OP2M7bi/iseWfsfOIcjeiMe2J9tvMMYOzQk7Ncah7DjDD2OLAcZpsJmHBGDc3wDjYSpe4QHJk9A7YTQLYv2FeGwnZl7Mgl9ZuscPxaDkKbCZ1TYUY0vAuIwLkBTBgx0SyvCOSJvJMreBmdqRaWereGy7J3TB/cNuR3qUesIxxhaNK3tfzIJVWUjn4RH3ICfOh7vMYzu720wWJMtCZYak2ydRzZlJPLbTOk3ArQOvVjAm3lU6huHpg1SOMN1JI9KHsv+TOW/pNy/NegR/GnI2y1D5y5jOQzD3ihcYP6wsD592C24fdzkibWrc+nfoiS+ueAHZiT5eyGtHXoh/nH474h1q3DondcSHl/wHgzL7KN/N7DcJb138KMvM+ktGXBrevuQxnNnHx/87Irs/Pr/qv+iSzCc1ZKHjfPrce3HdaB/Hatfkjlh4/csYkKnGLdoeiT9PvQZ/O/1m5buU2ASse/AdTO6l5holPG+dMgdf3PSEgnGEzYFl972GC4dOVQWsFNxRQLvknldYVlXG+OtbnsJNk2azbfnLaX1GsH0mRfvu6Zeu/Av+cf6NLCvqLyO69sXaf7yPrum+875v5hV49ZoHkRSjHut7ZeZg+cNvYmR3H1fweQMn4/3LH0NGnHpCLjM+DR9d+QRm9PPx2I7tOQhLHnoN3dPVtkkYvXndw7jjDB7MycH42n+8h6Gde6t0YyIi8a85tyrBNft9TAJ+uu01jO+qnoQiXG4Yez7e+dM/FIwjbQ58c+MLOHvAJFXAKvPYzr/hOYXzln7z4RX/wtWjzwuy48ndh+HHW19DQpTveXPn0CtwVd9ZbGLJX/okdcWr0/6OjBjf+HRxrxm4a8iViLWpJ4s7xWbg+ckPoXeSLyib3GkUHh1zO1Ii1RPylNF9fNzdGJfFJ5RIcmJzcEWvq5EcofaxoqxROKfzeRiVPtqHW2QKru17AzpEZahxM9sxteM0FgTLEm2LxnV9b0DnuM5BFRUj00fhgm5zVONxgmM8HOaM4AJdcxYSHGNVfkW8faQUsKrHYwp6Ex3EpevDM9Y2CFHWXkE+r9WUwHQt5mhV0Gg19dB55g2BmQXfkq45HVZTPw1/jJ55A1Q8tsT5bjMP8ksQyEI8tjQx5UvqUWDO/eNAH4t4bLvAYuLBdXsWkxhqMUk7Ed7hktqy01+HYY06b4pEaXsquyDHJlqXkJjDI3c+tSolhfq6LVKjD7n8UH/ugC8Ql5uoRIXQdfmV4pGufkaSU1k0+5VM6q8j5S3AZcogws1+0jDmurR9m3Qc/3uMiYhaFBsBVoJB2Rf9jAt1VGVcxiaTpGuAm7MaJmk9j9hQBZO0fun3jDHvuEeNouxK2WZ4GPNycP3j+MOOf70dn0yMT5UduyFQt0ZRYJOAJqnq4dfbsSB15vZIE1i8vOpk2DHvrNzC7ntech9qPKaX+SSPx60QpNJoM6tkMMDCWQuTtAZSbDgBU4x+pYpHcKOi5Ri8ghux9mTE2/WrAagcuaL5GOOzjbLGI9HRQR83ZwNMsdzBqqg4iJTkHrpYEMZH6wtR0VTJHM0+ST1YxkVPjjUUo7ixjDnafZN6suBWT8orCpCexjMjzppyxCToV0bUtNSyTs0k3eO7IjFCa7KLS21zPTYX7WYlpf079FAFqYHS6GrGpsKdaPa0ontyDnpJx6Mlrvpa2OP5tduTuxX9uw3VxZhKhqkz74mGKrYudFTOQCWLqIXx9uMHcKymFAmRsRjbZYgS6GjJ/rIjyK0oRJQ9EuO6DGZ/9SS3vIjR+dgtVhboJkbrrwWl5lDrj+xm5zS220BlHa6WVDlrsfrwDtZka1hOH3RLUwfn/kJ0Oiv2bWE0Sn2zumJAtn51BnVJXrF/C2obneialoUR3foZYrwhfzej3aHy5DFdjDHelLcH+RUlSI6Jx+S+ww0x3lV4GAeK81lQO6XvCERH6GN8pOIYdhUfZtsb33WIKvAMlNKSAmRkcRsrLylAegYvj9US4gRen7+LYTykY290Tta346baKkRJa4rziw+iSyYFYtpCnLc7ThyA092IzOg0FtDqYyxgd+VB1lSKypMHpvbSzNjLGBeXH0LHDD7R462vY1UMekJcthXNFbCbHegS10XJ6moJdV8ubSxhQW3nuC5sva6eeJ2VsMRy2/U2VMISo78um/hqXUIlawRgMyeogtRgXQ/cAnXb98JqjmOv8J55NNnNlyqGfubRBHF8mM88m/R8DNc/pudjuD1Dft/SztfY+gcOddJ6O+5IQUzQdBYZny2qIIi0zsXDFlRT7TnERA1datFdzmgZePcxO1sXRWs4Aw2ADEpAJSNCpjWCtFicSv4sbBbfqmF8NfAwXSdrgkVrviyg9UvBNy9v/03rA+QObDHs/LQcVnKieKtwOZCKknQdmo4q16XucuRoR0i6wYMC3VREOcH5Gb1sMsBqzuKluhq4+a4HD7roBqO1i9q6DZIuOfnkgMaztW+BNyQPBpzS+jlyLCmDEsfWe2pdDxXGogUiZexZdjAYYyLG9grEiVgHk2iGaEqWrkcwFoLYCK9YpOTcPGIhLKIdZlPMr8TYI+HWEIYdtx1jevHux9x5PxkYMzomhY6FciWxEEUaeIOHFh91S2g75hgXQxT5mkbKZNL1+G0xtku2aWTHdUpge0rsmI0VRnZcx8Ygnx2nSLp6dlwYph0TR2YxpwyAALMYz2aB/bOq+mNFDKzmTJ2xgvhsy9gaU9aRXoyExZwJs5iqPXaLJ3zjseiQxuM0nfGYOoiW8PFYpPG4qQ3jcZgYs/W6oTA+DlGUuLCZHXeE2RSteX8Qh6B8dB5Bvh7BGLd6m1BQvwfFjbnwiC7E21PRJXYgUiOzg3CjDslFDcTpeBAuoRnR1gR0jhuAzKhuQbZJNEHFzoOsToiE1vM2OTzKul31uQmM0mfF8XU40VSBGHsMxjWNwPjMUUGOJWG8t+oglh9fg+POEhbQHksfiskdxyJOavDiL3m1+Vh1dAl4MSrwc+EKTHJMR0pk8MTL4Yp8fLr9O6wv2M4yt2M7D8Hlw85D95TgoOB4bRk+3/E947QlB35oVl9cPuxcVVZVlqrGGnyxcxF+PLiaBbi907riT0PPxrjOw4IwdrY24pudP+Iy6fMraz/F+Z4mnNZzbFCznxZ3Kz7b9DPeW/stimsrWIOma8efiz+NPEPJfvquhxfzt6/AW6sXIu/EMZYJvHLMDFw97mxWBh2I8eJ9G/H6qnnYfTwPsRFRLKt648TZSNVoGLXhyG7GK7uBaIWsNpw7aCJumXwBcpIDs1rA3uIjeHXFV1h2YAs799P6jGRlxX0zg0srCypL8NrKr/HdrrUs6KIgmHRHdfVlVWUpr6vCW8vm4+tNS9HQ0oRBOT1w6/SLcFr/UUEY1zU14P1V3zJKnSpnHXp0yMZN0y7ArOGTgzF2teKz9T/ivZXfoLimAh2T0nDd5Fm4dOyZ2hhvXo43l83DkRPHWbaW1gBfPfEcxEYGY/zz7vV4fenX2FPEMb54zOm4Yer5SI3TwPjwLryy+EtGK+Sw2XDesMm45bQL2XrgQNlfdhQfrZiLp6TPL678DFdOvRS904NLXQurS/Dehm/w0/51bIJmZE5/XD92NoZl9w3SpaDzp9wl4MXzwMf7v8EMywwMSwueFHC6mvBjwWpGA1TvcqJTTAbO6TYF4zKHBZVgEzf10sL1+DF/NSqba5AWlYQZXSdjaqfRQRl76rZ8oHo/dpWsU+6R7RXbMDBqbNDkFmGcV5eHrSc2o7y5HA6zA/2S+2NY6nA2eRYoRQ1F2FK+Cccbj8FisqJ3Ym8MTxuplCz7i0eoQ5M7V6nlo/eRgp2VFAeKV2hEszcfrV56NomwmZIQZesKmzlR85kniMUw0dpVEz2nYiCI5B8n6jzzSiU+efmZlwWzmKLzzJNjEJffMy9dw6+geKWSPXvlZx6tlTWjg+YzT0C1FK80Sv6xHK+078ZR/ycytjyQo4XeWgv642BiBiA1kxBd8LDF28FNSMght5i6K8ZCxucWdmouyCZHjZfr2RSDcgv7IEKrYYEDdlZ2xh/0BDcRKwso1mhQY5VK8Hw3GTn22tulRzg5U74bXRTrIUK7CQnHwecgiYz7io5B1Fmvmqya1SEstKhxzMiA1dzLD2O3dD3cOuWhmX4YeyVdraYwDqnk0+LnfBKXo1aLd6tU5mjzw/gwBKYfGmOPUASveERDl0o2+8Psh4VXKIdH3A80tsARzxtFtNYtAqIjYDX1hsWv1KUtGHM7Jk40IQw7dku6nt8UYxFEYq7VIIeXE/uv02iLHXuFMnjEAwHXg7///w3jttlxoUQAr2XHA2D2K9dXMFbZ8Q9AdCSspj6wmH3NIwSxGm5hTwBufB+0ZshqzgkYK3Zo4hY8VrTAxXSDKRMoCKZjVo/HO1jgGd54vFenYVmENB5HaGAcKFapPCzm12Gsacc6GDc2whE/UzWuBGJc11qBtWVfwy24lO3KtD6dYwdgUPJUBeMmTz3WlH6FZo//c4wfQ3pkZ4xKP4fRfJC4vC1YVzYfztpjOKf/g+y77/Y+BW+UAwn2NFa6TOt2OQ4evLTrbeyu3M/udrnZE22ZSg4fGnE3kiOkzLMo4sMDc7GyeD3L5siNeuiYo2yReHDYnegU6yuV+y7/Z8zL+55x1r5x7uvsu5u/uRne6EjcM/gm9E32ZZsW7FmChxY9wyYYZKoSKuEkLJ6e+Rec19+3xnBd/jbc/PXfWSAgU/9Qhod+9+fJ1+HG0b41n/vLj+Cqz+9HQ6tTobuRdS8dcjYePf0OBePiunJc/ul9qKksxc5/LGffDXlsGhptZkzpNgovn/93xdGvaazHac/dxrKkVHZK25b/Ds/pg6X3vso6AbPr73Zh9mv348e961lQQdkxeaV+55QMrP7Lm+iYlK5gfNPHTzKeWAry5CZStG3KEK748+sY2NGXCX3ih/fwyMI3fFRFUnkxHed3dzyLaX14My+SD9d/j2s/eJxtS9al3xHGH17zKFuHKwsF1ue98mfWhEhuTiXv4+kLbsf9Z16p6O4oOIhpT9yEuqZGxSZk3VtOm8NKj2WMCytKMPGx63GsulzpWC1jcs7QiZh3939hkzKsNc56tt0dhf4Yc7ujMuclf30d8VLWlDCe9ey9+Gm3P8Z8n13SMrHqb++gYzLHWBAE3PjO43h3ZTDGidHxWPHIm6ps8+ML3sHfvnotGGOrDd//5UVM7efD+LOtP+KOr55CjFtE4fOcwinnngmso/LrlzyMC4dMV3SXHdqMyz58iO1fxlg+nkdn3II7J1+q6B6uKcC9K5+E0FCPRVfNZd/N+OhSNDksmN39NNw55EoF49LGCty94gnGVSuPVjJu4zKH4p9j71CqMRpcjbhnxb+RV1ekjD3yX8rwPjvpQdYRXR4rPj/8KY7U5zHO6b9Ofprb4Mr7EZOQjmv6XI84qdM67eu7/G+wo5Imqeg+9o0VEdZIXN37WqRH+da/ripegRXFy9n6fbnhFOs1YLbisp6Xo0ucb+KFuGwb3DuInBhpqbzE/ETFXDbGxtmGIcLqqypo9ZajzkVNvMSgsTvG2g9RNt91puoo7h/7P/O4Li0v8V8LS5OX/JmnFYOksGU/vmeeW3rmBfsKNBFOpcdywEo+CD0/eAIsUCKlZ57D75l3EIJmrGCTnnnhdcn/vUq7XmPLnURyavW6PtarHG8Pc0i0O2tSACuIPueGnB29LmPkXLkFH3McZT20nXaSVu5kSYMxZSZ4UMu3pBZy3nZJ2R/ZadfbLneQeQaKB+16QS3XpgdCq58jrh0McN0qiKLTz0ncrcv3KqBUhZuIUgNu2CaVs8kDI71OpxSElKuOSTsYIPFIWPhjXBIWxuRQ8qBWS1dykCUeTcq+sKA2SJe/94gHmWMfPsaNAXYshGXHHGPPb4px4DGphdzcYkWXzjNcO+YYH1D+z1/v/zeMBZrVNbTj3QF2fNTAjvcE2LEWxtKWxQNMx/dwDQxqfb+jffLqF3ms2KWLGx8rCFcudG9pBbV869WqbuUe4ZBmUMt1nWy8loW6Q+t34ebjsXJMKowRxljxazEWNTB2hYFxtVJSvKF8oSqo5Zr8fUHDHhQ28PMjO9pc/gNaPIG4cd3y5gIcrNmofEsdlOtdnIczUOpcFdhZyYM2koVHFmFPJT8//w7G9K66tRav7npX+W5V8XoW1PLjF1TH3OxuxnM7Xlccf9omBbWBurQPcpBf2PkWnC6OW25FAQtqKXDx59+koJW+e+CH/yKvsoh9V91Ui1vmPQqXl7Ilvu3Kv3tm5bss8CWhTO4NXz3MsrD+HK6yLmV8v9r9k4LxnQv+hbIGqmTwify7lUc349V1nyjf3/zJU9h1PFelI//dcewQbvlUztcB//j2Lfy8bwPftxTAcDdbZAHenDceUnTfXDWfBbVc14cFbbuu2YmZL90Dt4fflz/t3cCCWhL/Dr+0D+rufN6rf2FlrnKmloJauhb+umxyQBBw1fuP4mAp78Ze0VCD2a/9Ba1et6rjsvy7B+a9gqX7N3OMPW7M+M8dqG/2BbX+uq8v/YplW2WML3jhL4wj1j8PI+/j+x1r8Nj8t5XvKfjcfSwvAGOuu73gIG7/gAdWJH//+nUs3hOIMf9XVFmGi17ysSVTRpeCWi2Ma5saMPO/dypct4t2rGVBrSbGbhfOfeYeVDs5xvtLj7Cgls7Nf7sscBUF3DL3CeSeKFI4aq/48K/sWvpjLP/u0UWvY3Wez44fWP0MmjwtqpFFxmRB3lKWbZUx/vu6F1nmVW3H/JfrS3awTK8s/93yLo7WH1eNPfJfCqZf2P6horv8+DIcrec+VmAHY+K6/irvC+Xz1hNbWFDLddVjRYunGZ8d/li5Dw/XHmJBLTvOAF2vFEwTNy6/BnU8qJU0fMLvqHr3NngEp8JNy4NaQXPsdnr2weWtCPHMk+wOVOVUpmDMnz16MQhlWwuVzxRjaAW1XLc+4JmXrxPUkrSwxJsslFnWDmpJ3KpnXnuVdh3YcgfRmDSbHCTm1IpUmhuK0JnXx7OyAuasGm23kpcIiwIrNTPW5WWHbOAS+QClL25Wbsd/Z9yenN88fHDkpZihtGv8nPhQJNFS6RxzEI3Joj1ikYQxOamhCKtprYAgBTLGNBusXJMyZ+wmC3V+dIwtbcCYD0wewfjaEQJUBsLeifKEhJ6YWLlm+BjL1CHOMOy45neFse/Y9cSr7Ds8O+a0PRw/U5gY14Vtx+0R49B27PKzY8ouh2fHuhg3tgCNzezldR5m2UOv8wj7K38f/GqBp4HrCo2FADnEurrN8DgPQXQ6IThLITaeMNT1OvMgOuvZOmC+bX1d+n/SI32vM9dAt4ntl+3f6YTXechwu3Q+gpP23QhPwyEVRsEvH14cP6PttuhgrG138vUtbTyCFq9ccq8teXXbmP3UusrZy4jL9mj9LuYENnucrKxZT5dNPzUeZnouKkE8ZkCzIQps3e3RukJ2HD8WLNPdP1tp1lqH7RU0eQr8VLhcf40eFe4Jbqwp4cH4J9u/1eyIKgv936fbOd3J17t/Zsetd8yU5X1/y3z2fsnhdahw0iSG5NyJIiJdXuUV5fLi09WfM/vZk7cdeUUHYG91s/8LOmZRxCfbvmUB4/Hqcny9bbkuzQ59/+XWpSitrURTawsr5/UPrP2FgqWN+XuxtWA/28cziz81XAd5vOYEvt3Fg5hnF3+q29mX9tfsasH76/jkwivLvzTksaXsGJUok7y79ltGyaNXBEiZy+eXfMbez9u8DGW1VbpY0Haf+eEjtq2NubuxLf+ALs0O6byyeC4rPz5WVYZ5W5apAsRALD5f/xPKGMbNeG3xl4YYb8jdje35B9g+nv3hY91uvbS/Y1Xl+HbbKvb5uUWfGGJM64k/WPUd+/zWuvnGHMsmE97dsIC9/Xjz9yxg1bVjswWvreYUWKuPb2H3lh6VEZ3LF4cWsXPbV5WL3FqqRtGn2Zmfu4Ttu7yxEmuKt+rTd4kClhdtQFVzLbvnqKRYf1wRcMxZxNbH0nFsKFunCwNto85Vh8M1h9jn9aXrdK8H6boEF3ZW8mC2ySNX2ehLM9PhmV1jWlATmjw8UOe+ul4ihwstL+E+Ey1rcobQPS75FS0GyQAuFKOwhJZIEyBGvqnI9k2ZZZatFUP5CtQTIhRt3+9b2vUaW1FZR2ok5HjSulpjg/I9ZmkdIM3yhK7QprVWvITSE5auxRQTxjFTWVcdLKAytdDnR9vjXUjDwaKpDbg1S05+bRicnuSMUQbBmH9UPmLuvIcmA5ePg3eFE8LUtYaJcS0sSA9rQkBg6+NypL9GIiqZlXAx5rrh4OaWMGsLxqHt0nf9bG3A2B5yMOdHQWvN48I6Zm7HSdJaRDFMjJv/D2NMdtx8ku2YdHKkdcvBGDsyfV1W/R8Q4T4kqKA13NYTnMQmfDlVuvZTpKvfdga/CGP5+la2FKtK9LTE6amFS2hBZfPxkGM3rc+td1ehyRPOJJGI6tZStHrsaPEaT/yQw3moJo+tiS1v1s4Cy0JOPemOTB+Cw7V5ug6zfAwHa3JxVudpbE2tf6Y2UOj/SIeEmkXpBTBcV2A6JFuKdvvKR0URn7+5BcMKNapT7vwYAynTbXh2QENrI/IqC7HvWIHhubHjEAS25pXW3dKaUyOhCQBq0JSd1AFHKownaKmD7qrD23HBsKlYk7tDN6AkIZxWHdqO+06/DEsPbNYNKEno/0iHZOUh4io2sDXBy46BZPWB7bBarEqGU/M6lxSgtrEBqw/uUMqE9aS2yYkDJfk4XMonU0JinLsbmYmpcLY2h8R41YFtjB+X1t+GxPjAdpw/chpWH9xueLx0q9F2iSJoVd5WQ4wpaF6Vu5W9X3dkp7EdC16sO0plscCuikNK+bz2IYgobCiB093EdP2XCWhJg7sRhfUlKGqgNZwhMBYF7K/OQ+f4dBZghhorChoKGHVPTauxj0XHWNhQwHhvi5yFIY+jsL6A0QK5BGPeVvo/rgPeLMpQaIKN6/CmgMZjLM+60lpZY15zX9VWk1JpFuo4eJ+H8PxjgcUg9jAm7U3c7/djGmhv0s4ztn/IH/KH/CF/yC+WqAgIY4Obuvwhv62waxLVvrkE/y9IpFvQDmoNZFtOApptf7hWf8gf8of8Ib+FtOuMLXE/hc5U0ClSK+uYMOY0qA0Gtd62h5Gl5HyJfB7fGjJzw3Ut0jEbzcTSgnO5yRPRaRjP3Pi4Gumv8cyYzL/IjyHUjBCnKmG8mCFKrTnPJuEgtiFXE24Nf6SUBzKH8ZtIqQFPOBjzjnmsk3CIsguzxC1Kf72spB0G5N1JbcKY60aGYcc2hd4ofIzDzRtFtBFjs7Rt46wtnZfvN01h2TF1P6YGC/q25I9x5G+IsfkUY2yVjrm5DXZsXB5OXHdM10SZcVpXKrIyN/eqF4Em9Syu2ZQBm7knK4H1rSvVEj5G2C0D4RVPwCMcCHludvMI1r+AN5kyEgvs5jFsbHUJvrWgemI3Ex+iFS5hQ8iKEMYji1i4hS0hM+O80VMaXN7dkg3pj3PEA2g1Z8NNDanY2iojO+4gYVykWk/MhIJavxJQmZ84JSIL+Q3GOcIYK3HfRiAlsiNQYzwmW012xNmSEWGJDvnMoyud5MiAJcKOCEuEYdaWNZFJ7IFYWwzSI1MNs7aU3emVyDlyeyZ0x4Gaw4blk7RdkrGdh+J4LXUM1b7WlK0iHZKR2QOxNp/KJ/VLkUmHZET2QHy2g5fi+svohyeh2U7PcCAnMQsLr3kNe0oP4YrP71fpsaDW79rFOqJZh+Z4e1zIrBhlJsd0HYD4yBjWcdcoa0vbmdhzCOt43D2tI45U+PoaBAp1J57Uk2MxoccQrDi0VTejSKXHk3pxXep+XFj1rW5GkTLbpENCdEFL9m/SxZh05WOY2Gco3lj2te65seuc1RkJ0bGY2HuIcfaTOJyjYtEnswvraEx+i1HWlo5jTI+BiIuMDgvjSX2GIS0uiVEWHT1BXWQNMO7Dz4/+rtivjzEZEW2X6XYfjs+2LtLFmMqLJ/UYzt6P6zaYZXh17dhswTiJO3dQai98d9S3Lj74EEzIjs1AjC2K6YaqJiB+25y4TMbXLDeK0hO6n/ol90CMjcZ7u2HWlje964wYWwwSHYmGWVs6xpzYzuwaZ8fksOyt0XHkSBy3xD/b4i0yHI9Jh+umMNoefSHecU6dRL66fo8GWZvGVuq0Hw9vSBeZ+6+sKVRIXardiQ/brzAr8UpEiKytCJPkK7RXaefTitEhY3OZYoJzLhp3+jKDKCYsrN01UUgYb5dacxNvqBkWU8cQujEK95TFJBMp6AnRUvB9U6twY6GHZ7zK8THWlrcXF3K9gaxrZmXOxsV9VhOnmOCdRkNlGTivFu/mps/nxoVoVWxSl7hQ5+dQeFxDY0wUGnwQs5qNrx0hQO3V2TuTr3OntlCX2Kw2YCx3UI0Jw44Tf1cY+45dTyzKvsOzY94VkeMnholxfNh2fPIxjv+d2XGnsO04CGNywqMjVS9LTE8gOhqWmG7sb+D/+14RsMZyXXN0DhAdb6AbCWtML5hiYmCOyYApOs1Q1xLTHaaYOMaty7etr0v/T3qkb4npYaAbxfbL9h8TA0tML8Pt0vmYY2jf0bDGkm6Ega4PL46fkW6EMcYB6xrl65sR3c0vCNWW7vGcjibBns5eeuvQSLrGDWIdRCOtMciK7qGry3qXR/dkesQneVqnCbq6FLx1jctBl3j+XKCyYX2rNCHREY+hqTyoPDNnqmFQazPbMCGTJjCAy4eea1iSTf932dBz2fsLB57Bjlt3jaQo4JqRvBR/es9xSI1JClr3SEEtvZrsFlw28VJmPwO6D0X37D5wOWzK/6smJEwmRifksNpZB+MLh03VXXtJ3188fDoyElIQ5YjArZMv1F3fSsHZ6C79MbxzX7aP+6ZfphvM0XaptPm8wRPZZyoxNgpqI+0RuGbc2ezz7VMvMix9paDitilz2Pvrxp+LCJtdd60vBW73ns5JZy4YOQ0dEpJ1saDt3jfjCrat0T0GYliXPuyctYR0bj/9YkTYHeiU3AEXjJgWRP/jj8UlY89AB4ZxJG6ZPscQYwqAh3bpwzGeeYXh2tZOyek4d9gk9vmesy43xDjKHoGrJ53DPt847nzdta0cDBHXjZnN3l4x8mxjOxa8uHXiRez9xI4j2L1ltGb94l4z2LlRENojIUd3rS/t7/we01nX7LSoZEzIGq67Xfp+avYYJEXEs2Ml6h39ccWMTjHZyIgmlgETxnQYpwsDbSPeHo+eibwr+tiM8brXg3QpoB6cMoR9jrJSd2TjSDGS6dDfnBChkYgoazfpXNNCTm5bTMR0wI6exQLGuh0lv4L43PV5ydm+Gc0d3W8WP59IS/i+Ofe8CVZTKF/BIfn97VfadWDLjSXLYGUXOcs+ihurqatukEaz92aTj+Daau7JvtPWJXqJ3spniynHwAgdjDJGHuxplp5agMtbCqaXoBbe/LJQMK6/XZkmhTvrzMDZulw9baIy4efOgnd2DHqDDdGk8BuQjsVmHqh78xKFhz9uJmQY3Oh0Pr4bxsQmD/SCZqJJ8bV157+LNpjl4gNjeBgPVDCm7J/F1E1Hl9P9yLxe1ALdauqrocvfExWNTA0SHsbRAXZsDsuOfw8YBx5TsLtKHMASOYUpOmw75hj3McC4z/8QY71AWH1fnjo7Jr66zDbYcVcDOx4QYMehMJZxo/b/AzRw47q0T5kOi48Vg3Rx42OFj6qJ7i29CQSaOKHsp3K2RBOk4xRwntyeymeLqbPqHtAaj5VjUmEMw/H41GFsDwNjPpFE1Dxj0mfBZparimRN/p7ofnJi+fmRHY1Mn4lIa+BzjOsS3U/vRB4kkhBNUJw9VVOXeHIHp0xVvp3VbQYGpPDzI6oNf0lyJOC2QTIDLTApaywmZ42Vjt+sOuZIWyTuHXKLErTQNi/ofnaQLu2DqEbuHnwjYuwctx6pnfHkjD+zQIGys7KQc06//c/Z96N7Cp8cSopKwOsXPAq7xapy3uXfEd3POCm7S87723OeQIwjGma/Syf/juh+5gw8U8H4pdl/Q4fYFHY+srp87JO7jsRt4y5XtvHmFQ9hkES7IwdU8t8hnXrhtct8XXj/ee6NOKPfGCUgk68G7aVTUjq+uvlJRfemSefjhgmz2Hv/AJDR/UTG4oc7n2drWknO7D8Gj8+6OUiX9kEB+Le3PYMkmqAC0D+rG967+hF2Pv669J70ie6ndwbPilHmeMGt/4XDYlMFrPLviO5HphEiyptF97+MuMgY1XWWdYnu59rJ5ykYE50PrXP1D5rlfZw9ZAL+fv4NyvdvXf8IBnbqHoAx1x3auTdevZpTWZE8duEtOH1AIMb8X3ZKB3x5p6+DMnHmXj9ltjbGUbH44S8vKRjPGDIe/5pzqzbGNju+/fPzSIrhGPfN6IaX5zzIjtE/IKf3ZHNvXPIIeqRxO06NScTHVz3B8FPZsfQ7ovuZ2H2YYsf/mfhnRFkpSPKJRcKE6H7O6sInOwjXx8bdhZTIRFUQKuM2NnMIrujLrwfJX0Zch65xPCkg68t/eyZ2xt1Dr1J0p3achq5x3McKDHCJa3ZOdx/N1vC0ERiSwu9D/8ZwbKywRuJPPa9Q7tmeCT0xJWtq0Bgk0/1c2vMyhU/bao5HrG2IznhsYnQ/VjN/vphNEYi3j5LG4+Cxm+h+7JbUEM88ye5AXO8dFIz5s0cvBklhsYQsFGPwbK+WblzAM6+LQQIhgtEIyUIJGuK21Rab6pnXXqXd89iSUFcw6pBKLbB5Op6cScqMRGkTHqNKoqjwwESzE6YUHSJlog04IREet7ISZYspk83SyLyUPl2aH66EVyiRGuFQ5jWdZUm0yJGpA6uHkSM76TZk26Rta5Ej8w5pNX7lA5QBpqxccHDDuTqpXK7Jzwkn3eCbiXN10vohaqxFZhAh6QaXYlL3NR+ptJfdcFZzlpIRD8TNdz3o2tik6xGjo8u7RvPSVnLuacCP1SCgFv2bQJRpAAEAAElEQVR0qbSFAhsKSOI0r0dbMBbEeniF4xBQzwZGsgmuG4wF0XRQ51VbHB8o3fXbWZbIn+/yl2FM5ez1YdpxIMZ2CTc9jBsk3ZOLMae+qZMaKRFysVI2Mzi4oRJjbptkx3SM0bp2zDAWqbSuWilRptlMLX41jjFttzFMjAm3hnaDcdvsuI6RrvOmEubQdhw2xi1MlwjgaaSjEihGKu/Hja0eK0rY2MnHCgo89cnqqWTXK5ZxsnoQWX2mVD2jRVZ/QiKrp/FYIqvXHY8rpPG4WRqPOzDC+l87HmtjTBM5EToYU6fLmpOKcau3CQUNe1HsPMwaQFHg2SVuIFIjeJbUX9xCK4oa9uOY8yBcQjOirQnoHDcAmVHdgmyTOiQXn9iB7AwegKzN/RCd0oehY3Qv5iyqz03AthO7sPL4epQ3nUCMPQbjMkZifOZIxaH0x3hf9UEsO7YGx50lcFgcGNVhKAt64+zBE8h5tflYdWgprht9I/s8f+cXmNjzNNaMKlCI9oe6H68v4KXtY7sMZdlcKv8NlOO1Zfh85w9YnruBlY4O6dgXlw89B4My5UkIn1Q11mD+xgW44TQepN/9yUOYM/YCVt4ciDFRA83fsxgL9y5DbXMdK1W+ZPBMnNZzbFD2sMXdis83L8Z7a79l3YopSL123Lm4dOTpLOhRXw8v5m9fgbdWL0TeiWNIiUnAVWNnsldsRHQQxlQKTN2Udx/PQ1xENC4afhpumDiLBZ2BsvHIHryy4ivWrMphteG8wZNw86TzkZPsm3ySZV/xEby68mtG10PnPr3vKNw6+QL0zfTxhMpSUFmC11fOw3e718Dl8WBst4G4feocjOzic65lKa+rwtvLF+CrjUtYI6dBOT1w62kXYVr/kUEY1zc58f6qb/Hx2h9Q7axHj4xs3DT1fJw3fHIwxq5W1v2YKINkjK+bMguXjDlDG+PNy/HW8vnIKz/GsLpywkxcNfEcxEYGY7x49wa8vvRr7C7KZeXMF485nQW8qXHBGG84vAuvLvkSG3L3wGGzYdawybj5tAuRnRKM8f6yo/h4+Vw8ednD7PPDnz+JK6dcgl7pfOLAX4qqS/HexoX4af96Zscjc/rj+rGzMSxbnnj3SXVLHX7a+yP+NILz2z625GnMGDADw9L6Bduxqwk/FazB4sK1jKu2Y0wHnNNtCsZnDQvK0LZ6XVhWuAGL8lehsqUGaZFJmNl1CqZ0GqXwNisYi14cqN6PXYXrcNmwW9h3W44sx8CcsWwsCMQ4ry6PdVMuby6Hw+xA/+T+GJo6HNG24HHzWEMRNpdvwvHGY7CYrKyxFAXIFDQHikeoR1PdPsQl8Ym2huoNiIzvB6s5eAzyCo1o9uaj1UvPJhE2UxKibF1hMyf+6meez5emZ16U9MxLMXjm0XPMJT3z5BjErBGvEGWQ75lHzzuz7jOvWnrmNUrPPDleaUubxN+n/J8IbH2OZZPPWdUI5Px1edttj+SsRuuWz3ADIGoPl5QVTQihSy21m5khcaPWn/kgPk7W/cxEa4Bpu/qlkpwfUabdISdcv/8od97ldWNU1mgLMSkgB8EOQ6PmkwI1gOhlmTCtQE6NMeHmlsoq4toBxs2sJTqVknFdA9yc1TDF8qyQ2FDFyiBPDsZtsWMeWMqTB3IJq74u2QTZhlVZQ62v2yIFaHzNqRHGnB+ZXmbJNs0nB+NTZse/D4wpCKZg5tTYcT1AmauQGFNrf94chwIpYyxOFcaM9IVd75M9VqjtOHjy4pfbcZNkxycbYzfrdA1RkErH5B4KweIRXKhoOQ6v4EasPRnxdv3SNeK/rWg+BrfQgihrPBIdHfRxczbAFMuXBlRUHERKcg9dLAjjwoYiVLdUI8oWhe7x3VhmVU9KGktR1ljOShR7JHSHw6JvQxWVhUhN5U59Y80JRCfod+kkHtkdxfvZdNmQrH5Il8ZmLalprmedj92CBwM69ER2ol7GnvZbiegkvt/DR/eip0ZwJgvxk644tA01jfXomprFAjl9Ch4v62hcVlfFSo8n9BisWz5LGG86uhf5lSVIio7DlN7DWcZOT3Yfz8X+knxEOyIxtfdw9ldPcsuLsL3oEMtk07paOVOrJcU1J7D+yG52ThSsZhpcjypnLVYd3sG6Hg/L6cPWp+qJs6UJK/ZtQWNrC/p17IoB2TyjrYvx/i2oaWxA17QsjOzmq4bTxPjAdoYxdUCe0GsIzHqlzxKtUEFlKce43whDjHcVHsaBYsI4AlP7jUR0hD7GRyqOYVfxYba98V2HsOyunpQU5yOzI58sKC8pQHpG8OSMLMQ1TB2QqcR7cMde6JKsX47aVFuFqEQ+PuQXH0SXTF7OqyVE6bPjxAE43Y3IjE5D76SuhlRSuysPsuA5OSIBA1N76Zc+iyKKyg4iJ5MH3576WlhjDezNWcImzBzSWEFjhp4QB61HqJUyqCkwGzybvM5KWGK57XobKmGJ0R8rBLEVLqGKlYPbzAmwmPWXM7JJWjZ2h+sfy8886uvDy4RPjn9cL/kVPKFk7FeQL90k+RXkg4TLa/D7lnbdPMrnvFRLjVP8iOJFysR0CHIiiPeRZjTUzZ4csCCHORL+4hUr4BFyfQEl27wdVlMP1kxEvd06eBihcpOfrhVWUxeW+vc3RJrF57r1frq0Bq4TLynw0yXDFxmZsrrBgShSvX6qymgZBy/j31XzaopijFSKbAm4AWiBvJrmQRQjJdx8gzrn1CSOM1p8LzU4oL4ziIXV7Cu/VXATSuBhDWfcfrqRrJxQbsQUEmNzD1iktcY+3GrhEQ79SoyzeamiCuNWiQy72k+XAq8MWM3dA3DzsGMQhEKloIQa25i92bxcMgA3fj3UXTX1MG6LHVM7ds5z5r82xwaI6UHOsEhBETsOf5u3ACLN+sVqZFXLAxqRmQGRZhMTNKoDygMaEVDjjkSpDDgQ4wM+XllDjNtix4KfHfvrRkm6/yuMG6TjCI2xvh13ZRk6tS7ZMeHWEKYd62GsDk4UOw7g66ZMabAdnzqMKfPJxwpPwFhB40pCGGOFQxor1E42Pay5bbrDtOOyAL5uEyDSZJW6IoUcBj5WBGKcKdmxP8ZueKiJVBDGaRLGVhXGdG4CSn24MSwSYTP3UeFGGB+s3Yi8OqK78Z1fgiMdQ1NOR5xd7ajl1+/C/poNLKiVJcaWiMEpp7FmVP5CXLb7jy/GdOnzxvKFsDUlY2DyZGRG8/JOWY7UHcWXufNwwq8xVJQ1CjM6n4FxGby8U5bSxjJ8fvhLHHP6GhHSGripHSdhevY0lTNc21qLzw9/hYLSfZALQZ/Y8hSGdZmA87qerQqc61uc+NtPL+LnQ6uVtaBUGnpW70l47Iy7VFlNl8eFfy97E1/u+hEewXefju8yDP+ecR8rJ/bPRr+y9hN8tmYu5LZlcz6+Ez1y+uKpmX8Oyga/tuJr/O2bN1DdKD1vAPTu0BlvX/lXjO/Bm/nIMm/bctw191kU1/pwozWwL11yH2YPnaLSJdqdmz5+EofKiVuTS3J0PP59/q24cSIvi5Vlb/ERXPvBY9hS4GvgFuOIxP1nXomHZ1yjCuqOVZfjmvcfw7KDW3zXw2LDjZNm49k5d6mCOgrU6RjmbV+hrH+m60XZ4DcufxDxUTGqbPS9X76Ad9Z8wzKJspzedxTeu/pvyEr0PdMFQcA/57+JZ77/mPG6yjKqW3+8d9Oj6CsFeLLNv770Kzzy5WvseGTpk9UFb1//N4zrpcb4601LcfdHz7BgXBZaA/vSlfdj1gg1xiv3b8VN7zyOw2U+3vDkmHj8++LbceM0NQXanqJcXPvmP7E1f78K4wfOvQZ/Pe9aFcbU2OyOL5/CqrxtKoyvHn0uHpt5qwrj2qYG3DP/GSzbtgzyUYz8z+U4fcR0PDv7Xlay7Y/xw9+9gk+2/KDCeFrPkXhpzoPIiFfb8Yf7FmDBrm/AGZ2BW5Y+iq6ZvfDAyBuQE5elwnhB3lK8v3ceo/aRJSc2E38ecR0GpPRU43ZsE17e8QmqWnxNGWn97Z1DrmAZXn/Jqz2CL/Pmoa66xO+efhqn9zkPYzKo7Fc9+TWXjRXFqrFiWqcpOK3TFNVY4RWaUO/eEdDsyYxICzWjokkPn64gutDg2onWlqNKB52qlqVw2Loh1j4IZtVzzIsG9x60eAtVzzG7OQ2x9qGw+FXncP84n/HVKr6CKJcL03MsWl1JJNIzLz/gmRcl6aoDfa9wAh4x1+ePKc+8nrCY1BOZREfpFojjt9lP1yb5FZlBE+Xcr3D66VokvyLHcAK4PUi7z9hSoArZyQgSKo2ki8Rnb6hrp2BATmwx9VSCW69YCY+wR1eX1lpazHztHGVH3ALxs+l1XKRZ7GwlcHAJW3W7KJODZLP08nPwCw06LpNjyQM6HkQdM+h2Ro4lLWI3S7rkQOlx+1IGiUrauAPhEfKkm1bz7GAzUyMB7uhTOS+/EbWE1hgMVhzWkBib+ynB7anD2C3pauNGpdZ8LSNhLLBjYEFGYzMc8TOZTmvdD6zhC197TWVqljZjbGzHZkmX2zGVNfJAQ1v4dY70C2r1u/bRWlI58OJBrf79wSdS+MQEIwZnj2C9phfUrCDdD+Mt0uAcfP0oCObrEznG/Bj8gwwjO6ZzazTAOEcJhDmZeu1vijFNgPFuwHp23F1pFBTajrNgs/T8RRgrdqx5vIF2fGow5h2X8wzGiiHKg54HtXvDGitOrh0nKM382oaxV8LYGRbGbmGPTnd2cjDsrJO0PIGwu3Iljjbs1NCktaY2TMn6E6JtfIyl4Hdv9WrN7dK/CRlzkBSRoQS1W078AEtTK87pz9chfrf3KXijeFA9Mu1sJbgtqC/EK7vfYI6zVgOXWV3PxaSs8ex9RXMlntvxElxeylwH607MHI/Z3XiTJ8oSPbvjRdS31sPa3IKnz3iRff/Az3fBHelAv6Q+uLbvVQzjVo8LF398Nw6dOBrUfIec377p3TH38udgt9oZxrfM+wdWHgnu2ktrFdNjU7DgmteQGMkz1f9a8io+3vYNIl1e7PoH7yw76J9TWZOoKHskFlz9qpLpfW7xp7jvK36cgcdA6ytX3/8mRnXl656/3rYMc954SONqcJl/638wa8hk9n593m5MfuZmlnnUauD04iX34c5pFyuZ1xFPXMXKebWaFt07/U949qK72fvKhloM/dcVKK2rDOrES5MC5w6ahPm3Ps0wpiBq3FPXY9fx3KDt0nrRodm9seb+t1h5L2F8zsv34se9G4IagBEOFNRu/9tHSlb49g+exmuLvwiyCMpcU7fibU98iq7pPNP77A8f48+fPq+NscWCNX9/FyO7c4yprPmilx7QwJijvODeZ1n5Msm6Qzsx+fEbIehg/NJV9+OOMy7hGJcWYfgjl6FRB2NqLvXMZfdwjJ21mPzidShvqGbXT3UcJhNm9puAD6/4F3vf7G7FGa/cggNlR+FodeP4i+uZXse7xqLVYcOgjr2w6JZXWCBMGF/y/gNYdkjDjgnj+FSsuOsdJEZxO35h24dYeGQpIlo8+Omquey7Mz+8BK5IO1t7+/b0fyEjho9vcw/+gDd2zw3GmCbuzBa8MvVvLHtLsuLYJvxzwyvQkyfG3YNxWXyt7NG6fLy650127LbmVtU9TcdxfrfzMCGTN4060VSB53a+BLfXpTlWTMmaiHO7nq1kU6tbVkBgvkKwrt2cgXj7SGU8rmldBQ9V2TQ2Iy2Vl2WfqPicNzU0JSDRMUHxK+pcG+AS1BOS0tWD2RSJJMdkJSvs9tIEsd7z3wq7ebjiK/AO+EcMnnlDYTbxa+cVyuERfRMoQVs2D1CCW5osdwv0TNDpSG7qqUyaC2IT3Myv0Osm34lN0rZnadcrhMnR0A8GmIaUcZFr1X0zQFpCa6G4rihlBvTFI+ZJ5XZkrGSoRuTvR6VjJd0CQyoKukHI8LjUhqARIj1ZtyFEC2+6+eWZzhaDgIsdpUKNQk6iflDLj9gr5PuyQLo3LdOQsJIxPmygS1jlKp0eQ2Oc/4swpjVtRrhR5knOzvD1Ew0Guk62boJLcxswDmXHguL08sDPmEBcDsh8GWMj3RMKxqG3WymVo3JcjNvL10nl8/J9pf3w4duq8qPicRoEtZD+r8EP48YQGNf4YVz7m2Mc3ljhCdOOaX1sc5sx5mt7QtnxiV+AsasNGHtC0AjR+JAX/ngs5PnZcUUb7LgqhB3zErC2Y0xjhTMsjFmZmS7lGO2rVXk2NbprNYNarkmZAzcO1mxS1tbur1mnu136t696Df8kCthTtQpGsqdqpYLxN0e/1w1qSX4o+BEtHj6u/ly4BC4dR5VkdclaVDbz819TvBZ1rXUQNK4J7Wtv9X6WKSb5bt9y7C+nSddgXTq2vWWH8f2BlezzxsKdWJ63UTN4od9TKfOn23hOq7CmmAW1WkK6lF18bf1n7HNdkxMPL3xDU5eOgQLH+79+mf9W8OLuuc9p6spHddfc51gmk+TPX73IAii9rsQPzX8VDS383vznd++wUl69TrzPL/kc+RXc/3lx2VyU1NFEUfDYQvtauHMl1uTy9cqfbvyJlSprbZe+21KwH19uXco+Lz+4BT/sWafZ1Zr2RVniV1dwip/DpYV4VSOolXGi8uTHF77LPtc2NuCRL1/VPC/aF+nf/zkPluj9XR/9V1NXtlX6fwXjT59n73UxnvsyOxaSR+e9iSYDjJ/74RMUVPAA5821X6G8viooqGXHIYr4fu9qbCrgk/pfbl+MvaXadkzfbT92AAt3r2CfV+ZuxZKDOnYseHG89gTe3bCAfS6qL2VBrR5uzZ4WfHyA2zytp313rzb9Et23pP/GrrnKtXxlxycwkpd3fKzYwTf530vPSW2Mv8//ka3XJfmpaAncXlqOoa27sngNqlv486bJc0Q3qCVxCaVwC7wKr8V7DB5anqOpK8Ij1qDVy+8Pl1ChE9RyXfIdmz35SkWVMd2PFx6hUPFBQj/zZP9YYDFG+P5xnqFf4RGPKM887q/rP/PI36fKpPYs7Tqw9QVqRkJr0+g2qQuDP7JJatRE2w11YWmmv1bSD8WPSTdDBV/czcrjjJLkJon/kLRCE8PLpbYnW1cuO/QqgZr+VqlJC584CCzb1D4GXiYoNxwKhXFNmBgLbcAYCsa8LN1ITKyxDdelDKyxyDpKCbShyNchHN0GpdFWaIKzFskZl9d7Gh4x0+OBnzGfJ98vv5/COWYZg9C4mfxwC8eO69opxi1hnF/b7LhtttkW3ZJfgLF+sByIMa9QCGeskBuOhRoreNM8bsctbbDjhjbYcclJxrhU9RtjXb7vIucBQ/oech6PN1Ig4kFJYx5bW6svIqpaS9DorkNlSzFavEYTcUCz14mqlmIWhBY0FBryR7oFN3ZX7WXr9XZW7tYMVP0zQltPbJdKnzcbbpdWNG85wUs7v979kyEWlH38etdP7P2CvUt0qUxIyAmnEmWShXuWGupSI5zv9i9npc3zti9Hq7vVcLurc3egsKqUlRX7lx8HCp11UXUZ1ubtxJETx1lTJyNuUQqwF2xfyYKtL7cu0eVBJTGbTfh4Iz+/d9d+Y8gLS9nVD9b/wHXXfatLh8O2azLh3bU8OKLf6FHykNC5vL1mIXv/8RpjXTqXT9ctYmtq521ehla3Pmc6ncuqA9tQVFnKyopLa/UnJcm2CitLse7wThwpP4aNecYYU3Z2wZblaGptxpebQmP8ydpF7P1Hm783pPChc/9sK78en275IQTGZnyymfMqz932k+5abBI6l482cV1qAGVsxwKWFK5j5cyrjm9RledrbXdnxQGcaKpif/3Lj7WkrKkSeytzWbVGUcMxw3uaOG73Vu1Fq7cVu0KMFSTbpLGi2VMQ0pfm3LWk6yvl15NmVnYMtHjoN8aluM3eAmWS2FiX/OMyv2ee8fNcHVPoc/9y4bEKBdpGE9VcuH/O1wGHPo5wnkm/Z2nXa2yp+1h4QiW97jC3SR1WW8PTpWYjBk1cfGKStkkDR+jKb9/+wzk/eTDynGRdrzTL5pJuXGNuUVrLxnVDC+mFrUvBQ9gYu8LEWNYlCWUXotRUhqS1DdcuPIz5b8LRlfXbohvu/UHbNLVBV2iDLomrDRiffDv+vWBs9HAPHivcYdqxjFvo+0nGOJzxzXd/nAqMhTDHFWmskDKmoYQ312jLtQvXjuVr7D7JGEu6iu0bCd93q7cxJG7kSlG2tsVL3S7JRowxpm2SbjhCetR0KZSQM17vakCzp4kFgoZiMqHeVa+UIhsJOb2U0SUpb6gyPDfKapU7KxVdQ65QKh9t5JmgE43VfI2ZAWwUDNS3NrJyXgo0jAIeEmpgVFqnl5VXC+kZBS/+wRHtv6apHm6vN+T1IF2SEw1G1UE8qCyRAnDqKGzEY0v/d7yGT37TetZQOJyo5xk0o+BTFpfHzTLipGuxmOEJcY5ltVVhbVfev9GkiCx0HUiXujBTI6xQGJfUcNwqG40DP8KprJ7bQ0ldZQiMBabDdanTuzEOFU5+fatDBJ8kdC83uptQ3VzLqMRC3avUJIp0wxHaf7Q9dIddmtiqc9WjyU0N+YzvUZoAoHHF55uGSijxSU5BqmwyEllHYJPVoRIj4Y/zfFv0/G9twzMvzBiEsQOE9xwTw45B/P3j9intOmNLLarDE6LTsIW5Teok5ghP10Tr/cJpjS1K26QALfRg6tt/OOcnB33Wk6xrkbg/7WHdCJzSJ7w24aQXti7rAhcuxvYwMZZ1SULZhcmvcYujDdcuPIz5b8KdXyL9tuiGe39Y27BdaxuGDXmb9jZgfPLt+PeCcXjjijxW2MK0Y3mboe8Rhcc6LDu2n0KMzWGOK9JYESb9ANdry7UL147la2w7yRjLvOLh2AXft8MSHRI3amVlMzsQYYkOazKFtkm64Qjpxdr0u7rKQg4q0fhEWqNUHLOaIoqIs/N1ZTE2/U6icsY23sHXaFLnY6MmJ+QEp8ekKLpG2SuSlGi+7jotOkkp8dMTm8WKOEc0a9QTKtAg6RCfjIx4/e6r/kJ6/g2AjIIj0qP1lDaLJeT1kLeZpkH9Exgwyx2PqalVqIxtx0TeS4HW0BplYdm+4zh7AHWCDmWZtKaUGlORrtcb2nnvkJDMdMMR0suQugQbCV1b0k2KiVM4ao0wpu7LJCnRwVQz/kI4dYjj9pAZnxIyY0s6XDc15KQHcd2SJEUYHwOJzWxFtC0KSZEJIao7uCRFxDPdcIT2r0XlpTXNGW+PY13V9ToqK7psrOAdhEP7hbQeljd5onWxoUTWMSMy5LPX3IZxnm9Lfv6H+8wLMwZh22yLrrWN/nH7lHYd2BLvY2ghzklypOLDON0ohW6CaD2MRW67zTkzQ99gvIOxGekhSxcUQmd2zKG2HHdKdKn5DwnxYIXaKuecJB6slJAYcyoPanoVHybGiWFibG4DxjQw8fMiTjBjERUMiOMrlMg6MtbGIl+HcHRlPtSYMAYmoqShgSkyDEdfpvMhxznU4G9S7qdwjlnGIDRuoh9u4dhxfDvFOCKM82ubHbfNNtuim/kLMI4NG2M6x/DGikjp3g/18OZ8xNyOI9pgx7FtsOPMk4xxRphjrG/f2TF9DINVcvdkzllq9ERZGH0xIdmRiWhbPOuOHGExDiojLTFIjshCSmQyOsfmGGa8bGYbBib3Z11gB6cMZAGpkWM7PI03mhmdPsJwu5SxHZHGO65eOPBMwwCUnOALB53J3s/uP90wY8u6/A46i72fNeA0Q10K1M/pO5U1pbpg6FQ4bPq2ScH0xB5DGDcs0elkGVDk0FlnJ3XA+O6DGV3QmK4DDB39KHsEZg+djChHBC4aPt24DFgQccVofn7XjT+PNX4yCpivHssbI1437tyQGdvrxvPGX/Qbw1Jdkxk3TJjF3l854WzDCQE6l8vGzWBNqS4YOY1xwOoJncukPsMYN+zkvsOV4FJLyLY6p2RgXM/B6JbeCaO7G2NMVEmzR0xFlCMSF40KA+PxM/j5jTzbcCKFcPrTcH49LhsxM2TG9vKRvGHSJcPONMSNzuXKUVz39JzxIezYjOk549gkzaSOIwxpumi7g1P7sK7H9JeofYykQ1QK+qf0QGpkCrJjOxne09TxmHhqic92UIixgmSYNFZEWjuH9KUjLLyhaKRVnzZJlkgL14mwZocMQKnrss+PNC6HNjM2APmZZ/w8V8cUoYJLHqtQ41ZiKDEWC/PPqVkp+evh+hXtVdp1YMudGKPZR7qd+EwXD7z0eb5ILCbegY9mg4hCwkisJh+1g9XczdBQLCbiAeMDs9VMN4T+4Egde+UOw9SR09hpJj1ZNzaEQ0cPX9lJJT0jJ4Zml/jARTcZdUnTFzMs5i6SLlGWEBZ6Qrh2Cx9jRlFiChPjLr8IYwuzCX3cqCsyBdfsd0SKbTCAUKdTuRMwD3jCxTiUHdPEDJ/d5ZM0xjPN1PWV65L9p4XQJToajmvo7dLAKGfnkkIMH8TXafe7ryJ0rx+jBlImLmJCBDH0f7F+GBtlmjg/rA/jhN8c4/DGCmuYdkwd0SP9MHaEhTHZaGg7TvsFGNvbgLGVnau+mJTOjG0dK+RrE54dJ4ew44QAOw4XYxorYsLCmDkzEi5amoyOTno2UbfjrrGDdTR5V+TeiZw+g7K2fRN5t1FtbRP6JU3gn0xmRuljJAOSJysYE+0OObt6DuvMzmchwsrH1TNypjMOStLWEuqKTMEyyYSs8UhwxGs6t7Sv/kn90C2e2805/aaiXzpRPQXr0rH179ATZ/fh5zQ6ZzCmdh+tmeGl3xPVz2XDeICWk5iFK4adp3mspEsB5a1j/8Q+U0bxiVk3a+rSMVB27T8X3sF/a7awTsZaIh/Vi5fcq1DGPDPnLha06WXznjz/NoXO6B/nXM+CML2A9Z7pl6JLKvd/7pp2Ccv8aQVptK9ZgydjQo8h7PNlo8/E0Oxemtul70Z07stof0im9h6BmQPGaQaKtK/spHTcNuVC9rlHRjZuO513dA7ergWxkVF4ZNZ17HNCdCwev+g2Y4wvvUv57YtX/kVTV7bVF678i4Lxs5dzvHUxvuQOxERwX+HRC25ikwh6GN8783LkpPIJqJvGz0F6XLJmdpVs8Oz+EzGq8wD2+aKhp2NAprYd03dDO/XBrIGcomhyj+GY3nu05vHSvjompOH6Meezz9lxGZjVjV8bLdwirRG4og+3+Vh7NK7rf6G2LkvMmHHzoEuUa3nHkMthJHcMuUKxg/O6nC09J7UxPrvLWQqf9ZnZ02Gz2HTHislZE5AUwZ83UdZuMBuMx9QV2WbmFQIRlk6wsm7DWromWE2JcFj4/WE3p8IuMZ5o6ZLvGGnlPi+9J39SXyywmnMUHyT0M0/2j80sxgjfP+5u6FdYTd2UZx731/WfeeTvk9/fnqVdB7aKk8KcApPGDL6PWoKE6CCIpyk4WHSoqH64bgqs5v4aTjbx2PZTqH5IqD03UVMQF5VaKNDroQoMyRFlNA9BmRDipsxh/FQ+XSqhpuMN3C4J8dhm+pw5NnDQjanlsBL/Z0clEOe6lC1I0MCNMiRk2FYVlQ4FjoFONjnHvD257/gs5o6wmohKRz3DStyUNjNxhSWEh7EffYcP48G6GMtUP6Ex7hyAsQ12pssHQP8jZrRAZh8BPCf/Hsx4KAOFZsHY8ckOswpjhMTY2I47qeyYqEp4MBV4+9qk6+zLvJpMdO0zNWzeqqKhkXGjfQXPFJql4CwxoEScdAMHQDp+mgxI08A4MSyM6RzaZsdaWdAoCTeLmubllGGcERbGRF+jb8c9Faqf8Oy4RwDGwzQqG06WHZ98jOlc6ZwDcSNsOC2Yb5/EU6s9VhCnX38Vjy23Y7IhWxvsOHC7JilQTdWwYy2MswIwthhgnMafF34Y029pG4G40b7YdfXjWByQPAm9E0azINZfiMd2YubFCtUPSff4oRiUPAU2s/o+jbElYFzGBQrVDwlleEekzQzK3FKm1p/qh6RzXA5uGXADy8j4S7Q1Chd2n61Q/ZCQzp2DbkXHGB6c+2dqzso5nQXJvuOKZrrdE7oFZUmJG/eqPpcpGDusdnx46dM4o9cElaNPDvVZvSfiw0ueZllVGeOXZj2CPw05m2Wo/GVM5yGYe8ULCtUPycOn3YLbx12OSKvaLihY/uKKFxSqH5J7T78Mr/7pfiRFq+/TnunZWHbfqwrVD8kFw6bi65ufYiW+/kLlvPNueVqh+iEZ230gltzzCnqk+Z5tMo/tm1c8pFD9kPRIz8baB95m9Dv+Qhyrj513E/574Z3KdymxCVj34DuY3EvNNUrZ9VunzMEXNz2hYBxhc2DZfa/hwqFTVQErBXcU0NLxUVZVxvjrW57CTZNms235y2l9RrB9ylQ/JC9d+Rf84/wbWUDuLyO69sXaf7yvUP3IVDqvXvMgkmLU41CvzBwsf/hNheqH5MJRp+Gru/6j4sxlGCenYf49zyhUPwzjnoOw5KHX0D1dPXlPGL153cMK1Q/DOCMba//xHoZ2DsA4IhL/mnOrElyz38ck4KfbXsP4rupJKMLlhrHn450//UPBONLmwDc3voCzB0xS2TEFtbMGTcX8G4iyiuNJvyGaoKtHnxdkx5O7D8OPt76GhCjf8+bOoVfgqr6zlMBRlj5JXfHqtL8rVD8kF/eagbuGXIlYm3ois1NsBp6f/JBC9cP21WkUHh1zO1Ii1c90yug+Pu5uheqHpGt8F9zS/wZl8kqWKGs0Lup+gUL1w3+fyu7/rJisoLFiRs4ZOLsLz4jL5cCJjomwmQMnoYnHtivi7SNU43GCYzwc5sBKGhMc5iwkOMaq/AqiCYpgWVn1eExBL+1Tpvoh4ZyyOUG+Aj23OaVbpJpKx9RD55lH9Ha+MYRiDIo1gv0xh4rqh2ORwPzr4Ko7G/PHZaofrkv7oudYoI9FPLZdmL/f3qXd89jKwjtcUlt2+uswrFHnC88bpIXU5NhE667V4bpEXdIqOUEJIXRpYXszC1p4Ga1RJ0bqzNkIUDaZbVc/O8sbqLT6lUzrZ3I4XUizX8mkfhkPbwEuUwYRbvrlD6zzMVF7iF6YTNEwm/QzErwTNe9SKpd3G+PGaTV+W4ybIRDPmYkcVbmsUUfXWQ1TLB+oxYYqmGKSThLGbbNjrkvb5yWYRrj5OvhapdJYI90WqWGNRbI3g06srNGB3AwoyvB6tAnjU2bHvw+Medffll9gx4kh7v+2YEzcorwZj5ll2R2/AcaC1P3cc9LHirbbMb3MYdhxk4Sx+SRjTFQXtYAosIlWWrahJx7BjYqWY/AKbsTakxFv168yoPVzFc3H4BZaEGWNR6Kjgz5uzgaYYrmDVVFxECnJPXSxIIyp62lVSxVbI9c9nvjE9cfYksZSlDWWswxuj4TuQQ63v1RUFiI1lZf8NdacQLRBGS/R9ews5pyPQ7L6sTW1elLbXI/NRbtZOWj/Dj1UQWqgNNZUIjqJ7/fw0b3o2YUcTf1mRysObkV1Yz0rJR7ZpZ8uxlROuiZ3J2tMROtZJ/QYrGQRtTDedHQv8itLWPA8pfdwJdDRkt3Hc7G/JJ8FtaQbGDj6C/HfEp2P3WJlgW5iQHDuL9Qcav2R3eycxnYbqKzD1ZIqZy1WH97BmmwNy+mDbmnqSQ1/ITqdFfu2sC7PfbO6YkC2fnUGdUlesX8Lahud6JqWhRHdQmB8cAfHODEVE3oNMcY4bw/yK0qQHBPPSpqNMN5VeBgHivNZUDul7whER+hjfKTiGHYVH2bbG991iCrwDJTSkgJkZPFsYHlJAdIz9EtoqxvrsD5/F8N4SMfe6Jysb8dNtVWIktYU5xcfRJdMSj5oC3Uy33HiAGvklhmdxgJafYwF7K48yJpKUXnywNReuqXdbKwoO4iczL78t/V1sEjjjJYUO0tQ3nSCjRE0VtCYoScewQmPUCtN2tKaZX1dr7MSllhuu96GSlhi9McKQXTBJVSyPgA2cwIsZv3qJd5xuLYN/rH8zKOJWL5uOPQzjyaI48P0K2zS8/Hk+BXtSdp1V2SfkCGREyV3M5M7igaXKfDgrAqCSB3pPGxBNVsbKtJFDdSlFt3ljJaBdR8T7WxdFK19CzQAMigBlfAKxRDRDJNog9nUBAvL2Fg1jK8GHqbrhEm0QDSlwsJKC4NvSEGsh1c4DgH1LI9gNiVLupGaThRvFS47oFGAmKDpTJETxXUbJbwiJF2t7boY5QTnZ/TCJEbDas7ipbpBuHkYnQ61DKcu0yYxkq0RM7MSQPNviHEaLCzLbYRxHUyiGaIBxsRd5hWLlHyQRyyERbRrDmRtw5gCojpp0oUHBKSr5ZDzwIF065WgiwYxUYzR0W2QqGZ40EWDoyjKa0rVuDEqFKZLwSpVDcRBFOM0rwejyFLoWCgjFgtRpIE3eGiRqVtMJt6pkM2oMSxsv50dIwZWc6aOHQdibJdwOzkYk77JxDEm7PQwbpsd17H7w2fHKZKunh0fhyhKPM2mRGbz/1s7JlwJXydMJq80dpsNMea4eRSb+1/b8a/HuCPMpmAHiXOGk21Wss7GZjGezbT7Z65lafU2oaB+D4obc+ERXYi3p6JL7ECkRmYH4UYdkosa9uOY8yBcQjOirQnoHDcAmVHdgnAjmqBi50FWJ0RyqHYTmhweZd2u+tzIqd2LDWWbUNlciWhbNFsrOzJ9uFKG7I/xodrDWFeyASWNZcxZHZI6CKM7jEKsPdjeCuoLsaFoOS6VPq8qXoPREVOUMkR/OVyRj0+3f4f1BdvZ83Fs5yG4fNh56J4SHBQcry3D5zu+Z5y25MAPzeqLy4edi0GZfYJ0qxprMG/bN7hR+vza+k9xIc7HuM7DgjCub3bi/XXf4+ONi1DlrGMZ1JsmzsasIZOCylFb3K34bNPPeG/tt4z+h7K3144/F38aeYaS/fRdDy/mb1+Bt1YvRN6JYywTeOWYGbh63NlKGbI/xou3rcPr383F7vzDrJz3okln4sYZFyE1IXjidcPBXXj1x7nYcGgXy36fO3IybjnzIuSkBQdIewtzme6yXZvYuZ82aDRum3EJ+nYKzu4UlBfjtR+/wHdbVrGga2zvQUx3VM+BQbrltVV46+ev8fX6xWhoacKgzr1w61kXs+0HYlzX1ID3V33LKHUYxh2ycdO0CzBr+ORgjF2t+Gz9j3hv5TcorqlAx6Q0XDd5Fi4de6Y2xpuX481l8xjNEmVraQ3w1RPPQWxkMMY/716P15d+jT1FeYiNiMLFY07HDVPPR2pcsG1uLtyLd9bNx9ai/SywndFvPK4dPUtpuOUv+8uO4qMVc/GU9PnFlZ/hyqmXonc6n9zxl1LnCXxzZBnWl+xgEzQHWg5jNqajT3Lw9aCg86fcJeDF88DH+7/BDMsMDEsLnhRwuprwY8FqRgNU73KiU0wGzuk2BeMyhwWVYBOl17YTO7C5bAvrakxLCFxiI4amDg6a3KJuyzRWbClardxPG8o2Y3jkeM2x4mDNYawr3YDSxjJEWB0Y3FiGMR1GIkZjrHB7q9DkyYdbrGa1Mw5LBiItXWAxB08KeoQ6NLlzlRooeh8pUIVg8GSDV2hEszcfrV7yY0XYTEmIsnWFzZyo41cUc6o+5h/HSP6xVlxBHO6lEp+85B/TOC+Sf6wRryj+sQsm0eHnH2v50pXsGSL7x7RWlq/xDfaPBVRLvnSj5FekS750+24c9X8kY0uOEAWpWovkI1XltmR8HvGwJm0LOTIWv3WzZHxuYacmPxQ5w7xcz6YYlFvYBxFareYdsLOyM+70ENxErCygWKP1t1UqwfPdZB6hCF7xiIYula9R4wPfbJMo1kOENv+Uid0IPgeJc8nSMQRfflaC57ddmtUhLLToLszIgNXcS7khaabIJezQ5JKkm9xmHvgrMN5LzIs6GFPJR4Qfxocl4uxfgzHN/vVXYewVyuER9wONLXDE87KY1rpFQHQErKbesPiVurQFYx7IHdOx4zjp+pn8ggzS9eiUh2b6YUxUV8d1qIocUlmtxS+IIsy0KDesUimpzU+XSMy1eFl5ObH/Og1RrNa5P0zS8Ub/j+x4hyZuwXb8+8C4bXZcKBHAa9kxjRU+59YrlMEjHtDQpfU4fWAxdwgTY3oYJ50iO87y020rxsV+kyK/xo47qSZTfj3G/H0gxoJYDbewJwA3rkvrsuR1WiR1rRVYW/Y13IJL2a5M69M5dgAGJU9VcGvy1GNN6Vdo9jQEbTc9sjNGpZ+jNJhyeVuwrmw+nLXHcE7/B9l33+19Ct4oBxLsaax0mdbtchw8eG//RzhQczCIUijJkYjbB92CREeCgvFXefNZAEz5bZmnkn4XaY3EbQNvQma0b9xcUrQciwp/QkSzB0+e8Tz77sGf74YQHYnr+16Dnom+jN6CPUvw0KJnmEMrU5VQCScdz9Mz/4Lz+vvWGK7L34abv/47CwTkpjpU4ky/+/Pk63DjaF9p7/7yI7jq8/vhaajFjr8vZ98Nfew0OG0mXDrkbDx6+h0KxsRRO+m/N6OoijvAbLtmM8tmnT1wPCsxlrN/NY31OO2521iWlMpOqWmQ/Hd4Th8svfdVtm5Xzk7Ofu1+/Lh3vbI9eRU5NUBa/Zc30TEpXcH4phcexds/fsWCPLnBEGXPEmJiseK/H2BgV1+W7omv3sIjn77C1kvKDZ9oH3Sc3z38MqYNGq3ofrj8G1z78j/Yccq69Ds61w/vegKXTeKNpkgW71iP8/59JwtoZa5cq8XCqHqevvJu3H/+tYrujqMHMO1vNzBKH5nmRT6eW868GK/e9FcfxhUlmPjY9ThWXa40DJMxOWfoRMy7+7+wyRg76zHtiZuwo9AfYzPbB5U5L/nr64iXsqaE8axn78VPu/0x5vvskpaJVX97Bx2TOcaCIODGdx7HuysXBmBsQmJ0PFY88qYq2/zMsg/x75/fVWNs4hh/fs1TmNjdVwpOnLZ3fPUUYtwiCp9fw77LuWcCmmxmvH7Jw7hwyHRFd3PZbjy89nlmwzJutF36fPPAS3BJb9/1OFxTgHtXPgmhoR6LrprLvpvx0aVoclgwu/tpuHPIlQrGpY0VuHvFE4yrVr6bZdzGZQ7FP8feoQSsRM3z6p43WQWGfP/Lf7NjOrFlCnLASmPFO/s/wKGaw3A0u/HUGS+w7x/4+S7EJnbA7QNvYUExw1gU8EXu19hcvjVorIhiY8XNyIj2jZuN7oNo9BzUGGPNSLCPht3iqyogLtsG9w4iJ0ZaKi8xP1Exl/lucbZhiLD6qgpaveWoc22Stqkeu2Os/RBl811nqtzh/rH/c4zr0vIS/7WwNHnJ/WOtGCQFNnM/P7/CzfwVCjyDdanMeZASsNLzkZ4fNAkeLJFSDOLw8ysOMn7dYLFJJdHhdcn/vUo7X2MrGgS1kDK4PufGwxwSbX4oCq4EscSnKxzWJT2mzIlboJuJi1cksno9/rRWHpBJgzFlMnlQKx+/v1Cgt0vKTJBujRRwaemK0nY53xT91QsGuDY9EFr9nERtR5XrVkEUnX4B5W5dDkcBpSrcKMDXx5jO52jYGHuEQwEY6/EAuvhNrcK4JEyMqw0wFlQYU/aFBbVBuvy9RzzIgqfwMW4McMT17Lhe5XiLKDXgF21S4cSddj1ONApCylXHpB1wsbNjAZlvHkx9TGqhMptiRZfOU//+4IEez/KdCjtuDLBjT1h2/HvAWKBZXUM73h1gx0cN7HhPgB0f0NElOz7AdMLDuPJ3asdaQS07O2liQZa6EHZ83O96nAyMRQ2M+fgVjBvXpX3Svvl2vdhQvlAV1HJN/r6gYQ8KG/ZK2xWxufwHtHicmtstby7AwZqNyre7qpaj3sV5OAOlzlWBnZU8wCP5uWgJDtbw8TmwS3Ntax0+OPCx8pkCWnpxlHznSL9r9jTjrb3vKkECbZOCWi1dCg7e3f8BGiWu29yKAhbUUuDiz7/JHX4RD/zwX+RVFrHvqptqccu8R+GigMuvU6z8u2dWvssCXxLK5N7w1cNwtjZC8Ds1+XeU8f1q908Kxhe+/iAr0/XHQQ7qFu1Zh8e+e0f5/uZPnsKu47n8/BS74n93HDuEWz6V83XAP759Cz/v26DaHnezRRbgzXnjIUX3zR++YEEt1/VhQYFCXaMTMx+5BW4Pf4b/tH0tC2pJ/LsY0z4o0DvvybtQ3VCnZGopqKXt+OuyyQFBwFUvPoyDx/PZdxV11Zj95N1o9biV42W6Ev/sAx+9gKW7uL253G7M+NdtLNPtz10q7+P1n77Ae0sXKBhf8MJfGEesfx5G3sf3O9bgsflvK99T8Ln7WF4Axlx3e8FB3P7B04ru379+HYv3BGLM/xVVluGilx7wYbxsHgtqgzEWUdvUgJn/vVPhul1yYAMLaoMwFgW0ely47IOHGP8wyf7SIyyopXPz3y69J/1b5j6B3BPcjmta6vDIuhfYNv1xk23zjd1zsb18n2LHD6x+Bk2eFtXIImOyIG8pfsxfrWD893UvorK5RnU3y/ugzDBlemWh4JOWFMh4+f895jyOeUc4TiSLCn/G4ZpczbGipqUWHx74RPm8vnQjC2r1xoq3972n3LOUSeVBLdfwCb33os61kZUS82tQx4NaTV0R9e5trJyZn3OLFNQKmmO307MPLm+Fn1+xS+M5JtkdKItbpmBM/qS+f0zZ1kLlM8UYWkEt161n/rMsXjFfJ6glaZH8ci4CZZZ1fSy3yj9ur9LOA1vKCkoXgG7Wxib+UiWhyVhFlnXQdyi5CKCB08scDYE5UvrCHboWZgBUamasy0vi2MAl8gFKX9ysTJLEI1A2w/iIqeyA7yM0abbP8OvDIImWSueYk2hMFu0Ri3hpg0ilmMbbZmUSDOPWkBjz66GDMbvezdKrCWJjBcTGUohOJ7zOQ37/p/Wqh+AsABob4Wk4HEK3EV7nEfZXcOb6fR+ckaZ5NCpHCR/jaj8bNSZ/5+sxyI5pv1r79hdajyFIwaL2xIFPaI2FWxrIQtkQ2QFdD9Hv2PXEq+xbf8CVhXCqb4Mdyzp1bbDjyjDs+NjvCuPQY4WLlT6FP1aUSvegXC2iL777LXyMf3s79oSNMSuLl8q8Q9uxU6nsMMbNH2PjZwIfK7gO/42xIyFf39LGI2jxyuXg2pJXt42dW62rnL2M6IGO1u9i5cfNHicra9bTZdNPjYeZHjnMa0rW6+qSQ0rrbulFx7HiOHee9bZLZYx7qrjjRbp6dB+k6xY8iuP7yfZvWaZWT+j/Pt3+LXv/9e6f4fK6dI+ZMl7vb5nP3i85vA4VTprE0L4mlD16b9PXytrXrYUHdGluKIh4ZcVXrPz4eHU5vt62XBX0+Qt9/+XWpWxNaFNrC15b+bUuDQztb2P+Xmwt2M+O45mv3veVMYoioryC8nK43aguL8EPy39kz7FXv3oXsYKIKI8Q9Ipwe2FqbMLHP3zBdN9a8BFivGodf/+KsHh1Ec8Evrt0AVrcLl0KJspcPv8tn/CYt2EJympoWZEOxiYTnvnmQ7atjbm7sS1fH2PSeWXxXFZ+fKyqDPO2LNOlxKH9fb7+J5QxjJvx2uIvDTHekLsb2/MPsH08+8PHup19aX/Hqsrx7bZV7PNra75Udzmma+LysldEqwdwNuHLNQsYxh8sm4tYt/T/bo3jNpnw7gYe5P9wlJd3K3Ysioho8Siv6FYvFuz6hm137eHVaK6rgr3ZxfcZuFmY8MWhRezc9lXlIreWqlG0rwftb37uEnbv17TUsPtVCTxFke1DftmaW7G3cDPqa8rQWl+DzUdWse/Y/7eoEyS0jYKGQhx38onwlcX6YwVbldpai31VfMKwyUOTF6YAn7BFeYmNjWipP8iwaKrbxzK19L1J03ejjO5RJbNrPB6b0OThyRDuq2snfWTxyn4FW57jDKF7XHrmtRgkA7iQ/8wSAaLXz+/UEr5v5p9TtlYM5SuQb66XRGof0s7X2PLZGCZNzUCMVB5AAUi0XF/vlW4fY4Py3Tq0DlBeqxtCW6yTSig9YelaTDEQdTMJspjY2i0LOoTl5AuirBNquz6d0MdAIjl+bPvB5YpqaZGc7NDHS9eDB/rqjIMxxlFqjGkh/8Q7Yd7gm4Xyl7asELC38WYxvmEouK9uE8ZcV26QZCRuyZbD0RWlACm0XfquH5VxhTNL1yyh5g7jKJqljr6hj5nw4p2pjSef1HbcHD7GYdlxs3RevweMrWGcH40VtbAgvQ1jRQ4rCw8ZrEprQtuEcZvsOJz7g7ByhWVrvuM4FXZMthkrrdcVw8Q49GSOsu42jHFTvr6VLcUsYKMVUnri9NTCJbSgsvl4SJun9bn1blqjFs4Ehojq1lJ4hQi0eo0nichpPlJ3lJUlV7YYO2hU7ki6g1MH4mhdvipTo3UMebVHMKXjJLam1j9TGyj0f6RDQs2ijLhCyaEnHZItRbtV5aNax3C0+hhqWxqwOneHUsKqJ3XNTtbMidbI+mfZNI9DELDh6B627pbWnIbCjRo0Zcen40ipz1mNEkQ0LvdVOymynFMYfYcw5PubiLQGL1H34oD/WpsUhQnju7KAizCSs7Ar924xPD/SXbWXT0qs3r8NVotVyXAGCltneTwftY0NWH0wNMa1TU4cKMnH4dJCQ25jBePc3ayhlLO1OSTGqw5sQ1ZSGlt/ayTUpXjVge04f+Q01tRJCRJFET9+thujSvjkrSIvriP2X/wHYC/94/ViVS7HbWfFAVVQ+/LfF2PAYa0qi4cxlSiYDLZL2ylsKIHT3YRdFYeUsmM9aXA3orC+BA3uGtUx3HnbZ+iy178KRha+jOBxIKyxItYei6qW6rDGigHJ/eAWKPjyHUfCtL/CvtFXSekv5IUYM7KLcAkcR9YsKoSuW9LhTQGNx1iedaUMu15lkL/QpEWTUgUV6jhYnwf2HBPCjEHsYUwom7i/5Mc00N6knWds/5D/L6WpRTeo/V+LMLY/ENW+Ob/+kD/kD/lD/pA/JBwZX92EKG87b83yP5QotxAc1IaQjVlxbH2tkUS0enWCWn3Z0ysVLY6T1/mWMrDaQa2xHB2QBVeEftfpNktTq25QqyeuMb2BKP0O9X9I+5V2nrGl2YdQMxu846gZMWHMaVCzEGq9bQ8ju8M5KfkxWENmbrgudeaMCpHNowXnfCE963IboiTAxwsbpc5gawrPYvNjCIUbpyphnI0hy+oosKOuwAkI/bwjDIj303NSMG4tmccW/5NwftA4uIWtITOmvNFTOlxeWnBvPEtI3F7Ek0tNv+TSb0UoqFU62ZmU5jHhYsx1I8PIuNkkW9anFfAJHQ8N2OE+OCKU+yT0zF+kpGcLme2i8/L9xvh6+HhdqQKiNkw7jgwfY7pPDMt1ZF1bmBibTzHGVun8mkOMFQl+Y0Wo2W5J15QEkdmx/r0nc722CeM22bE+jY3fEfvd++GIbJsn245le4uXzk8MA+NEqdxaT9ekYMzHTeNrJ3PnpkRkIb+B1nTpS4yVuG8jkBLZEagxHl+tJjvibMmIsESHHI/paZDkyIDF5IDD4jDM2lJGp1t8V9YpOSUixTBrS1ki0pU5Lykjq5e1pWOQOW7Hdh6K47XUMVQ7s0qNoUiHZGT2QKzN36qbtaWyUdIhGZE9EJ/t+N4Qhy5JHZEQEYuJPYYYZhJJ4iNj0DezC9JiE0NmxSgzOabrAPYb6rhrlLWl7UzsOYR1PO6emc2ytpStbDKbED01mM7l0wf+g1njpuGcx2/Hqn1b4fVfQOwn1Azp8cvuwF3nXIY7336KNY/yCAKivQJO/CSvG+dCmW3qYEwyuf8ILNm5Uff8SHdS/+Hs/cS+w/DGT3xNsJaQ79E7qwsSomMxsXdojIlCp09mF9bRmH5rlLWl4xjTYyDiIqPDwnhSn2FIi0tilEVHT1AXWe1tU4nwpD7c3sZ2GYS1R3YElfb2vHUUmmzkA5nwyFk34KbxF+L+BS/gy+0/qyoEWFAr+RXUqGpSD47b4NQ+2Fa+L+gYZr11IVocVlhMJgxN749/jbsLy4s24j9bfOu7SVhQK3O7woTs2AzE2KIwKLVXyGoC4rfNictEoyc+qGEcyd++uVUJVsnj/uuI+2G3OPCvzU9KPQF8wvTkhkrSWBFni0VyRJJh1lYeKzj3d7I6aytJRcH7ECWfMMbWF1HWbqh37UKL95hal4JaP9+NOGpJ7OYUuKXsrbbQvjl1Evnqvj4Yeto0tlqYLxvaP6bnPrEHWMMoaKTaHR5XhPPMMyu+dESIrK3I/aV2LO08YxsRxinESE4EOSfGnb7MSGWdNandtRlqcm/tbqDEaWmGxdQxhG6Mwj1lManJ1oOFKGz4vq1mNWm41hETjQ7fR2hDpK7EXOJCrrGTdc2grrLGs1pWE6eYYLyLIbZNx8sxdoTEmF+PEBjTABYdBVN0KkzRGTDFxMAS0wuIjjR4xcMc0xmIjoY1tmcI3WhYYrqxv2YqdQ/8f1V7dupgmtUGjJP8bNTYeZfbxvNOw6EyxJy7jHfM0+fMk/fN+M7YeqBQNuRQeFx9x64nFmXfPrvTE5NSKBSeHcs68W2w45Qw7LhTGzCOP+UYhx4raDIptQ1jBe88y23U+Knpu9/Cx/i3t2Nr2Bgz7kBmx4lh2DHvUkuTW8a4+WPcMYSuqGDMf2P8HJOvb0Z0N78gVFu6x3M6mgR7OnvprQsk6Ro3iNH4RFpjkBXdQ1eX9S6P7sn07BYbJmSO1dUlpzY7thN70XFM6ThRd/+0jXh7HCstJCFdo6DWZrYyOiGSy4eea1iSTf932dBz2fsLB57BeDB110iKAq4ZeQF7P73nOKTGJKnXSKq2K+LaUReycxvVtT/rZkzBkiYWJhNunzIHETYH62B84bCpQbQpstD3Fw+fjoyEFEQ5InDr5AvZ77WE9je6S38M79yXHcd9F17tC+ZMJjRZzMqr1WZDUnomzp42gz3HbptzHRrMJjRZzUGvFpsFYnQUrph5MdO9cfaVcNJ2rGY0WsyaWBCVD8l1p81GhM2uy7FJgdu9517B3l8wZjo6JKboYkHnct95vGPv6B4DMayLPsakc/vpFyPC7kCn5A64YMS0IPoff4wvGXsGOjCMI3HL9DmGGFMAPLRLH47xzCv012ibLeiUnI5zh01in2+dcJHmelUKaikARUwULpowm2F89bRL0GAzocluUV4qv0IUcd2Y2eztzK6TWMlzoB3TNlsirGikbseDzmPbHd9zIiLjk+GKtLP/o5f/dulcLu41g51bv+Qe6JGQo2vztL/ze0xn9z51O6f7NXAtPAWrtC93pAP9c0ayjseOuESM7DaJfUf/J7/k46BtdInNQccY3gF/cpb+WEG6tO9+yZyaK8raXXOMZUFtdARM0dGIiOvNsIiK7wdEOyR/UXoFXPdIK59ci7TmhBiPRRYss2Nivrrx5LZF9ivIZ5CeJfq6HaVnHvG56/OSs30jjXO5myx+fqeW8H1zXnQT83OMhXxzfW7f9iDtPLAlw0w2OI1IVWbAauqq69zSGiqzFCQyXXNP9p22LlHR9FY+W0w5BkboYJQx8mBvZrxSshEGDqhWqYU3Px8zcR6auunomqTt8lWizMDha4MefMxEs8HPnQWW7Bj0nBiiSeE3ICe8Hqh78xJNij9u1K5cH2M6n65hY0z0K2qM9W42O6PaCB9jH+UQZVj1MTarMKYW6FZTXw1dk5IFljlAw8OYT7TwQS/LwI4p6PNR3JiQYTCYRqlwMrHJA72AjmhSfHx6/Hd6kz/0MKVJCZPmMQVXPvioWug89e8Pme7HGqYdd2ijHUcH2LE1LDvmGFsNME455RibGV9dZhvsuKuBHQ8IsOM+BnbcR2n3HxrjlF9px9ZTZMdRhhj7JD6EHXf0ux6nCmM+fgXjJmVsTF2VShCi5hmTPgs2s1xVJGvy90T3kxPbX9quCSPTZyLSGjjGcl2i++md6KN1IZqgOHuqpi7x5A5O8a3YOyN7Onon8vE50Mkm6o6r+/AAhmRMh1HsxVHynaNM93Nj/+uUQIS2OSPnTE1dCjSu63s1ywKT9EjtjCdn/JkFJpSdlYWcc8qM/ufs+9E9hU8OJUUl4PULHoXdQlkt33bl3xHdzzgpu0vO+9tznkCMIxpmv1OTf0d0P3MGnqlg/PUtTyErMY0do6wuB2wzBozD38+5XtnGm1c8hEEdeS8QOaCS/w7p1AuvXebrwvvPc2/EGf3GqLZHmrSXTknp+OrmJxXdm2ZejBvOmsPe+weAMt3PD4+/zta0kpw5dDwev+z2IF3aB3G8fvvXl5AUy++J/jk98N4d/2TbsfoFofSe9Inup3fHLuy71PgkLHjoBTisNlXASnQ/JET3I9MI2W02LPrbq4iLimHb9m2X6xLdz7WnzVYwJjofWufqHzTL+zh7yAT8/fwblO/fuv4RDOzUPQBjrju0c2+8ejWnsiJ57MJbcPqAQIz5v+yUDvjyTl8HZeLMvX7KbA2MTSxj/MNfXlIwnt5nDP56xnXBGJvMjDP406ufRGIUn8ztm9ENL895kB2jf0BO70n/jUseQY80bseJEfF4fNzdbILHPyCnTC0J0f0MTe+n2PF/Jv4ZUVYKkvx1+XkS3c9ZXXggSbg+Nu4upEQmqnRl3MZmDsEVffkabZKLe1yIDtFqLl75d51iOuKCbrOU72fknKFQdAWOFYkRibiyz+XK57EZo5WJK62x4oZ+1yr3rMPSAdHW3jpjrAXx9tEwS+Ox1RyPWNsQHV0To/uxmrnvZjZFIN5O45VZc+wmuh+ZRoj7FYM0nmNy4E485Nyf4Vnm/gb+cQrzc2WhGINne7V045j/7F9VqD9JGyH55VzMpizGbastNlUM0l7l/wCPLYkXaKwAYiQuPGchEC07QhqEx6iCIFIJgwcmmp0wpegQKRNtwAmJ8LiVlShTxpFmaWTORJ8uzQ9Tl78SqdkIZV7T2Wy8FjkydeP0MHJkJ0ysTCFNymYGtzMSxHp4heMQUM9ucOJVpRkamRtXve1WqVyuyc9BpMxH8M3EeSTrlM7RLFPEdCN1CKhlUmkvu+E4AXWSJgE1tTj3isTr52Ylihy3FB1S6TZi3JAHe/xY9p2n/iDLqJ58jFMk3WAsiKaDutDxJjy87JCuhxzU/nKMqdSaOFxpPY4gOeyUfYrStE3qWMt1qYSJAsJ4KXOlpSt3rHZLzj3pxmpcDzpG3sWbl7ZTYMNbL2hdD07LQrpUlkjIxUrZzOCAhXWiZbZJZTB0jNESFraTYMek2ximHZcwm+N2bESk/vvAuG12XMdI13lTCfMvsOOOmhx2bcPYI+HWEIYde/1sPlyMCTfPKbDjWsmOzYZ2rI0xjccROhgfVxpFGWPcwq6HIFaybCOVmVnMNK4EB96t3iYUNOxFsfMwawBFgWeXuIFIjeDVM/7iFlpR1LAfx5wH4RKaEW1NQOe4AciM6haEG3VILj6xA9kZI9nntbkfolP6MHSM7sUyu+pzE7C7ci+j8qlsrmQB5/C0YRiZTpyQEUEYH6rNxbqS9ShpKoPDbMeQ1MEY02EkYuzB42ZBfSE25C3HpcM47+mPe+djVLfJSIoIdt6I9oe6H68v4HQeY7sMZdnc7ik+J1GW47Vl+HznD1ieu4GVjg7p2BeXDz0HgzLlSQifVDXWYP7GBbjhNB6g3P3JQ5gz9gJW3hyIMdHWfLD+B3y8YREqnbXokZ6NmybOxqwhk4Kyh9Qh+fPNi/He2m9xvOYEC1KvHXcuLh15Ogss1dfDi/nbV+Ct1QtZ86mUmARcNXYme8VGRAdhvGTberz23efYnX8YcVHRuGjSmSzgpXLlQNl4aBdeWTQXGw7tYsHWeaOm4OYz5iAnzX/ih8u+ojy8veAjvHD3v9jne1/6B66fdQX6dpInhX1SUF6M13/6Et9tWQWXx42xvQfh9hmXYmRPmrxRS3ltFd5ePA9frfsZzpZmDOrSC7eedTGmDRwVjHGTE++v+hYfr/0B1c569MjIxk1Tz8d5wycHY+xqZd2P31v5jYLxdVNm4ZIxZ2hjvHk53lo+H3nlx5Aam4grJ8zEVRPPQWxkMMaLd2/A60u/xu6iXFbOfPGY01nAmxoXbJubC/fi4+Vf4OVreQulp+a/hMsnX4SOieqgkGR/2VG8u34BVuVtY0/HKT1HsExtr/TOQbrEObtozw+4bsw17PN/V7yAswecjT7JwdejuqUO3x9dgZXHNqPF04puCdk4r/s0DEvrF4Sx09WEnwrWYHHhWjS4GtExpgPO6TYF47OGqSYgSNyCGzsLNmBEN56lfn3DcxjeZSKGpA5S+G4VjEWvMlZUNVchhsaK9GEYkaY9VhysOYx1pRtQ2lSGCIuDbXN0uvZY4fZWs67H8ck8SHfWbEFkXF9YzMGTmx6hHk2eo0qpsd2cxjK1VnNwgsUrNKLZm89ohegpbDMlIcrWFTZz4q/0Kzx+vjT5x1GwmDNZVZnW89HnH7tYvOLzj7V8aaIMKpEad9pgoSSPqYOOf1wt+RWNkl8hxyttaan6+5T/I4EtIDobYIrlM2BiQxVMMfqlkqydtkJNQY5UtG75DDcAop1wSdmkhBC61FK7mZfFMaPWn/kgzlPW/cxkYWvltJwo37abWbtuKp/guvrlD5xKh3dgMzNHTr/kjxxW6qwKUYDJRFlr/bVvfFKgBhC9LEujFcipMSbc3FJZRdzJw7ixDOZY/vAVG+phion9jTEmB1i/zJU7701+ZZD6Awd33pt8AYHhdrlDzgMCm1LCqq/brAQE8hpqfd0WKUDj63qN7JjzyvKAgAcvRroUZMhr80hXv5EFD5DkNaYRIa5HWzBuix2fOowpmKNg5tSMFfUAZa7+sGM/Ow4OrH85xk3SWHGyMfaNx7x0TH889gguVLQch1dwI9aejHi7fuka8d9WNB+DW2hBlDUeiY4O+rbp9yytqDiIlOQeurZJdlzYUITqlmpE2aLQPb5bkFPrLyWNpYz/ksqCeyR0h8Oif59WVBYiNZU79Y01JxCdoN+ls6yhEjuK97OAYEhWP6TH6pfS1TTXs87HRB00oENPZCcGB3KyNNZUIjqJ7/fw0b3o2cWX+QgUl8eFjUW7UN/iRKeEDhiY0VsXYwqmqKNxWV0VKz2e0GOwbvmsTCuUX1mCpOg4TOk9HHarvr3tPp7LujBHOyIxtfdw9ldPcsuLsL3oEMtkT+o1FEnRetULQMmxfGRm84qF0mP5yOgYHHDJUtVQy7oJU/kxlRF3S9cvf3S2NGHFvi1obG1Bv45dMSBbYrfQEOLZXbF/C2oaG9A1LQsju/mq4TQxPrCdYUwdkCf0GgKzQenzlqJ9OFZdhoSoOEzoNsQQ470leTj0/9j7CjC5yuv9d3zdd5PdjbsbSQghCQQLHiS4a4qX0kL7gxZKaQulLe7e4pBA0CSQBGLEdeNu6+5j9/6f831XZ65NSFq2fw7PkJnZM1fee+53z/nO+c5buQ+p/iRM7DMKqX5zjHfv3YZePXlmsb6yDFn55hVJlS012Fi5nVXJDisYgLwU86USDTXlyMzjyZxDpbtQXKhWw8VKa7gNq8pKGIdur+yu6J1tvswlIkSwo34X2iKtyE3ORbc0XkprJEJzE9zSWLHr4Ab0LBocFwAbjxWp6JPZy3KsCAs0gdjExmFa92o1HkeaKuDN4LgKTbVwp5njFhXbEBb4ZC6t0/VY+sdE/dnAysH5eGx+nVlCh43dTv1jor6L8GUxbHL2SMUgjZJf4ZN0rfwKildapWce+SBHrrHYf1M6ePMo2ZmshYiDSm5WBPGqNunKFmUh3kfeAEjbiCgAD7ozw9VKVKxiDYMUR5xNAfjhdfWFx10QN4sfYYTKrRpdL7yuniz1rzVEmsXnuo0aXVqf1ZWXFGjXQYhBiai5VqNLgVchvO4+OkOkmyQibIvjh6W1qlTWq3W+6MaKCDulhe9yy3ReLsxKIDQ3O+fUJI4z4nGManTT4XWr5bcKbkIpIuJutSkL001mx0Dl1Y4wdveFR1prrOJWz85PFGqUYo6Q8AO8wqAEMO4Gj6vHfwhjGmRIT9/mXRSTJdv0GdixnopFFAOGdkzt2DnPmXYdjw8QO8U5wyI57Ow4tDbvAUSa9Us3yKoS8bq22YMbEOnBkmWQVa2IaURAjTuypTJgV0zGj3T1jTpEkdad5OsGX8ZzzI5Xz10qirRWvVPM9aAHRJUBximSru+w7TgxjJuk47DHWLHjuLGiF8vQ6XXJjoniocmhHZNunYEd64OTRMeKRDA+enZshDE12cg3sONWyd7CtnacGMbt0lgRi3GRNFZoMQ4jImw3wLhAwtgbMx7vgIAyg/F4oA43ltGoX4adDUR3o55fVqATRuWdhgy/Pqjb07gem+t+YEGtLGm+bIzIO4U1o9IKcdluPjgXp0qfl1V8Cl9rLoblnoiiVF7eKQvRbny4YwYq29RGKyneFJzZYwqOL+TlnbKUtZTjve0f4kCz2ojQ7/bjpC4n4NRuJ+uc4fpgPd7b/hH2lm2CXAj655WP4pieEzG119k6Z5iCyN/Pfgpzti1UGkNRieYZA07Aw1Pu0mU1KfD8y7yX8OH6r5nzLsuEnsfgL2feg87pebps9LOL38a7i94HJ7MBLvr3nejbfRAePevXcdlgyhg/ufAtNLSrY1av3K545PS7MborLw2XZcbq+bjr/X/gUL2KG9H7PH3pPTh/1GSd7vfb1mD6v/+KbRXErcklNzUTf7ngVtw8iZfFylJyaBeuf/NhrNyrNnhKCyTj3tOvxv1nXqcL6g7UVuC6Nx7GvK0r1evh8eHmE87HPy66SxfU1TU3Yvprj+Drpd8oI3K/e87H2RNOx4s3/B8yU9J1mdJfvf1PvLrgE5YRl+W0Ycfh9ZsfZOXECsaCgD/OfAl//+LfaA2ptnls7yF4ffpDGNSll87mX/j2Izzw4fOoa1E7DA8s7olXbvw9ju8/QofFx8u/xS//9XccqlPvPVoD+/TV9+K8MXqMqcnT3TP+jl3VKmVSTkomHjj9Jlw7jq/RlmVz2S7c/tGjWHdQpVOioPauyZfjV5Ov0mFMjc3u+PBRrNy8ArLVj3r0Ulw86Xw8fNatOowbg814bOnLWLB3GSOdJKF74pSe43HvcTciza/aMQWnT614C3NL5uBb6bsrZt2DEb1G4/4JtyA/JUdnx6+t+wjvlHzOsrWyDM7viwcm3IqeWV10GC8uW4rZ++aiNaI2LeyUXICL+05Dr0z9RMa6qg34YtPHeED6/PKm15B6qADn956qrJmXhRrCfbhzBqra1CZyqd4UnNXjDBxXyJcpyBIRGtAYWouIhgaNMoop3n7spR2Po0IrGsNrEQ4eUDq2VLd/g2T/AKT5aNJDvR6CGEJTaB2CgrbZkwsBdzHS/cPh1j3HopJ/HDse50j+sX48jop7GF+t8hwT5XJh8itS9VWH4iFExD3qc4zppki6+omlqFCJiLhD9cfYoQRYGbLHpZ/IFMQ6hAWyyzaNrk/yK4riJnH5M69Zo+uRnnndLSeAO4J07EJqdj2obCu+MxoFSjzAVR30KEvp7zforhtEVNzOZ+AV3WpEhBJNdkmWECLiJkQFcpq4UHYkLKw16MQbYUbJDV46XjZbtEYNuNStMKebHCFVN4wQ043tEkeFaqUICyVKwwhyjMLC+jgnim+5CmFhnZTV4jdXWCCC7UNxuJHDFhJWx+C2i924SjCg6DaxcxFoxkfWFQ4iIm6L6zRKpRHs+DSDlSXGwiZ2vfQYrzsCGO/9kRivc4yxyAZFI+4yCh6pg2XEoR0f0F0PKmvkgV9scwoKHqnssS0mqI2dyCGh4LGMBQta3Ghf8d216VFbqePmZMTgTDe2u54c2FTGBKqka9R9kkpWS3UY0znEBrVc6Fw4gbk9xq0SbqrNRsWdju04cYzLHGFME2DmdrwdEcHIjptM7HhHjB2vNuhKfDTtOB5jCjyPjh03mWAcMbHjgwbdjo3smDBenQDGa0wwPhSDcdQC40r+vNCNxyX6SUZly/XSeKyey8aa77GtfrkuqCVpCFZiYekHaAmrx0fB7/qaBbqglqQ5XI8lZTNQ206YqkHtysov0R7Vc77T5xWVX6C0ZaeuVPiFja/oHFWS1kgrPt75Cb4/tFj5jnSeXv88DjXru5KHhBBm7/8Gs3arHYibwy14av3zzBGOLWWk0sS3trytYEwO/tXv3Yu52xbpuh3T+6+3LsQ179/HglkZ4zs/fQTvr/tCF9SS/LB3LS799y9ZJleWP3/7Ap5d8jbaNMEAyabyHbjk37/E/jrVOX59xcf449xndUEtw6j2IK55/16sL1UDzY9Xz8O0F3+rC2oZ9nWVuPCF+/Dp2u+U75bu3IBTn7gdOyrJZ1GlpqWBBbtPz/tAl3md8NiNLPuqFeJp/cOsl/Cbj1U22uqmehz/6I34fjvn+JUlFA3j+QUf4ZKX7lcwpkD1lL/8AjNXLtB1zaX3Hy3/Bqf+5RaWRZUxnvbkb/DSvBm6oJZkfskKHP/QdahtVseRO//1OP408xVdUEuyas8Wpru7Qp0E+edXb+O2Nx7VBbUk20r34aQ/T8eKneRHcPlo2Te46Kl7dUEtycGaSlzwxK8xa5WK8bK9G3HBK7/Cnho980NtawN+NfPveHnJDOW7XVUHcMbzt2HjIXVMIGkJteEvc17Dg1+9oGLcXI/Tn7sVi3evi8P4laUzceO7f1QxjgRx2+yHsGDfciWolTH+ds9S3DnnEYSj/F6n3/xuwd/xybZv4niWV5ZuwM1fPoCGoGqH/1j2Ol5b97EuqCXZUr2L6ZY2qX7sd4cWYuauWbqgloQmrp7f+BL2N6nPprVV6/HW1rfRFNJfj7pgPV7f/BZKalQ6RuKmfqHkFVS36Rk+WiKtLNhdVEp8vlwiQjPqgosQieF8pfLelsgWtETU7QpiEHXBhQqnrCoC2qK70RBaqRuP64OLERTU8U7eclA4hPrgUp1fYT4e1/JngGbsJX+SfPfY5xj5n+z5rXmOkZ/KA1X9/UH+AD0TWKWVrCtUsFgj3h8LIiJsZP6zikU986/VCjdZwswfp6UzspCfw/2K5jh/hQfo+rG3I0qHDmy5cdVZaUjZALlW3Zrug9ZCcV1R59AYSUTcqdwIEYEMwYr8fbdyI0SEvXGOtVboZpIdbFpvZdWWm24yOXPAa/vNudLIiKmmn7+nYMKKhDqkwaJNFzQaHXFU2KNmgSxvCsJ1lwZjNcA0EroG8sBkj/Ge/xDGTY4w5gNMs9XZKQ6yvR3T465GE/hZE4jzrJY2Y2ylW6kO/rbbrVadcTYRYNVevkETxNTb0GG1agZkwsycRoT/Tb4G9JsWG4zrNHZsRVsVRZTZzdHF2NlYEXFox7Q+luPGzy1oum2yH9ne+NoeOzuuPAyM6XrXO7TjaIIYW/M1soBaseMqx3YcYWOXcBQwprGi2RHGrMzMlNZNlCZeue1S0Lq7aZ2JJmUOwthat1xZW7u5TnUa47VFbKpdxD+JAguYrWRjzXcKxhSMkuNt1iX2y71foz3Cx9U5+75BKEolfca6C0sXK07vokOL0RBsMOyMTPsqqd3MMsUkn2+aj80VNFkVr0vHVlK+HV9s4UHMsn3rMH8nUdHEHwP9nkqZ31n9Gfu8r+4Q/r16luGxki4FYs8vfZd9bmpvwRML3zTUpX0RTc3fFryqlMb+8v1/GurKR3XX+/9kmUySX3/0FPu9GUXR72Y+x/ZP8sfPX2WlvGa0OE988x72VHH/56l576O0gSql4scW2ten677Doh18vfI7S77Gmr1b2bHHYSEIWLl7Mz5cNpd9nr9pBb5ct9iQNob2daCmAs/N/ZB93l62D8/N/cDQImhfVJ78yKevsc/1LU144MPnDM+L9kX69773lPLbu/71uKGubKv0dxnjP3zxHDtnM4wf/volNAe5r/DYN2+gNUz3ojHGzy/8APtreeD00uKPUNFYY4gb3UNflCzE8r0b2efZuxZhR+0+Q9zou83VO/Ht3h/Y5xWlG7D0ICVRjO24oqUaM7bw67Gv4RBmbJ1jeKy0XSpPfmP9TPa5LdKGr/bONtSlfZH+53u+lPYTxae7+b1iJp/s+kw5n1l7vpDGcGOMv9jzNYJR7iu0hKkahjAz1m2N7GRZWv6eaMHMx+OQUKaUHBPVT4QFjUa6IiJiHYJRfn+wEmFL6jzeC0Gu9rGm+6HM7z7Fz6PnuzP/WGAxhnP/eKelX0F+ufzMi9o888jf51R1HVc6dGBLTUcMpaUNaGmVXpVszZDYUgq0tEh/M3vVQGyugdhSRotrbHQbILYc0uhb6bZCaN7HjkNo2Ssdl5luO4Tm3exYo+xfq+22I9q0y6FuG6LNWt12h7p77M+tZT/E5kYIzfttMRZbKiA2V0nXo94BxgcNMDa66cgBIOeWXCIKLq2XjlNzK5I4Xto4cbEmWFw3drYvXmQdq0kGVeRZSSe6tBZC0DShspJ2KciQ13taHjHPILPg2oozlURqyMOOw/6YZQx4Ax873YbD0HWOsXwNrYQyaXzwP1oYtzs4v8TsODHbTES39DDs2DxYPnw7DjvEmK/H5vrtDu2Y1lpXJoBx6RHGuMyxbcr73t+8xZK+h5zHgy00Qx9hGVZaW2suImqCpWgJN6C6/VBcpjZW2qLNqGk/xILQvU37TB1VubHMhpoSlqFaV73BlMIHUquuVZU8e7isYoXldmlF88rK1ez9xxtmW2JBJckfr+fO+icl35hSmZCQE04lyiSfbvzWUDc5FGUvfzCEb9fNRaihDt+u+wbu1jblb/Si9Xja7a48sBGHGipYWXFsplYr9Kv9teVYvHMddlUexA+7N1pyi1KA/cma79AabMeHq2IyeKKIlHBUeaVFBbz/3afs+fzughkIBMO6v2tfGVHg3QWfMN135n7EfpsSiSI1En8sVC772nd8EuDNhZ+bUvLIWLxC2wXw70VfWurSubyz5CuWDZ6xYh6CYXOuaQqwaT3v/uoyfLd5FcrqzSfMyLb2VZdhyfZ12FNzCKv2b7bF+MuSRezfTzcs0AeqhHEoqrzSwiI+Wfo5w+2jxZ9yjOlv4fh7kM793VXc3j7fMd/Wjj/fPp+9/2rn9zZ2LOKz7bxA+eudCy11KRCevWshywavr96AiHasEEX420LKy9cWxP7yrairPYRdh0rQ3lDD/9ZufF1qg3WsqoOqNSjTa3VPU+VGSU0JBDHCsqe68ZjuJearyq8g2hu3MYzbGrYq/qDL0Cd0oT3Kqx3aImopv5m0RblONC6raz5280SGVdkuVfOUS42dqmyfNXwtbbs0QRqbqY0V0mtkSRqriWoulNirltYB2x+Hk2fST1k69BpbPrMTL+7OvGOuVlwJRPEuW8ZLvfwUdBPpY2bNuhVvIE6NhB5Tnv8axkQYHpIcXNGhLon5A5OLKDVHgk0mUdaWdewccRI5++lEV9ZPRNfKqdUKbdOVgK6QgK58LE51I0dYV8Y4JJ2jNbco3+bRwdjq4a63zaBkl07sWLY3u4eg3ORLa6MWusr2joYdCwnaZuQo2HH0KIwViWIs6Srji5XwfQejLbZ2TK4UZWvbo9Ttko7f+hxpm6TrREiPmi7ZCQU8jaEm1oCGMjyW4nKhUSpppFJkK6EAmTK6JBVNNZbnRk5+RXO1omuWaZOlmiazWQOfWr7GLGbTy/4ck9F+IAe0ylW/0hVY3T0Ll00frePJrG6pRVmDWVZeL6Rn1kgqNjgqa6hGXWsjwlF9ULL48604vjJmouKNVQBuh6NCwzdWAr94BDycMhcKCg/W8CqlQ7WVhllgrVRKGFgFn7JQR+WG1mam6/G4EdGeo4GU19c42q68fx/xydoIUQCR7RDGsRMHX7+7AceWxkz8PUkl+NNhXFOhCm2rvJFjUdVaa2vHla2yrr0dUxdkkpo2qyowLnQvN4db2b1K9ywL8qls/7Z30bPEaCLvKUYqo5IgmQtt08kTjya2GkLU8CgUF9Rmnfx/8C/bavg781ZyygYgSJlHQVMObCayjpOxW37eOtPlfgXXtfNB+LPX2TOB79/l0B8T2f4TfeZ1TOnQGVtaUK5ISjLE4zkP3c/y/4cI44cAKXKTK5FRBfEw3M65lXWdhPkuTaMAJ+G1rONkOoDbryuhqYOjMc2QyPSFN4FhQ96mJwFd7xHWlTH2OxrQj95UDnU+djKVI0p6Pod2HHA8taXw/zqyY/9RtGP3UbTNRO+lIzlWJIqxzMfsxC74vgOeVFs7plZWPncASZ5UR5MptE3SdSKkl+4z70IvCznIGf50JHtTdByzhiKKyPDzzqppPvNOonLGNjPAG6xQ52OrJieU6eqUlqfoWmWvSPJSeWPDgtQcpcSvzedmgWoicsy+eiSH9c5mXmoOCjPNOzVrhfQKM807XGuDI9IjPlSfxBVLkhIR4oPaIyiL81LR6pH5s93oksupa6gxlFUWlqRAwoA6QdtZJjVXykxJY7rRqL3z3jkrl+k6EdLrlGF/PSgbTLZDGGvPLSUsxAe1NrKsOAOtPo4bbauztH9q9mSXsS1IkXXt7Tgnid8fucnmnYFlIT7cNF8Ku1flzDVlYY2DWnPZPbQYoST9+EjbpJed0BKFTD+xZui5udEaNA1qzSR03AAgRR5PibaR+4dui27Gssg6fFy2ey7wZ4KzZzr3K7iu/XhMzxtnzwR5/4noehN85nVM6dAZW+IkhLw2yeWCuPBdiK2xMzNEAF7Iu5yJ1GDAaoBMZh3P6KEWElbYlLT54XcT15oboeh6g4YiWnHB7z6OdQ8NR7falr/53GMY7Q7V5lMDEyvxuYfC7cqRFppbDwJeVz943IWahebmQt3RvO6erCwiJCy3PDfi3/J5BrEyB+pSbIUxdYrze0YmgPE45rwYYkxBreLYEJ8k767rRifbMk6ZNJs4wXhDITMRGRcY1y3UdeozEtKRz9O+jDMz3o5NhXN1Umdg+1k/oqTxQxR90i1ulWGR6XyomzEN7FYzmy6JX5SOg47Z+vw4byj9m2mxhlDWzdTotjnUdY4xXUO7e4m61VLH5aOJMT8/q3LkxOxYa5t256e3Y+uSaLovErfj9ATt2K4MmFM8iaLXAcYqvZIoJtmMK7IdE8VBge147NGNFUcS40LlN/LSCLvr0S1tIGscZSZkYTLnLHUxXl8z36Ic2YXcQCFSfZlI8aYjyZNmWY6c7ElDbhLvPt8jvTuj7jALnH1uH4blDmGddkfkDWPNZszKkcmxHV3AJ6XHdRqDbw7MN90ubYO4L0mmDTsdaw5ttsx0TRt+Ont//pBT8WmJ3EM2XihAu3j4Gez9eUNPwXNL3+F/cLlY9lUbqFJgcdagyfjT6XexNa4nv3Q1gpEwK0OOzerSdo/pMhjFmZ1Y1+XirHzTcmSyyq45nTGhzwjWXfe4XkOxfM8m01LZFH8Szh91IlICSbh49Kn4YGV8Q6GCK0agxUs5MRdKHnoPPfKL8PDnr+Lvc982XY9LMueXT2NC3xF46/vPceubf9X9jQW10nOXju2GE6ey99dOOgdvL/7KEuObJvP89tUTz8Yjn/K1x0ZCgd8Vx5/JOGcvHHsybn/zUbRLTaqMsqoT+o9Et7xCFlwTtU9pnRnGLnTP64zj+3GMR3cbhDUHtlpifNaQiezf84ZNxiex5cjUIfrWY9HqI55s4Idf/5tx1P7tmzfw3Pcf6LKrLKiVcKPrdPlobm/n9D0Jm6p2WNrxOf1OYu/P7HMC5uzm6+LNguBz+53C3p/RZxLe3MDX0Bri5nLj9N6T4PP4MDxvGGbs/FRfjgzg97NuZQEr4dYzowemD72RVWD8ddXjaAqp5a8sqNVMMuUEstEjg5hG3OiW3hUHmg6a3tPUHX1I7hC4XV7WoTiuHJky1XvfgJjKg9TcwMmMo7Y5vIWts9XpUlCrHIeIJA+nNUr2dkdT2DqDnezhnc6ZjyxUOhq7yY/kjaOs/OPO0vM8HxC3Wz5rOD1PEiBSYEkvq8ypSqNJzA7W5cgexrfOn3n5tuXI8nOso0rHztiy9tyaWSky6NQUzSsVrtRu/N+0DLjT+gCpyaYvT1o/STcN3vRhlrretKGcPzU1Fd70IdL+zLY7GK60LEl3EJCaZqrrTu0Nd1o+0/Wk9QVoFtlE15VaDFdqF6brTusBV2onC918uNN6SpgUwZXa1eL8MjVY5ErvzXRT4UkfLOlmwps2xEI3RcLKIcbpw5ieKcaagZTTJPEZQ6+b2tKbzxwTNYfM1+txEd2FOY8ZtXcnyg32OyLFZs67mS5NosjE6xQkWmUfaAYvy9iODY6Y6HO4Lr23npUm+hyuSwNegY0uBXMcR/vt8oGRv8+xGT6Ir1Oe9cuymUOjayHPqKbZzEDS3+RrQL+xyjRxflh2vK5keFwqtUG8eOBhdnN0Mfa6e1vOmHpcvRQaGHs7piCD48bPzXymmdEvSfZGNmpvxwWHgTFd7yyHduxJEGPrwjNOGSXbcb5jO6bJOys7PnyMaaxIc4Qxc2YkXIw0GR2dZLupviz0Sh9houmCx+XDgGxOn0FZ20HZx5tul/4bnDORf3K5GaWPlQzNPVHBmGh3yGk1yzQRjUeSl4+rU7qfynhrSdtIJhVNQF4yP/+JxROQFchkmVmjIx6SMxi9MzkNzDmDT8LgTkQLF69Lxzakcz+cPZCf07juI3BSHz5JGiv0ewo6rziGU7t0zy7GVcfwYE0CB21+D3uFAj72TLrppGvZcyk9twC/OOVG5e/6Y3CxoOveyTfy/bg9eOrSewwxkI/qqUt/pVDG/P2iu9jvaTtG8tcLblPojB4850bGV0v6WqGgloKu6WdeiR49yJ9Ixa1nXYOsvM4IBfzsb9pXu9+L08acjOOHj2e6l5xyPgb0GYyg349Wr4e95Ocu7WtMr0G4eNxp7PNJg8firBETDHlMKVDtltcZt512Mfvct7AbbjvtEsPzIpzSk1PwwHk3sM9Zqel45OLbDHVpX6T/t8vuUjG++jcmGPPjfvLq3ygY/+ns2xi+Zhj/4YzpSAtwX+G+U69Dio/uRf35Mez8Hlx7yuXoQhRFqam4/pQrkZ5XgGCSn/2NXjJuZINnD5mEY3sMZZ9P7z0R/XJ6GOJG3w3K64NTenD6rLFFwzC+y0jD+46Oq1NqHqYNnMI+d88sxoUD+Huj7ab4knHd8AvY52RvMs7swSeBtEIBazg5gEhKEs4YfIHkl2bg7MEXIZTsV15aX4zk/N7nKucztefZ0hhujPHZPc9Q+KxTfQOkSky9LgtqU5OQkjkEnnTuH6dkDoWbeJeZP8j/rj0Ov7sQPjenPkrydIXXRRPtRsfggteVjYCHU58xTnnm35hJkuQ3Eo4pzJ80Fw+87u6Kn0fPd3NxSf4BH4+9Lj29WqxwCj/Zr+hj6Vd4Xb2VZ57H5plHtKNaus+OKB06sFWcFOYUxF5U4k3spnGu6YIVsExkvJNNg1U/HY8tcUR53UMMnGzisR0Mj1sOYMi4M+Bz02Cj513k3JT04FXJyclJ8rlHKdksVYg3sTvjp1J1ffAz3dibjPMm+twqOTndCD73cJaBiBWaofG5R6hBicsFn3swc9picaOb2u8+Jga33ixwjHWyyTmmc5GDRKbr7gKvq39c2R7x2LLj03BIWmLsHqzjseUYjzDF2Ovu5hDjHj8S4xGOMXah0MTRJx5bGjy8Du24q+56uFw08BYY3L40s9pFRyLuchH3a5GBzVNAUqjj/+RE4WSrsWUobik4U4NvThROurEDIB0/TQaoGPEghnRjrx0J8dgW6TCmc1CDV62kSefnjsFYz/3GJUXCTbVZj6uPYztOHONCRxgTT525HfeD1901ATvuG2PHxyiB1ZG3Y2cYswDzqNhxumOMuR13MSgdNrJjwphwS3eI8SgTjItjMPZYYFzAnxe68XiIyXicJY3H6rkMzT0BA7LGsSBWK8RjO6noEhb8ytIncxSG506Gz62/T9N8WTi+8ELkJPHMAwlleMcUnMUyt7GZ2rEFZ+t4bCkbc8vQm5CfrJ+cIG7KaX3OxwnFE5TvSOfO4beiS1qXuEzNGd1PY0GyelypTLdPFnfwZKFyZuLGvWbgFQrGAa8fb132GKb0n6gLTMihPmPAJLx16WPwe6WSQZcLT5/3AC4feTZ8Hr0NHddjJN6/6klkJ6v32f2n3ILbj78SyT49bhQsf3DVk+iWrTqz14+dhgdPux2ZAT1uPXK64K1L/4bhRQOV7y485iR8/ItHGW+tVijLN+OWx3DeSHVyYXyfYfjm7mfRt0B9tsk8ti9d9TvcebIaGPbt1A2L73sFo7oN0OkSj+3DU6fj8Wl3Kt/lpWdhyW9fxYn9eeZbFsqu3zr5Inww/c8Kxkn+AObd/xKmjdVzDVNQSwHtN//3Asuqyhh//MvHMf3kC3UcrSSnDDkWSx56Azlp6jjy9NW/wYMX3MwCcq1QsLz4wTfQq5NqL/ecdRWeu+63ut+T9C/qjvn3v4SxfVSu4GnHnoKP7vobimMxzi3AzLv/jqmjVYwpuJx50z/RM7dLHMb/vODXuPn4C5Xveud3xde3Podhxar/QELZ3P+bcgP+eOYtKsZpWZh92/OY0GtEHMY3jb8Ar17+oIqxN4BnT38Qk7sfq5v8kXlsn5nye5ZVlTH+6+Rf4/wBp8aVfY8pGoaXz3oEGRo7vGfc9bhhxDS2D61QsEy6RemqH3ti8SRc2Ps8FuRqpSA5H7cOnc4yr7KMyB+GawZcyUqItZIdyML1g67BEA2Pba/MnrhlyE3K5JUsqd5UXNznQkwsUiffvO40ZAcmwhvD50rBbqp3IFK96nbdrgCyA5Pgc8dOkLqR7OmFTP8Y3XicFZiAgFsd7+QtU5Y4KzBe51fw8bjIYDzO4c8AzdjLOWW7xz3H6LnNnt+a5xjFAuSvxj7HyB+gZwL5uYquuxOLNeL9MeKxHarjsSW/mvxrNUEgC/HYUgWPyldOfg73K2KfecRj25P5+x1dXKK8mKSDC++0SW3A6d+AZY06bz3eJJW2kYOearpWh+sSdUlQcuazbHSp62cbC1rYzI9lBzvqzNkCsPIA2q55Vou2yXh2aXaR6Zqv96JjFaRyRzcrVTCffaEuogKV+IoCcw61zn28LnURrQPEKFyuVLhd5hkJTplCHd7CbP9yyYQ5bqQb6qAYZ9rYG5X3yLylZJv+I2bHXJe275NKN81xU7vLqmWb5rrtUsMaenimWK5l440O5OZMKZbXgzeIkBsjkK55RpLT3rTpylKPDMaJ2PHRw5hKfKnUP3E7zrbB7Wc7Phw7TgzjVmmscB/hsUIdj2mi1WUxHkeEMKraDyAqhJHuz0Wm3zwDTuXIVW0HGJ9tijcT2YHO5rbZ3ARXOnewqqq2Ii+3r6ltEsbU9bSmvQYpvhT0yewNr9t8jC1tKUN5SwXL4PbN6qNkaoykqnof8vN5FUVLXSVSs8wz8UTXs04qSx5ZPJitizST+rZGrNi/gZWDDuncVxekxgpxlC7ft47x2fbJ7Y7+BTQxZiyhxnr4M/mkycYdqzCk9yhTjKmcddGOdayJUVFWPib25aWxZhgv312CPdWlyEnNwOQBo+MCR61s3L4eQ/vzgKqlpgqpOeZ2Qfy3xH3r93hZoJudGjuJpgo1h1q6fT07p/H9hrOSXzOpaarHwq1rGJ/tMT0HoncnNSiKFaL2WbBpJes8PKi4F4Z2UyeTYoW6JC/YvBL1Lc3oVVCMMb0HW2O8dS3HODsfE/uPtMSYOiQTXQ9hMKHXSEuMN+3cgMF9KZAAWmqrkJptjjHx364/tJ1tj7ablWJeLVPZUoONldtZ4nFYwQDkpZhXcjXUlCMzjwdqpWW7UNTZPBtI1D6ryzYxPtte2V3RO1s/WaKVSFMDvBl8cmx/2RZ07dTfFGMq4Sb6LSpLpnXyFMQaZZ5ljGn5Qm17LVJ8qeib2duySVq4qRS+DB6QiU31rCLQ9JiFZkSEemnSNg9ui+d/lHGXczofn5vWLDvxj0VpPDZfq8s7Dtcn4B/Xsd/widh0h/4xTRBnOvQrfJIvfWT8io4kHXyNrdapbZDWgvGAAGKWoSPDndoaCCKtBYuwBdVUew4x20CXWnRXsNberPuY6Ge19bT2LdYAyKAEVDMiZFoj6BJ9cLta4WHZBK+B8dUhwnSb4RI9EF358LCyt/gbUm7/7XLxdWNsJkI0dqbIiWK6kpPP1jWI2gZI+u0SHxdrAw4Bblo36e7CskrxusRtWyrxM0bhElPhdRfzUt043CJszRi1DBcRhkukMtAithY39ib7z2JcAA/LDsZjTMTYUeEgc0BdohuiK1e6HskOMc4ywTgsrQ1uka5ckqRrtN2IZMdNDuxY0Ng8D7poEKO1i8a61KGwQQm62FpPka93jMWNUaEwXQpCKduawdbUGl0PCvr4+VGwSvPN6RBFGni9hgEX15XXP6bZ2rEarKZYYBxjx8hkM5TO7DgNXneRMzsGlfoVwS3mG2Kss2P4JZsvMMSN1rhEhdKjYMcN7P5Q7ThP0o23N+LgI35UUZR4ml3ZzOaNHshHz47Jdhs1duyXbPM/b8d0zC4Xt2PWGdLEjn88xjTGxpd3c67lUs14bG3HQClyA6QbhQshCCLdf/HPsYgQQmnLFpS3bmeBbbI3E2FhMAqSe8bhFhUjqGzdznLjJAeaViOcLKBTClUexdqmgMq2PagJbkJbtAERMQllLUEUpg6A1+2Pw3hb/XYsKf0BpS3lLKAdmT8c4zofi3R/vL0RVcgP++fjMunz94cWYVzSZOQkxTv6ZS3lWFy+FNubdrKAoLmiBhPc49GZlubEyMH6cry39gvGaUtURKOKB+HKY87VZVVlqWmpwwfrvsLXWxeyAHdAQS9cPupsHN/jmDiMm4MtmLXua1whfX528Tu4INKKU/qNj3Peg5EQ4+AluqKK5hpWBl0drMI5gyYrGWbleghRzFyzAC8v/BQ7Kw+wTODVx52Ja48/WylD1mI8d9MyvD73fXwgfffcgo9w3WmXIj89Hrcfdm3Acws+ZrRCAa8P5w6fhFtOvBDdc2OzWkDJgZ2Mg3bepuWspPSUocfitlMvwSAqvY2RvVWleP6bD/H5GqKSiWB83+GsBPnYPrz0VisVDTV4ed5MfLz8WzS1t2J497649dSLWYY3FuOG1ia88f1nbB1vTXMD+nbuxrLD540+MQ7j9lAQ7y79Gq9/NwuH6qrQJacAN5x4Hi4bf7qSYdZi/On67/Hqkk+xu/oQy9ZeMfYMXH3smYYYz9u+Au9+9yFel757bemnuPyEaezaxMqKfSV4dclMFjRTYHvm4Am4ftx5LEMfK7vq9uPjLbOxqoz4bV2s7JjKintmxU8KlDZVYNamLyDniN9cPxNTPVMxOD9+UqCmrR6ztn2LeXuWsgmafrk9cMGAKRhTODQOY+KzXVW+HHyBAjB33zyM9YZZBjY2YCVKr9WVa7GifCXrakxLCI7tPBaj8kfETW7RutwN1SX4oXw5atpqkOpLxeiCYzC20zHKkgUtxiGhEm3hbUptTGtkN5LFQSxLGyvhaA1aI3sQFmtZ7UzAU4hkT0+2DjdWIkID1xX4Gmy/uwDJ3l7wutNNxmPyK3j3dfKPqSJRm1XV+xWkW6XxK8g/NoorIsxP4Hzykn9M47yYZxyvKH5FCC4xoPGPjXzpavYMkf0KWivL1/jG+xUCaiVfukXyKzpJPkjHbhz1P5Gx5Q4wkdcbNcjIgIsZgEsxvghbvB3fSpsccipVlI2FjC8srDNckE3ro3i5nk8xqLCwCSKMWs0H4GdlZ9zpIbiJWFnAIYMGNV5evqYpqxPFWpPt0uOFnCl14BVFchCNm5BwHFQHSRDrEBY2xDR64sdD5Qh8fZ+s28ywMKK7cKMQXrc6o8ebTa01bN5CN7nPPexHYFxi0oSIMKbZ8SQNxtsl4mx7jCPCfkTFXQa6NPtHTQ1yDwtjyuqI7DqLxuvxdNslOz5g0ngr1o7Dkm7EpDy0SINxVLo/jNrHB6SST48miCLMjCg3vFIpqU+jSw0WjBrk8HJibaXA0bPjWoSFjQnY8VpD3BKz4xzWtO2nZ8f7JAJ4IzvmTeZkiQrliIhbDHRpPc5AeNydHdoxPYxzjpIdF2t0E7XjQ5pJkR9jx6QbOIIY8/exGFvbcS9lnZa5HXNdKp+j0jgZt/ZIE1ZXfYr2aFOcbm5SdwzLPR1uCTeiCFpb9RlaGg5icv9fse8WbPsnhJQA0n35GJV/LrzugJIB3lDzNWra98dhkeRJxzH55yHJm65g/NHOmcyppfy23ESK7nwqe7xt2HQUparB1Df75+OrfbOR1BbBX6c8wb777ZxfQkhNxo2DrkO/bNV5X1mxGu9t/5BtS94u7YOu6uX9L1GaUpEs2bMav/j4DyxTKzf1oRJncrp/feINuHmcWtq7uWIXrnnvXjQFm1nzHq3uZSPPxkOn3aFgTBy1V75zD+qqy7DuQU6QM/Lhk9Hic2Ny72PxzAV/YCWoJA3tTbjmvfuwuYKCcJo8oUyQi+2DypypfFoOpig7ef7z9+LrkqWs9JeaPcmryHvkFWLhb15ClxweINF2pv/7r3hl0adIjwKNRNdDCzquPQb+zCws+PULGNZFxe3PX76OBz59kZWzyg2naB90nJ/f8Q+cPHCsovvWws9x/Ut/ZMcp69LvCOO3fvEwrphwpqI7d8MPmPqPu1lAKzenkvfx2GV34t5zrlV01+7dipP/PB0NrS1K8yZZ95ZTLmKlxzLG+6pKMenhG3GgtkLpWC1jcs6oSZjxy8fhkzKsdc2NbLtr921TsJWpbKjMmcqnM6WsKWE87dX7MHfLcrZGlexCwTi3EN/e+bxSNi4IAn4543G8vfJLpEdE7HuCqH2Abr88nmXqP5v+JAYVqmWcf5/3Fv4y5zU9xi43C3Dfu+5RTOqjloJ/sWMB/rz4BXa8qm2SHQMPTrwdU3rLoSaw7NA6/Obbx+BrD2H+L3hzqJNfvAAtfjduH30lrhyqrg/fWr0bd8x5GC3hVo0d8/OcNuB0VqosY0yZ1Gc3vIiW+ko8NuUp5b4LJvswOGcQrht4lTKB0BpuxXMbX2IVGDKlmPxvt7SubJmCHLBGhAhe3fwmttVtj6Mfy03Kwe3DbmFBsWzHTeG1nH+2JYiC/EvZ95VV78GVmoHswAR43Wpg2RLeipbIVoMx1o0s/zj4PWpVAXHZ0rbjdYEMHwXYajk6BbN8PBYNxmOqSlEz3lS5w/1jo/G4WLcWloJl7lcYxSB5bImg6leE2ThPgWe8LpU5D1cCVno+0vHSJHi8JEsxSEDjV1ATWyMfyyeVRDvrkv9TlQ69xlZ1YMy6PjbqHJYIc0iM+aHIKRVEtcU5OZRmXcYocxIW1A7E1BXN2GknCXJHVhpUKAPEg1q+Jb2Qg7xeykzIDqXZdnkQwrMjPGg3Cwa4Nj0QgpobJtaJUo+HugRHWUZbdsQ3mHI4CijT4UYBvjnGdZJT6AzjiLAtBmOzjqshflPrMC51hDE5lDyoNdKVghCWHUkU46hpMMB1a3gJiM6OBUd2LKLMokNsqw4n7rSbcaJREFKhOybjoBYSDxvZm2h4THqhMptDii6d53/LjoU4O44kYMfGnXVFmunUdNImO3Vux3tt7Fg7VpTZ2PGGGDvebWHHGxU7piwiD7iMdGmc3MJ0nNlx9U/Ujo2CWnZ20uSNLA02dnxQcz2OBMaiAcYhGzvezfbNdQWpo30sbtIxgjK+Zcr12FgzB8G4Tsdct6Z9H/Y08gCIZGvd92gKG9+n9D39XZbdjSuloDYeC+qsTPuVhQJaevHjU8+RrIUyRC+XvKZ0mt1at40FtUa6FBy8tvlNtEhct5SppaCW/qbVpff03bvbPkBFK7eL2tZ63DLjIYQo4NJ0qpU5dv/+3Wss8CWhTO5NH93PsrByMKDVpYzvRxtmKxjf+cmfWCm0FgX5d9/tXoHnlrytfP+H2U9jWyW3IdWu+L8U7D4492lF98HPXsacTT8otDMy0nRuFOBd9OLvFN2Xvp/Jglquq/pDtO2Gtmac9fTdCEe4zcwu+YEFtSTaLsq0D8omT33uN6htaVAytRTUUlCo1WWTA4KAa178A7Ye4mNhVWMdzv/nPaxDtLbjsvy7+957Gt9uXK5w1J75tzvQ2KYGtVrdF779iGVbZZwufPI3rNOxNg8j7+OLtYvw8MxXlO9vfvURbDiwU4etvI81e7fi9jdVFtY/fvUKvt26Qrq+MRjXVeCKNx9QdN9c/hkLarX7VjFuwiVv3IdIlGP8zZYfWFAbh7HIMb7izd8xblySnbX7WFBL+9TbJmXgBPxx0bPY18B9xtq2Btw373G2TS1u8u+eXfU2VpVuVOz4V9/+BS3hthg75rofb53NAmoZ49c3/wsNQX0HfDkI3Vy7BXMPzFO+/2DHx2xJgVZH/vdA80HM2MVtkeSrfXOwvY53fY7tjFzXXo+3tqj3R1t0Dw9qlSuhPZYw6oM/KM+8YLRcCmpjdel9FA2hZRCk8ZgytTyoNdIV0RhezcqZORb8ORw/xsvj8S6WGHI2HlMWt1zBmG/XzD+u1nVYphjDKKjlusSrTEk6LuSPGAe1JO2SP8NFoMyyqY8V1vnHHVU6dGDLnXBrsnhyQpnDJZKjY0f+TgNnlBk2p4Cw2i45dO3MAKjUzFqXl8TRcURF+aY1kzArk+S/syPYppuHP4Cs6Yag2x6VVppPBnCJCvw4qWzb3KHkEhH389IGkcoEaWA0LwJgZRIM46Atxvx6OMFYlDBuTABjXooSEayvHR0FlYE4x1jWscaB63JnlUom7e24TrLjdhsqExJajyFIwaJVC3i+b5Y5YwOZ3fmRHdD1EDXHbiZRZd/O7LgxYYz5dbEegCMCZQRJq9qBHR+Q7FgujTUXKjtK3I6jDuy4KQE7DmnsmJ+nEzumY7fjslOPs8GBHdf9ROw44tiOWVm8VOZtb8fNSmWHNW5ajO3GFZeik5Adi9U2FBC0PT4eN4Yr2cuKy/ZAcwkrP6ZgtLIthjqDsjutIbhbg3C3tqOqZjOCjZWINjegtHKV9L36onVoXKR9h3h2bcHBhab7Zx0sQo3YWMMdL9I16ohM3Jq+tiBcLa1YtWcR0NKCH3bOR6AtDH9bSHmpx8AzwotLeWD48YY5CEVDplhQFuuNlTz79c32JahqpkkM42tC2319+cfs3NaXbsXG8u1xukT9Q6+kYAQfL52JYEMdKsr2YuHG+fAHOTUQvbTHS4HKV1u+R2VzDVqD7Xj+u491AYlWKLBZtqcEq/ZuZsfx97nvWKw1FXCwrhKfrefX4R9z34nrnqweg4i2UDveWPIF+/zs3A9MOwbLWDz3zYfs/WvffYr2MN1bxsdMmcsnvuZBzIwV81BeX2NKOUTb/fuX/2LbWrZjA1bv2RJHZSQL6Tw7931WfnygphwzVs6Lo+TRYvHe0tkor69ma3pfWjzTFuO1B7bxfXz/vmlnX7r+h+or8fXmJezz84s+NOWbpf21Uqn0qq/Z54+2fG2DMfDxFj5R9Nn2eSxgtbLj9zbxa7dg7zIWCJtRGdG5vFPyGTu3vU37cKil1JSSi/a3qHQJy77Wtdex+9VKd03lOjSGmhCMhtjyAyv6Ltr3wWY+Ed4a4RMSxkITWJTx5EEZ17Xo/YGoEiRTKbPdM6+N6XAf1fl4XGma9JElKvkVLAaQniXmugelZ167RTKAC/kdLBHA/Ao5WWYkfN/MP6dsrWjnK5BPY0fb99OWDr3GVjSdldcKOUW0rtYJYTnN9NI6QGoAY1+hTWuteAllxJGux5Xm4JippKoBHlCZmv350fZ4F1InWHAd4rG13y4PxEWma8fp2S452fbbpWvBg9BQAhinOMS4Hh5XikOM6+FBJ0eBFJ+d6+4QYykL40iXN0ay423lQoMnPayd6IpSEGePmXr9qIzLySwd7d9vO5jzo2iTOvq2ObTjHNvJp8TtmOs4s+M2adLDqR1TJto6WJaFgmW+HCGagB23HWE7Jp3urCzcNliVZ6Qd2dvh2LGT+4PsMeTI1tTjOBp23CrxBNoH+SrG9pM5yrrbBOyYNSexsWN+HSi7YVTCrpeoGEJLuBZtEeOJuEkjfxvzzd38e4Nt1Y/phdUzfiVRbrhQFyyDG6mobrd20KhMlBrQUKfV3Q17DB3mP019XvPpSfZ/IirhZCWq7B5ajGeevYwdA21nWz3PFFGzKLMARg5MSIdk5f4NuvJRIzdxd+0B1Lc3YeWBjUqZq1Zi+WzxuxxQ0bCcM5JldfcsxpOr5YVde2gLsv3ZbM2pldB+F25fi245nbGrynoihTpBf799DevKvGjHWksOW8Lp+21rcM9pV7AMqxkOJPS3b0t4Fva7zassMSbd77esYe8XblkDr8erZDiNMN5auhf1LU1YuHWtUnZsJvWtzdhSugfby/aZBtay0HZ+2LEBxfmd0By0HrMo4Fy4cy3jH95bq630iBeymSW71+GcoSdg6Z71phMj8hmS7m2TLsHK0o2WuvQ3OQu7ppyWvFnb8Zpy3kRtXcUWpXze+AhE7G04hOZQK3Y17IkrE44Vqq6oaK1kLys9Err39jXuQ7o/HSHBeiKO9kv3f2FqLgSWgLLWDkVrGJVPWKDgy/o4QtFqpHj7IMTW1Frp0rreqsMYjxscjMfk01CG3ZrXXK0oalWqoOyOgvV5YM8xwWEM4ncwoUxLJOoBlzVt3k9ZOnjG9mf5WX6Wn+Vn+Vl+liMlQrKfBamJStbK3XBT1vQICXFoUqCaiPTaeIhld/8b0uZzs0A1ETlmXz2Swx277O9n+Vl+lp/lpyQdOmNL3E/2mQo6RWplneZgToOahVDrbb+D7A7npOSz/l7b7BjXpc6cdhlFWnAuN8ehTKX1zI3Kh0n/2jkVKQrnVZSVtFltl7cUZ5yNtmV11CTAL23XRpVhQLyfkaOAcZbUHMYJxtwBYZ2Ebcou3ArvpROM+aJ7fgx2s268oRjZnL0dUyaKGjeYt5tXhXClRgHmdAXx188jzXPZ3SXJkh5t29qBpPNSf9Pq0I4Jv/oE7Nj62smcoy6yDctyHfk4fQnYcSrrqu5EeCdFX4J2THbRloAdW5eHyxzS1OxJZOVW5icpc73yYzgadmxOY6M5Ys2970Rk2zzSdsyPlXVgZucnOsA4Wyq3NtN1KRhze6t1ZMd0vdUeDWa63I6zAkRjY23INIOf6suB35OijscuF8u8xgepLozvfDlrILWk7N+IimGlXDk+sysiO1DEup/mJeVZZm0pS9k7kwfSRBeys34Xz9q6XCz7qg1U6Yl0Ro8pOKF4ImbunIWVFauYLunos7q8iVT/LN4waWy3YVi8xzyjSCWcpEMyptswvLuWl3MaCR1Dz5wuyEpKx5iuQ9VsrcvFsq+xgWqaPwXzb/kX6lsbcPqrN0AQealyXFZXysKOLB7I+HzTk1Iss7a030n9RrKOx30KumBXldrXIFaomdMJ/XgjrYl9R2LBtlWmGVDKUp7Qn+tS9+N9C8pMs7aUpaQOxiQnDhqNbzbSukbzUuQTBvLtTho4Ci/O+9gS4wHFPZCVmo5JA0ZaZmtJiEJnYFFPxtErN+UyEzqO4/oOQ0ZKGtICKWgOWmEsYlKfkchPy0aPnCLsq6XutOaly8dLvLXjew7H4l1rLTKxLkV3TNFQttbVTJdsc3QR7yg9qvNgluG1KkUe1XkQez+i00B8su0bS4y7ZxYx++yd2dM2C0uN3jqlFDBaL7vsLt17xHXt91BDRL9l1pa2Q/e/mzGUpNhkbUX4PbkS12yubdbW7+E0TH53vlSWbD4ek446Htc5HI8zNX0wzHTJp/EwX9ber+D+K2sKZatLPaB5XOHkmedWfOkkm6ytyP2lDiwdPGObauv0yDQevJzVutOXG0Tj4WHtrommw3q71A2UOC3d8Li62OimKYGix2XOH8aFHOsCpYuwtZAjkqm70ay1+faoBTi/GczFI3V9c7MyZ2vn3evqxs6N8Xyx0lPztQxEgcIxDthizK+HE4xdEsYZDjGmIJwPYl639bWjo6D26s4xlnWsceC6cgfVNAd2zNvG84655rxrXDh3Ge+YZ86ZJ++b8Z2x9UB25xdQeFzVYzcTj7JvZ3ackTDG/LpYD2FeN6dKIKopezvuKtkxde8153Pk+y4+DDsmAnSrDBThmn6YdmzOExlrx/wY7AIe+b7IdGDH2T8RO/Y6tmPGHcjsONuBHXM6Gt4JU3SIcRfb0jcZ44TsmKjpmHNiccTSeJzhK2Avs3WBJF3ThjAanyRPGgqSqaOrpEulvCkBzSsJ+bmDEMgogCctE0UFo5W/RVP0x0P7Y/v2E9WVC5O7GBUuq7qZ/gwMzR3MPpOurhTZ5UIo2c9e4eQAxNQUjO45EUhNxXF9TmIdW9nfkwwowyBiQtFx7P20YVMYd67VGsnrxl7I3p/a73jkp+WYrpGk7V5/7DR2bsOLBmBo536qrsuFNr9HebUHvJg2/gIEMrPRqbAHJg09CaGAj/3NKKg9a+AJKEjLRUogCbeeOM107SUFZ+N6DsHoHoPYcdxz6hWmwRyV8VJn36kj+HWgEmOroDbZn4Trjj+bfb79tEssy4sJi9tOvZi9JzqdJB/dWy7TwO9XZ17J3l849mR0zso1XetL273nzKvYtsb1Hca4cOmcjYR06DiT/AF0ze2MC8ecbMqPSvu7dPwUdM7KQ4o/CdMnnG+L8ciuvFv+7SdcahlQFmcV4IxBx7PPt0682DRQpf2l+AO4fPQZ7PNFA8+wwRiM9ofk3H4ns87VVnZ82WB+7Sb3GIec5ExzXlmIuGLIuezceqR3R3Eq0dMZ69L+JhYdz2h8sgNZ7H610h1VMIKVIROt1/FFx5keL22jZ3p3dEnjHfCpbNg6kKMOv7ybPNe1mJyFB0ke/gxN8dLEmV3g3kvxUZ2PxwW2CQSP5FewGEB6lpjrdpGeeUksxrASTiXod+hXZEo8vC7m51gL+TTmPOAdQTp0YMuNpdgiSCPnVKUG8bp6mTq35FC6mUFLukSZYOJMcQqPAcpnj6u7hREGGGWMPNi7Ga+UbISxN7tXauHNLwsF4+bblWlSuCPJDJytyzXTJpoNfu4UyBA1Rfzl58dDNCkeiYqGE14PM715iSZFixu1KzfHOJtRVzjFmOhX9Bib3Wx+iX7FKcYq5RDRc1D7dmNdTvcj83olhjFl9OgYjAd0TveTGmPHbkd27GIsk2aDaYoOJxcLuswCOqJJUfn0+O9SLWYSyd5chscUX/mgUrXQeR45O+6ckB274+zYm4AdGwdeFNTTtmVhNEGO7biHhR3HjhXEV1eUgB33srDjoYodUyt/opuJ1+Xv6W9yu397O877kXbsPUp2nGJpx6pk2thxF831OFoY+23suJdCI8TteLgBbtIxoojZDdd1YWjuFAQ8aYa6RPfTM2OM8u2A7BOQ7ssz1KXv6e+y9MoYg9ykboZY0P5ov7Ic1/lY9uLHp56jTPdz85AblEBkQHZ/nNn9dENdCjRuGHQtywKTFKZ2xmX9LmZ/0+rSe/ruiv6XoFMKt4uclCy8cOFD8Hu8uoCV1iCSEN3P8T14NpECh1cu+jPSAqm6oEfWJbqfi4adrmD89Pm/Z1y0tE9ZWw4mTuw1Frcdz4M5kj+dfhf6F+jLvN3SjwZ16oOHTrtT+f6P596MKYN5YC4HgHz1sgtdczrho1/8VdGdfsIFuGnieey9NgCk489KTseXdz7B1rSSnD7kODxy3i/idGkfAa8fn932d+Sk8ntiSNc+eH36g+x8tLr0nvSJ7mdAMR8L8zOy8cmv/sE4cbUBq/w7ovs5WcruEuXNV/c+g4zkNF3gJesS3c/1J05VMCY6n+IcPlGiPV6Ss0dOxB8uuEn5/uUbH8CwrjxAkq+fvI9RPQbguWvV6oIHz7wJpwzg1EayXSgYZ3fCO9c+ouhee+y5uGosDxq1gTPtIzM5HR9c95iC8akDj8P/TbkhHmMXx/ida/+K7BQ+edonpzvun3AL247eNt3suB+adAe6Z3J/hgLVx07+DVszrcVN/h3R/cjZXbLjJ069H6m+5Bg75rpE93N238kKxtcPuhqZAf2ErmzRg3IG4rSuJyvfX9J3msITLevI/3ZN64ILe3NbJDmz+xSFois2wM1OysbVA9X7g/hn5WA0dlxxsSqU45RnXsDTGaneASZjrAeZ/nFwS+Ox152JdN9IE12aiDsGXneaZjweYjDGy+Nxb6WKz348Jh5y7s/wLPMQC/84j/m5slCMwbO9RroZzH+WhfwR80naJMmf4eJ2FTNuW2Px6WKQjiodnseWhLqCUfdO3slUkBwdmrVPMSY8Ro1EAxJhpYQ0C25MpEzt1islwuMgK1Gm2RyapZE5E1VdWshdjahQKjUbocxrJzYbb0SOTN04I4wcuZnNLNE2eTYzfjaed0ir05QPUHaSshkGs9SMR5LK5Vo1DiLpBgy3y0mliapAgBsyAXWmCQG1TCodZTccJ6DmGXG9boS1OKfuy4yAGskSbnkmpNKJYnxIakx05DCm5j5R4SAENHJHyZUn6Sb/SIypgyE1DaDmZXSrJUm6RtulEtVGh3YsaGye7J8Cwkwpc2WkK3esDkvOPemmG1wPOkbexZuXXVNgQw+7DMPrwWlZSDeoZBwpUIi9Hly/TcKN7JiOMfUo2XEmJzw3tWOiRKmU7NiaSD3Ojt1FUgbWaKyQidTJjiUidVM7rpLGCtmOO7NKih9vxw3s/uBNJdyWdkx0M7y7My+DpdJYmjE24rDjdkzXo8WhHZNtNjkaj1Wbd2rHZG+Ro2DH9ZIduy3t2BhjmshJMsGYOl3WOcD46NhxRAihrGUrylq3ISy0I8WbhaLUQShI7hmHG3VIrmjdidKWzQhGWxDwpDLdTil9WGY39npUtu1BeeVqDO/JOWAPlv+Azvmj4HX74zCmRk5LSpeitLUcAbcfI/NH4LjOY5Hmj89i7G3ch8WlS1nHVK/LiyG5gzG+cBxykuKdN6L9WbZrAc4ffjn7/Mn6d3Fc75MUx1srB+vL8d66LzF/xw+sPHdkl0G4ctQ5GF4kT0KoUtNShw/Xf806FbeG29E/vyeuGHUOxvcYFYcxUQPN3DgXn5bMQ31bA7pnF+PSEWfhlH7j47KHRPfy9aqvcd5x3Pm/7pXbcc7Yc3D2oBPh9+pxo+6+M9cswMsLP8XOygPIS8vCNePPYi+Z71aL8Tebl+O1Oe/hg3s4bdDjH7+Aa0+7hJUrx8qyXRvx7IKP8MPujSwYnTriBPzihAvQPVflFJZl08FdeG7uh/i2ZBkb5U8dOg63nnoxBnWJX4u9t6qU0fV8vnoh6+A7vu9wllEd24ecer1UNNTglfmf4KNl37BGTsO798Wtp1yMk4eMjcO4sbUZb3z/Gf69+EvUNjeib2E3TD/pAkwdfWIcxtQhmbofE2UQdYSmiYAbJp+HS4+bgoAvHuNP13+P15bOYk24COMrxp6Bq8aeYYjx/O0r8e53H+K1X/yDfffMF6/gshOmsd/Fyop9JXht6SdYuW8TC+bPGjwR142bii7Z8ba5q24/Pt4yG6vKqFGUC8cWDcOFA09Hz6z4qrLSpkp8tvYz/OIEHtD/ZfbjmDpqKgbnq1zFstS01WPWtnmYt3cp2iNB9M3pjgsGTMGYQjUZoG0QtWrPYkzsdxr7/OqyZzG29yR2/8VmfsNCmHU/Xl6+gnU2Jy7acZ2Pxcj84Syzq8OYeK+rSxjtV01bDSu1H93pGIwpIP7YpDiMQ0Il2ho2Iyv3JPZdS91aJGfSZGD88z8crWVdj8NiLRuPA54iJHt6wOOOn9yMCI1cV2oU5XcXsEyt151u6K/w8biGZbdV/zjjR/sVqi9NfkWK5FfkGccrin8ckvwK2T828qWJMkj1K8incJv6FbWSX9Ei+RWyL21dEdQR5H8isFWdnlbVkTK4AbS6vO12RHKkUk3LZ7gBEO1ESMomZdnoUkvtNl4Wx4zafOZDEImiogVw0Rpg2q55GR/nR5Q7sJKDaF5KzB1LeW0elUCal0pwx1IOHgKWRp0YxtxZ5M6qTylhNddtU5xVWv/2M8b/XYx58BlW1vVa2THnleUBAbdNK13i1GtiJXvc5q1sk9rO806C5ORbYxHmHWNFQSq5MV/DySe36gAxyrKNbleazVhBFDURqTyIlwkfmbGCaH3aj8JYQRg3AjTjb4vx/092HB9YH74dJzIeHy07jki69nYsiFHUBQ8hLASR7MlQyoSNtyugPliGoNCKgDsFWQFydkzKGYlWqG4PMnN51YvQ1AB3mnkZf1OoGi2ROnhcPuQEiuFxm9tbVVs1DjYfZAE1rcFL9ZljUV9biqxcntVqqDmEzBxtVl4vxINLXWApiO+a1hV5yeZldy2hNizft44Ftn3zeqB/gVqpESuhSAjL9q9HY3szumZ1xrDCAeYUPE2N8GTwCYuVm3/AqP5jTMtnZVqhgw3lyExKx7Hdh7NsnJls3L4eQ/vz9ZstNVVIzTEvadxRth9r9m5hQdcJA49BTppZ9QJwqLYSS7evZ+c0vt9wFGWbd02taarH91uIGzTKyoh7dzIvf6Q1rt9tX4PWUBsGFfbCkCK5gipeguEQFmxeibqWJvQqKMbY3mqFS6xQwErdl8sbatixTuw/Em6z0meJVmhvdRlyUjMwefAYhomZbNyxHkP7OcN4V9UBrD+0nW1vQq+RbD2wmVS21GBj5XbWJHtYwQDkpZgvlWioKUdmHp+EOFS6C8WF5g3fWsNtWFVWwiZVemV3Re9s82UukaYGeDN4kL6/bAu6duKl2GbrvKmjcVOoCRn+DLZG3rT0WRSxr2k/attrkeJLRZ9MCijNn2PhplL4Mvg9LTbVw2Vhm8RBGxHqpQxqnpKpNZKo2IawwCdzaZ2ux2BCUj1mov5sYLRcfDxOPiLjsd6voL4+vEz4yPoVPknXyq+geKVV8ivIB7FeothRpEM3j1Kdl1qpcYoao4tiQFe2KAvxPnKeKm0DlwA86M4MVytRsQoRYYfqwLDN++F19YXHXRA3ix9hhMqtGl0vvKwcUi3L5Lotkm6jRpfWZ3XlJQUaXcbNyMiU9QvqRZHq9fN1Rst4NRmnpp7zURTTpDJZT8wNQLNWegoLUUyWcPMdNsbUKpxzcGnXmPgAkY5B75yI5LCzY9ZeDw8gkuOlvx7Uhj0ibPuRGHfj5aD/MYxJV9/m/aeMMc+qEvG6ttmDGxBpNjHLIKtaEdOIgBp3ZEul1lqMgwgLW1TeUHaKFNwWwuvuE4NbhF3nWH5YypSysl8dbgIiwk6pgYOEG/W/QTYv5dE8tDg37D6JHzaq0U2H1z0g7kFEWbmIuFvFjekmS7pZzsYKd194pDXz9nbci2Xo9Lpkx4RbkwM7tsK4r4Ed07VrdmDHgmas0OqmSLr/KTtuko5Da8fUZCPfwI5bpfMLO7Rjuv+11E0uQKTyX31FCs9cVzgcK8KICNsN7LhAsmNvjB3vgIAyAzseqMON2/FeyY6FGDtWS5xlOdhcgl2NRNuinh9lbQdkn8gaPGmlsnUXtjcsZtlaWShr2y9rgrQGV5W6YCm21n2H9sYK8IJGYEn52+jZeRK6pOmzc83hGmyunY+mMM+UkFBw2y19BHqmj9ZhXB+sx3vbP8J2iaqH63pYOfPUXmfrnGHKMH24Ywa2HFiNR6Xv/rrqcQzqNhoX9bmAlTrLQhycn+7+HMvKV+goUPpn9cOl/S5iGSetw/7s4rfx2oqP0RZWx7dhhf3x6Fm/Rp88tWSQ5J01n+HJhW+hoV19LvTK7YpHTr8bo7vqsZizdRH+/uUzkNv63PjR/cjM7YQHTrkVp/WfoNMlCqLfz34Se2rVBo5ZyRn41QnXsYywVkoO7cL1bz6MTTtKlHZvvX53Hm4/5zrcf+Z1uqCO+F6ve/EhzNu0QvmOAq+bT7oA/7jyV7qgrq65EdNfewQzVsxXGmVR8HLxuFPx4g3/h0xNoEaZ0l+9/U+8uuATlhGX5bRhx+H1mx9k5cQKxoKAR2a/jifmv8s4ZWUZ030QXrn8fgws7KmzecoCP/Dh86hrUTnGBxb3xCs3/h7HS4G8LB8v/xa//NffcahOvfe65nbC01ffi/PGyNYKhaZo+quPYHu5yhuem5aJv1xyO24++UI9xqW7cNM7f8bW3ZsUBuwBf5yGW8+8Bvedeo0O44P1Fbjjw0fx/c7VKsYeH64ddy4ePutWHcaNwWY8tvRlxj1Lo62M8Sk9x+Pe425Eml+9pyk4fWrFW5hbMgffSt9dMesejOg1mpU056eo/S/oer227iO8U/I5y9bKQpndBybcqssGE8aLy5Zi3tYv8JD03XMbXkR2Thdc3HcaemX20GGxrmoDPtn9GRpD6vWg9bfn956qrJmXhRrCfbhzBpuskiXVm4KzepyB4wp5ebosEaEBjaG1iATLle4V1e1zkRIYhhRvP91YERVa0Rheq2RgubhZxjbNR5Me6vUQxBCaQusQFLTNnlwIuIuR7h8Ot+45FpX8itjxOEfyK2LHY5ooOxAzHmdIvkKqvlpLJL9iT4xfkSLp6oP3qFCJiLhD9cfYoQRYGbKH9VvQ01KGhW3qRDXT9Ul+RVHcRDn3K5o1uh7Jr+huOQHcEaRjF1Kz60FlW0ad0chZIaJ61UGPspT+foOupEFExe08k6ToViMilMQ4OyQhRMRNiArk3HCh7EhYWGvQiTfCjJIbvHS8bLZojRpwqVthTjc5Qnrnk47XqEsclfqVKg0jeBB1KC7g4kKBDSd+VnXphjXq8EmBDRFKRw4LYyq540FUbOOEsHQMbTEBV+wkAwmddxlzZPUYrzsCGO/9kRgfTBBjI+6yRDE+8B/BmAe1hGNsB0N61BIZuNopkBGDM93Y7npyYFOpc/BDwmqDjrlUcFmKsLBJg7HArnNsMMCPoorbgOSU0m/ot7xLrB43Cu5CZAO6+38newDFcslS0Ej2ou3GGBEOIiJuj8ONSnzY8Wk46XhQazJWCJvYuKOcg9hgYcfbFeJ3vR03mdjxjgQwLtFhzO24+UfacatkmyqeFHgeHTtuko4j1o4jJnZ80KDbsZUdx147Om8qQauKGSsOWIwVZRqMoxZ2XMmfFzo7LtFPzihHUc+vq9SBmJ2xQOPd3jjcuB2v1uG2v2k9ttUv1AW1JK2Reqyt+gwNQQro1aB2Y+0cXVBLQp831sxBZdtu9WyD5ez3tB2t0H5of7RfdV8NWFX5CZrC+s7I1FV5T+NK7GhYonzXHG7BU+ufZ46wXjeKJWU/4K0tbysYUynkcxtewoZqfZdYek9O9wsbX2HBrIzxm1v+jaVly+J4PXfU78TT659jmVxZ/vztC3h2ydu6oJZkU/kOXPLvX2J/neocv77iY/xx7rO6oJZkb+1BXPP+vVhfukX5bvbWhbjj0z+xzJxWKpqqcccnD+Ob7SoWaw5uwrXv/xb76vRdsOvbGvGH2U/hX6s+Uc+hYj8mPHYj1uwnx1YVKu/9w6yX8JuPeWkySXVjHY5/6DqWUdVKKBLG8998iEuevk/BmALVU/7yC8xcuUDH1UvvP1r+DU79yy0siypjPO3J3+CleTN0QS3J/JIVbJ+1zeo48qsZT+Avs1/XBbXsvA9sxQlPTsfuavW8//nV27jtjUd1QS3JttJ9OOnP07FiJ42/XKis+aKn7tUFtSQHaypxwRO/xqxV3ynfLdm2Dqf+9VbsrFDHXZKa5gZMf+3PeGbO+yrGlQdw4pO/wPqD2/UYh9rw0Jev4HefPadi3FyP05+7FYt3r9NjHA3jlaUzceO7f1QxjgRx2+yHsGDfciWolTH+ds9S3DnnEYSj/P6n3/xuwd9Zt+PYTtUrSzfg5i8fQENQtcN/LHsdr637WBfUkmyp3sV0S5tUP/a7Qwsxc9csNlmklcq2Kjy/8SXsb1IxWlu1Hm9tfVsX1JLUBevx+ua3UFKzSfmOuKlfKHkF1W16m2+JtLJgd1HpEl3mtS64CJEYzlcq722JbEFLRN2uIAZRF1yIsBDbcV1AW3Q3GkIrdeNxfXAxggI9Q/RbDgqHUB9cqnvmmY/HtZJfoR2PtzPfPX48Jp+VdFU8yU/lgWqsX9HKngms0krWFSpYrBHvjwUREYj7uFo3WR4WaMyNZVEIIyJuY5P0qm6r5FfEPv+jUoCuH3s7onTowJYbl1VbbnrEVWtq1a1pEmgtFNcVdU6jkUTEncqNEBHIEKxIs3crN0JEIIfEnPCcbibVwa63oQYhPVm3yaaFNw1s8k3TbuLUap3F+gQwrtE4zNY0QrKjqGYzrXTJCRUdYrznP4RxrAOsFfqb/FBpO4IYC/8RjO23W6064ywjZ9VevkEJYvh9FTS9fjyAkAjP2RoVo4kDWbeZ6fD3crbPTIKae5rWy1jRVkURZXbDM8bWgzuNDzudjxXCjgTsmMaKiEM7pvWxbQljnLgdt9jYMbddfr3rHdpxNEE7rrLVVe24KgE7rrGxY14CxnXrbMYKwqlNY8fNCdixGW2VGGfH1nQ/lPndo6yt3dWwzOIYROxo+EHarsAytVayvX6xgvGOhqWWdB88Q8xx29OwEgIb44z1DzRvQFuEO7KLDi1GQ7BB3xlZc7wltZtZ6SMJre871FKqCwa0ugeaD2JNFQ8sdjbswqZaylDE69K+6oMNbE0vCQWS/149y7TrLAVizy99l31uam/BEwvfNNSlTrfUffhvC17lvxWiLGA2Evmo6O9yAPno/JfZe7OOuf/4/nWFquaPn7+KlmC7abfjJ755D3uquN08Nfs9lNbRZFz82EL7+nTVd1i0dQ37/M6Sr7Fm71Z27HFYCAJW7t6MD5fNZZ/nb1qBL9ct1gXAstC+DtRUsHW6JNsr9+OFRTMMLYK22xJsw6Nz3mKf61ua8MCHatCoP16BHdu97z0l/TaKu/71uKGufO3p75QtJvn1O0+w92YY/+79Z9AsUS498vVr7NqbdTt+av572FvDA6eXFn+EisYaQ9zoHvqiZCGW76W1tMDsXYuwo3afIW703ebqnfh2L79PV5RuwNKDlESJP146roqWaszYwq/HvoZDmLF1juGx0napPPmN9TPZZwpmv9o721CX9kX6n+/5UtpPFJ/u/gxW8smuz5TzmbXnC2kMN8b4iz1fIxjlY0VLmKrsCDNj3dbITpal5e+JFsz8mRcSypSS4/YoBZSNJroiImIdglF+f7ASYUvqPN4LQa6osqb7oczvPsXPo+e7uZAvsUut4BG5j+HMryBd8/E4Iu5SnnlR9nwwf+ZR8M2p6jqudOjAVg3UrITWptGjr8EBt2Gr1KiJtmt3YWmmv17St+NupIGBHC96hNIMmdWyZhdrWMN/ZZQlid1y41HRVTM0TjCmOn1B0yDJStolR7Hdls+TO/WtDjEWEsAYRxFjrhOfLf5vYCyvRbTDuE0Krq04U0mkhjzsOOyPWcaAGiVYi0vR4csEbI5Y0qGmTnZUNOp21cyUmVAmjU+AxZbGxgtfx9KmaZzldKxoOKJ2LJ+XPcaqrhPbPDw7Np+QOHw7Dju0Y75WmOu3J2DH9sesYuB8rHB2PZzbpt7mrY9AtmPKsAoWEyPsKofK0BZpRB2tqY3J1MZKMNqM+lApC0IbQuWG1484bd2tQaClBdXVJYg2N6CqZhNcre3se/lFa9ZUcaGslWfBllWssOXHXFnJM41UUmxEI0Kctv62EAJtYazes5gdy+o9S5DUFmHfyy/tMdA+aXskn2781pTqR3bsP988n62pnbNtESsNNRNy7lce2IhDDRWsrLii2Zx3m46mtLESqw+UsIzwutIthsGOLG3hIMvwtgbb8eGq+AyeVtxuF/697Gv2/rXvPrXkhaUuvm8u/FzRNaPDYdt1ufHad3wSgH5jRslDQufyygKeZX535WxLXTqX91bNYdngGSvmIRg255qmc6Hs8/7qMlZWXFZvPmFG13lfdRmWbF+HXRUHsGznRkuMKcD+ZOV8FtB+vHaeYaAqC5Uhv7eKB4f/WvGFBYctx/jdVfx6fL5jviUlF+H/+fb57P1XO7+3tE0K0D/bzguUv9650MaOBczetZBlg9dXb0AkppIhFredDbtZRnZn/W40hqzHzdpgHWsAR6XHlOm1uqeJ47akpgSCGGHZUzv/mIJUkrbIXge6vLy8LcKDSytpi3KdaFxW13zspgZQ1j4IjcflUmOnKttnnj6mMB9XuPBYhZI0VskALtyv4euA7Y/DyTPppywdeo0tn9lxIpQdCDvcJpXBBZ3pUrMRiyYuqrikbZLzZd+rS92/k/OTHb7IEdaNSrNsTnS5vrPtyvtP5NpFHWIccoixrMu3/9/EmOToYBxNAGPapisBXSEBXTgYoEWpcY/W9q20JV32G7trLWfbQtI5WnOL8gykw/ufymvFRMYKdwJjhXmGK17XCcYyXiTh/7IdCwnaZuQo2HE0ATuOJjxWJG7HdhJO2I5DUep2STZibUehaCtCgnVQK0swSh3/ze140kiVSkWWEw306sf0wuoZv2JN5Og/Ola5FNlKaLqHMrok1InV6Nz+NPX5mG/uxqUAe2ll99BiPPPsZewYSJrCPMNe2VLL15hZwEalto3BFlS11LIgxSqoJKluqWW6ToT277YI+rTrjmmbda2NCEet908BaFkDD/gqG62Pg86FMrokB2srLTlWKSg8WFOhNJeyw6GygQf21NDJTqhst6G9mQWqHo8bEZtzLK+vsQxqtUJ6VsGkLNTQi3RrWxptz40wLpUwrm6xnoinbZU3cgyqWmnpjhXGIipbZd0ay4CZpLad3x81bVZVYFzCQgTN4VYWqNLxWwX5JNQkKrb82Exom04601IPenYvs8l4+18IFPgx39TeryBd/hu7SXtVx9nzP5SArtavsBu7+Rjv2K9gDAzOnmOi4xhE6x93TOnQGVtqUe1MiOrB53Cb1Eks4EzXRQ1RnLTGFqVtUhBsP5iq+3dyfnJg7T3Cuh6Jl9Lp3Acdq1Nd0nO+XecY+x1iLOvy7f83MSY5OhiTrucoXA9vAsOGvE276+dSuWkd3HuyDv+N3bWWOIjZv/YDOqeQcXj/23T7jR8rAgmMFT6Hdixv0/4eUY/V91+2Y/dRtM1E7g+nduxJeKxI3I7txJewHfs9qbZBLYnfkwK/24y/Wi8BTwp7aUVI9rNANRHJWrkbbsqaStkgOlaSNJ95J1E5Y5spNXnK8mcowUkoyccC1USk18ZDLLsrS7q074LUHKXEz0yIRzQjkIr81BzbgIckLzWH6ToR2n9+mr0uZY5pm8SH6vNY2yYFLIWZvNlMQYb1tilQlzsed8kpsM3Ydsnl1DXUGMoqC8v2nck7UHfOzLW1TGq0lJmUhsKsPESj9s5756xcputESK8w216XMrSkS52S7c6NMC6SMM5Ljaf+0Qptq3MGx4KaPdllbAtSZF3q4ms9buUk8fsjN9m8o7IsPrcXab4UZPjTbYNaknR/Out+7ERom/SyE6qnzKR7mXUytveP3cROwHxTe7+CdPlvkh1sN1kzLjv1K5yM3Vq/wn48pvNy7FewbSai603QP+6Y0qEDW+IktBfiQ6Q5oUwHp5uiUHoQ5YS1yG23OZ+j/Q3GO2a60cm2dEEhdGbHbLfljKOiSxyOzjGWeSTTHNw0NCj5JXztnFCZosMJxu4EMMZRxDhT95v/LsbJDjEmyhRynO0Gf5dyPzk5ZhkD4kazFlHRIY42O5F1iKPN7kGhbteMkFzfrZa6ARMvqd1YwWl/qLt1poMHi3asyDyidiyflz3Gqq4T2zw8O04/Cnbsc2jHMvUPpwtybsf2x6xi4HyscHY9nNum3uatj0C244LkXtQ/21I301+IZG8GsgOFrPuxlQQ8acjyFyHZm4lMf2f1+rlcLPu6YNs/ldf3259GhDKDzc3YvO8zfLftCfb9wrVy72KtiChM6cfejes0xtLJp4wtcV+SHNt5rBq4u1ws+3rfnLt0r1W7FrJj2HlwvfLd72fdaoCEC+M6j2Xvzxt6imVWjDKl5ww6iXHOTuk/EYEY7tnYwG9M16EozuyEsd2GoVOaObUQnXVRRgGO6ToE3bIKMaKIOlybj0PJvgBO7Xc8UgJJuHj0qdZlwIKIq8adwd7fcOJ58JjQ3pBQoH7tpHMUXbuM7Q0nTmXv6TeW5dAuN26afD57f8WYMyzLeulcLhvNOWcvHHsyAj7zyTg6F6Iq6pZXiBMHjbakIaLr3COvEMf3G8EoiMb1GWqJcWogGeePOQkp/iRMG3myKSUTCa3VvXzM6ez91WPPtgxACafLR/PrcU7fk2wztuf043yuZ/Y5wdI2KQg+t98p7P0ZfSbZ2LEbp/eeBJ/Hh+F5w+C1oHoh3Iieh7oe98nqZRuw5gSy0SOjO/KT89AtvavlPe13+zEkdwjcLi/rUGznHyd5OHVUsreHA11Oa5Ts1XcxN5JkD9fxuAsd+xXcj7Quh3YzNgD+XLd75uljCrvgkscqbhexE9g9xzzMr6FO/MQu4dSv6KjSoQNb7sRYzUrR7cRn0LjDaj2j63Hx1uc0G0T0GFbidRFFCYfP6+5taSgeVy+FEsPrppvRfABxg8iX5RnxLBuHjvRk3XQbh46cb9lBIz2rmXGvEkg6w5g/rPkEgvUsKFFicF36XYGNrsq1aI9xz/8QxlZBDP1NHmCSjyDG7v8IxvbbpYFRzs7l2AwfxNfp19xXSabXj1EDSVgw4nGLQZqIz0mHv8+yOeaA5p5OVt4biwceZjek64XHZc6lyHKT7j7OxwpGteNKYKzwOrRjorjikxH83AKOME7cjq0CHs7By/bBrneWQzv2JGjH+ba6qh3nJ2DHuTZ2TI6GPDufbTNWEE7JGjtOS8COzQIeV5wd03U3Fze8bk6T4nX70TtznMUxuNA38zhpu25G6WMl9HcZ476Z4/XOqssFISWgvIjyx5ueDaSmokfRJCA1DUJKEqIp8c5a17RhLFgmmVg8gdHu0LSO0fEOyRnMOG1JRhWMQJfUYmZV8jGEkv3sFU4OoFN+L4zocRw7ht5FQ9G3eDj7nrK7esTcbJ8Tisazz92zi3HVMTxYMwoGKMi5dfzl7HN6UirunnStaZBBQde9k2/kv3V7GKWPkchI3n/KLUqg9duTbmbvzTKm95xwPdIC/Nn04Dk3siDMLGC9+9TL0DOf281dp1/Ggj+jQJj2dd7oEzFxwCj2+Yrjz8CoHgMMAzra15heg3DxuNPY55MGj8VZIyYYBoq0r255nXHbaRezz30LuuKWiXoqHe126bx+O+Ua9jkrNR2PXHyboS7ti47tb5fdJf3Wg6eu/o2hrmyvT179G4WWh6iN6L0Zxn+99A6kJXGMHzjjBnbtzQLWu066DN1zeMAzfcJF6JSRa4gb3UNnD5mEY3sMZZ9P7z0R/XJ6GOJG3w3K64NTyI4BjC0ahvFdRhoGinRcnVLzMG3gFPa5e2YxLhzA3xttN8WXjOuGX8A+Ey3WmT14UB53vCwx48Y5Pc9SJnbO72V8f8hyfu9zlfOZ2vNsaQw3xvjsnmcg4OHjQqpvgFSJaayb4u0Dj5tfjxRvb7gtnnl+dyF8bl6dQMGw15VhouuC15WNgIffH4xTnvk3ZkI2wHXJjyR/0lw88Lq7K34ePd/NhXyJ3sp4TDGGc7+ij6Vf4XX1Vp55HvZ8MH/mEe2oliaxI0qHDmwVJ4U5BbEXlUr/uilOCQnxSRJPU7xzQo5DPx2PLXFEed1DDBxA4rEdDI+bl9+QuF0Z8LlpsIklkCduSuKxVMnJyTHxuUcZZEKIm7I746dSdcn5o+M1IqYn3sQi1ZljAwfdbEZBAXFTdlECca5bKDmhsbhRFooM23tYGLtcNCiQwxY7oPukY1Czgi4XHVeRwfWg8y7UcVNyjEeYYux1d3OIcY8fiXGXw8AYPxLjriYYu38Ext44jHkGkmw11vl0SwGwGnxzonDSjR0A6fhzdAE1Deh+dj2yDWYzi+BzD9FgTATrI1jWKVZoppHZgByUuFzwuQdLjr4eN9oX26fu/u/DJkBibZMCabIXdbKDHhRd4HX1i8ONeGzZ8Wn45jyufJOxgvjmBut4bOl35nbcD1531wTsuG8MxscYVDYYY5y4HRtlK1Mk2/ToA8yjYsfp0nE4tWM6P18CdhwwnLDTBsl8rOhqMVYUajD2WNhxAX9e6Ox4iIkdZ/HrquFY5NzIPeJwIzvxMV0Vt27pw9E/axK8bv35EY/tyPxzkRlQZ+aJp3ZozpS4zC1laofmTmEZYOVsA53Z72k7WvG5k9j+aL/qvjIxuuB8ZPj0Ew7EY9srYyz6Zh6vfJfmS8Wdw29Fnyz9xBI508cXHodrBl6hYOxz+3DrsJsxLG+ozmmm9yPyh+GWoTcpnLf0m2sHXoXxhePYtrTSN6sP7hx+G1J96nlTgHn78Vci2acf34Z07ocPrnoS3bJVZ/b6sdPw4Gm3IytJfz/1yOmCty79G4YXDVS+mzJgIp457/dxmdvO6fl45vw/sAysLKO6DMablz7KAm2tEI/tw6ffhatHn6+eQ6duWHzfKxjVbYBONy2QjIenTsfj0+5UvsvLyMaSh95g2U2tEK/qradejA/ufEzBOMkfwLz7X8K0sSfrAi8KPimg/eb/XmBZVRnjj3/5OKaffKGOo5XklCHHsn3mpKnjyD8vvBsPnH49Uv16jI/pNhDf/fJF9MpTz/ues67Cc9f9Vvd7kv5F3TH//pcwto/KFTzt2FPw0V1/Q3G2/t7rkluAmXf/HVNHq6u+x/cbjm9+9zz6dFLHXYZRehZeuuF+3DFFXZlNwTgd14iu/fUY+5Px0Fk34a/nqsF3XloWZt/2PCb0GhFXXn3T+Avw6uUPqhh7A3j29Acxufux6iSNhsf2mSm/Z1lVGeO/Tv41zh8Qn6EfUzQML5/1CDIC6oTaPeOuxw0jprF9aIWCZdItSlf92BOLJ+HC3ufpuJ9JCpLzcevQ6SzzKgvdX9cMuJKVEGuFMrrXD7oGQzQ8tr0ye+KWITchL1lv86neVFzc50JMLFJt3utOQ3ZgIrwxfK4U7KZ6ByLVq27X7QogOzAJPnfsBCnx2PZCpn+MbjzOCkxAgGVj9VumLHFWYLzumcfH4yKD8ThH8iu04zFxynY3GY9JV8WTYgHyV+P9ihT2TCA/V9F1d2KxRrw/Rn7FUB2PrduVBZ97uEHVnQ9eV394WCZc1k2R/IrY5z/x2Pa0mdTvGOIS7RaTdBDhHS6pDTj9a732jS88b5IWUpNjk2pKSMx1ibokKDlBWTa61PWzjQUtbObHsoMddeZsASibzLZrng3gC+vlBeVUnmueyeF0IW0x5XxmurzzMBfCzX/EMOa6tH1eHmiFm9r5VC4p/Bnj/ybGvLNsWFMObj4byBsdyE1tUixtntGVEOeoyyXZvJVtBqlVDHvvZhlgKyzCRNoBiAKboHJpgtR43SgEom4Ro3C5UuF2mWfWeEf1OnZPycsUrG2T08M4GyuoYUb7YYwV2Tb3fyIY/2+PFYnbMb3cDuw4kfH4v2/HghhFXfAQwkIQyZ4MZPjVSo347RL9TRmCQisC7hRkBQpNsSCMG0OVaIs2wucmR7MYbgssmur2IT2HV0ZEG+vgSTfP8FNH1YPNB+FxeVmWNtVnjgXR9VAXVpKeGd2VdbhG0lJfhVQp6Kmu2oe8vG7muqE2LN+3Dm2RIPrkdkf/Ap4NN2t2tHzfesZn2zWrM4YVDjDFONrUCE8GP8ZVW37AqP5jTUtiCeP1pVtxsKEcmUnpOLb7cBYgmcnG7esxtD8PqFpqqpCaY14ZsaNsP9bs3cIC0RMHjkZ2mvnSA2oOtXT7enZOFBBalfzWNNVj4dY1rMnWMT0HsrJfMyHKou+2r2GcwQM798SQInPHmrokL9i8EvUtzehVUIwxvQebYyxEsWjrWtb8iY51Yv+RSqbWCOPlOzdiT1UpctMyWdAfG5xrZeOO9RjazxnGu6oOYP2h7Wx7E3qNRFaKeUUS8RtvrNzO+pkNKxiAvBTzSq6GmnJk5vFArbRsF4o6m2cDidpnddkmxmfbK7sremeb23ykqQHeDH5f7i/bgq6d+ptiTKXoRL9FTaVo7S0FsVZ2vK9pP2rba5HiS0XfzN6Wpd3hplL4MnhAJjbVwxUzqaE7ZqEZEaFemhjPg9vi2RRl/PC8gZrPTWuWkxyMx6I0Hpsv1+Idh+sPw6+gidh0h34FTRBnOvQrfJIPcmT8io4kHborst7hapCoFrgjBTHL0JHhzkANBJG6zEXYgmq2pk7MNtClFt0VrLU36z4m+lltPa19izUAMigB1YwIWUQbXKIPblcrPGwW32tgfHWIMN1muEQPRFc+PKy0MP6G5O2/6zQ0Fmns/IycUHKieKtw2QFNkXQDhjct16VOlOQEJkm6ySYOcIM0IWCHsaC5HtxZpRtMFNNMdJskXXJAycnPhCjKa/GOJMYF8LAMrBHGbRIW/8sYNygBgRXGjAqF6ZLzTlmqDIhihqHNMzomdn48IKABWhRp4I0fWgSxgV07cvJdohuiK1ey+XgsiB+OuOJEkT+ABFc20zV6WND9QbqsnT0EuMVMNkOpzaqquiFGncJ5RqNwiWnwuovYTGw8bhFGC0Wt76lbukukUr8iuMV8h2NFkbLeMRY3arkfFUqPuB3HY5wn6Sb/RO2YbLdRY8d+yTZ/unasHyvoGNtNxwpuxwchinUaO+4Ctyu+vJtzLZf+CDsuliZIjOy4DOk+0g3DBeJedBnacVSMoKJ1B0pbtjD6H8reFqUORKcUyhLH2qaAyrY9ONSyiVEAUba2MKU/ClMHsDLoWIxrgwdQ2rgaQxX+2o0oSjmGNa+KFQpSiVd2b9M+eF1eDM4dxDK2OUnxjn5ZSznT3V6/kwUE/bL6YkLheHROVbNRspBTvezQIpwpff5m/zyM95+M7hnxjn5TqBk/lC/Husb1CAohVIj7IPrC6J+llgDK0hxswYwNczFr07eob2tkWdZLR5yFU/qNj3PeiR7oq03zIedbn138Ns4JNeCcQZPZul3d9RCimLt9CT5Y9yWjAMpKzsR5Q07BBUNPU8qQtRjP3bQMr899Hx9I3z234CNcd9qlyKey8BhZtmcjXlw0E8v3lLCg6+yyrbh5wvlKOa1WSg7sZBy08zYtZxnxU4Yei9tOvQSDusQHU8Tl+tLimfiyZDELbI/rORS/mHghxvZQs22yVDTW4rWlszBj3XxGrTO0uA+mT7gAJ/dXs22yNLQ24Y3vP8Pbi79CTXMD+nbuxrLDVDodi3F7KIh3l36N17+bhUN1VawJFq0Xvmz86UqGWYvxzBXz8dK8GdhVeZBla6+eeDZbM5yenBqP8ZbleGve++BMxsRZOxNXTb7IFOMXFs7Air2bGMbnDJ3IMO6WE7+GcVPpLjy/aAa+276KYXxS/zGsXHtgYfxkSmlTBWZt+gK3SJ/fXD8TUz1TMTg/fllMTVs9Zm37FvP2LGUTNP1ye+CCAVMwpnBoHMbEZ7uqfDkmSp/n7puHsd4wy8DGBqxhIYzVlWuxonwl62pM5fy07n1U/gilUkLBWIxiQ3UJu59q2mpYdcTogmMwttMxSPImxWEcEirRFt6m1B+1RnYjWRzEsrSxEo7WoDWyB2GxltUnBTyFSPb0VEqWtRIRGriuwLt++90FSPb2gtedbjIek19BHPAi3GIGPG4auzNMxmPSrXI0HpOfQP6C6lcUwy3mGccril8RgksMaGIQt4EPUs2eC7JfQWtl+RrfeL9CQK3kS7dIfkUnyQfp2I2j/icyttw5I/J6o0YE1DWxk2IsZHwRkfjy4ltpkyNDpYqysZDxhYV1hvxQtD6Kl0T6FIMKC5sgwqjVfAB+VnbGHUCCm4iVBRwyaP3tlcoc1ZuMHHvj7dLQRw6rOvCKIjmIxvxTHAfVQRIZ95UxZxgrwXPlxmBM3GGCA4zD0vUIm5QuFmkwjkq6Rq3NA1I5okeDcQlE1JhgTCUfSRqMt0vE2f+rGB8woUH5MRjT8E2YGVFueKVSUp9Gt9KE25OXumrXaRBJOScnj70eNMNKDTzUNS1RoRwRcUuMLn/vddF6L9XxEsRahIWNMbhxXSqr4etUZd1mhIW1hri5UQivW52ZpmA5xHTjOVEpCKZjPvyx4ujYcSIYW9sxPQgzHNoxPYxzjpIdF2t0E7XjQ5qA/cfYMekGDmussLbjgfC4Ozu0Y3K8utvYMdel8jkqjdPb8RqTZ16uVKLO7ZiyuWurPkNTmDt9Wkn35WNU/rlKSTNlgDfUfI2a9v1x9pbkSccx+echyZuuYLy17nuUtm6GuzWEyf3vZt8v2PYE3GnpGJU3Fel+NeP1zf75+GrfbLb2lZpFyehS6eWNg65Dv2zVeV9ZsRrvbf+Q/V3Wpd/RVb28/yUYXcDXipJsq9uOVze9CU9rGx6d8iT77ndz7kZ7shdn9zgDJ3edrOgeai7F8xtfQluEJpX5ucnHM77zOEzrc76CMXHUXvnOPShtrFJ1JeqUyb2PxTMX/EHJsFI295r37sOeA9uw/kHOTTry4ZPQ4vOwMue3Ln2MrdslIZ7cW2f+EQt3r1S2J68ip2ZU717xD3TOyFcwnv7vv+KVRZ8iPQo0vrGSX7drj4E/MwsLfv0ChnVRcXt0zpt48MuXdVRFtEbT5/Xhk5sfx0n91TLltxZ+jutf+iNbhyrr0u/oXN/6xcO4YoI8TQB8s2U5pr1yH6ORkbly5X38+dxb8etTrlR01x3YhinP3onG9halI6+sS8HtUxfdo2C8r6oUkx6+EQdqK5SO1VQOTfs4Z9QkzPjl4+zYSeqaG3Hyn6dj7b5t7Jip+ZKMH60JpvLpTClrShng8/7xK8zesFTZnlzW3rOgCN///lWl6zM1h7r1/cfwxrLPkR4VUf38MvZ97i3HIpCZjbl3PKvLNv91zht46MtX4jCmAPeT6Y9jcj8V438t/xI3v/sX9ncdxqKI16/6Ay4dzdcxkyw7tA6/+fYx+NpDmP+Lmey7k1+8AC1+N24ffSWuHKquf91avRt3zHkYLeFWpQkY7YOaSk0bcDorVZYxpkmfZze8iJb6Sjw25Sn23W/n/BLBZB8G5wzCdQOvUiYQWsOteG7jSyhtKVMoxeR/u6V1ZcsA5IA1IkTw6uY32f0XSz+Wm5SD24fdwoJi2Y6bwms5/2xLEAX5vBS8suo9uFKpyd0EeN3qs6klvBUtka0GY6wbWf5x8HvUqgLisqVtx+sCGT4KsNUeHBTM8vFYNBiPe+uWvlF1FD3/jcfjYt1aWAqWuV9hNB7nsaVVql8RZuM8BZ7xulTmPFwJWOn5SMfLE2CxkizFIAGNX7GV8evGi08qiXbWJf+nKh16ja3qwJh112vUOSwR5vQZ80ORUyqIpaqusN2U9JgyJ2GBbiYuUZrJNXR2SILckZUGFcoA8aCWb0kv5CCvlzITskNptl0ehPDsCA/azRxVrk0PhKDGSTQnwianWxSbYzAWHGEsosyCJ7NV59Bzh9KMr4scZM6Pp2Jsxn0X4je1DuPSDoBxy4/AOHLEMea/M+ORjEhYiIbHpBcqszmkuR61UsDF9xKry69dSMlw8WAgVpe/j4hbmWOvDvyxwYCqGxX3SJUZckC5wRQ3AWW6+58mqoyCWr51Op89KjLCNsuxgv4uS1Tca2PH2rGizMaONyh2nAjGPPi0suPyBOy4+idqx0ZBrWrHqjTY2DFlW/m503najxVRh3a8henw7YZs7Hg3u75cl67legPcJJsBZXHLlOtB9mTGcUw4kT3KQsFnU9j4/Oh7+rssuxtXSkFt7PkB7dFmbKyZo3wubdnMglojLCJCCOurv2SBMj+GbSyo5eei4sEY1YUoXtv8JlokrlvK1FJQS3/T6tJ7+u7dbR+gopXbRXOoGa9tfotljrSOtfy7L/Z+zRxv2RF/edNraNcEtVrdpeXLsLxihYLxnZ/8CeVN1Xpd6b78bvcKPLfkbeX7P8x+Gtsq5ftU1uX/bq7YiQfnPq18/9Tif2PxnlW67ZEq7aessQp3fPonRfel72eyoJZE222YgpmGtmac9fTdCEe4zczZvIwFtfxcVV0KdiiYpsCUeFvlTC0FtbR/rS69pyDwmhf/gK2H+FhY1VSHi179LYKRsBLUavdx/2fPY942HnCHImFMfenXaNIEtVpdyoK+uewLBeMLn/wN49bV5mHkfXyxdhEenvmK8v3Nrz6CDQd2KuevxW/N3q24/c3H1Ovx8QuYu/EH3fZE6b/91eW4+On7FN1XlnzKglqtrryP+rYmTH3xHkSiHOOvNy1lQa0RxpSxv/BlDcalu1hQywOOGIxFAdf/+2Fsq+Bl9rVtDbhv3uPsb1rc5O7Hz656G6tKNyql8b/69i9oCdPSFDFO9+Ots/HFjgUKxq9v/hcagnqOWtmmN9duwdwD85TvP9jxMcpbKnQ68r8Hmg9ixi5uiyRf7ZuD7XU7dDqy1LXX460t6v3RFt3Dg1pJW38sYdQHf1CeecFouRTUxurS+ygaQssgSM88ytTyoNZIV0RjeDUrZ+ZY8Odw/DNPHo93QZAqcOzHY8rilseMx2YxCGVb+XUmoRjDKKjlusSrzMcrfkx7TIJaknbJn+EiUGbZ9Pkf1vnHHVU6dGDLnXAzx0h1QpnDJZKjY0f+TgNnlBm2wBwpq+2SQ0dE0QIrNbPW5SVxdBxRUb5pzSTMysv47+wItkXFKeOlcXba8vYaHZBEy7rNDjCukzBuNw0GVKG1AoIULBoHA6pQ/X/YAcaihHFjAhhXKfZhLYRTYwIY1yeAce1PCmP6nbXQgCyTo9vhFlX2HREoK2cldH25M07lPNat6F2SDqTfWA/A8r6phN08MJJ0xQO8RIdlM61J6HmZdFRaP1npYFwh3KIO7LgpATsOKXacCMaJ2XFDBxorIo7tmJUTS2Xe9nbcnPB4bPdM4HZ8MHE7FqtNA1XliMX9ar8Hhpv59eNl0lEWjFa27bLQFVHRtouVJ1O58sFm7jyb6TaGK9EY4tm1fc3rLHWDQguq2nhwtODgQsOOyFyTHMMIVlTwYI/Kj61oROhvi0t50LK8YiULWGMda+Kx9beFkNQWwZId3wItLdi0fyXaG2rgbQuyv9GL1thphY5TXvu6sXy7Ka0K6by9+jMWzJQ3VmHOtoWmuhSofLXle1Q217D1pu+u+cyUaocCdLbvsu1sH3+f+47FWlMBB+sq8dn6hezzUwveM+2eTPujfb+1nAeVz879wJLHljB+7psP2fs3l33OztOMuoYykE8veJ+9/2T9ApQ31phiQdt9Yv677NyW7diA1Xu2mFIJkc6zc99n5ccHasoxY+U8UyohwuK9pbNRXl+N1mAbnp/7oSnGtL8fdmzAmj1b2D6eXPCeqb0xjOsr8UXJYvaZztOsezLtrzXczrK0JM8t/MiSGoiu64uLZrD3n22fxwJWM4xpO+9t4tduwd5lLBA246elc3mn5DN2blTyf6ilVDdBpBXa36LSJeweqmuvw8aaTZa6ayrXoTHUhGA0hCWlP5geL22D9n2wmU+Et0b4hISx0AQWZTx5UMZ1LXomgMa1/Uopsx3FTRvToXurNIHxuNIikcMlKvkVLAaQniXW4zE989otJlG5kN/Bki3Mr5CTZUbC902ZZTZ5Itr5CuTTmE2+dwzp0GtsRdNZea2QU0Traq0NigvN9NL6KWpOYl+hTevZeOlZxJGux5Xm4JippKoBHlCZmv350fZ4F1InWLQmgJvs+MmNZayEbmx6kDjRFaUAw57UXjkONiA5wbgeHleKQ4zr4WE8oW0OMaZySye4tSSEMdc9WhjbY8aFAgwq43IyS0f799sO5vwo2vi6RgeBFJ8B7S6tRbS69yjwlNbdis4DNJHpxpboGp1b2NF26VrQbCqtp3UiFCzz5QjRBOy4zbEdO8OYdLonOFa0HSU7dnIMghTE2duaehxHw47p/k9PaKyQ19RaaSrrbhOwY9acxMaOxcOw44ZgpYNnnoiGYDmSvGmIina4uVAXLEOSJ4Otv7XWdLNmVZ1S+mB3wx5Th5kfgYid9bswucsJ2F6/w1KX/ratnmeKdjbsNnSu/zT1+ZhvbgP1FlV7OnPZPbSY8eSyRbxUGtlWhdZIK1Ye2KiUuZpJU7AFO6v3YV8dZdOtMabtrD20BZ3T81jjKiuh/a48sIFRvOyqsp5I8Xm8+H77Glx4zElYvGudLuMYfwwiFu1ci7tPuhzfblxuyU1Lf/u2ZDl7//2OtZbnR7oLd/Ks2aKd63UlurFC14qylJQJXbh1rVImbCb1rc3YUroH28v26bK6RkLboYCVGko1B+0x/n7LahTndsLuaqvggRoRedj5nTf8RCwijK2yXhLGvzzpMizYtsoW4wXb+WTOmnJa8mY1USVgTTmvjlhXsYV1AKdJEMNDgIi9DYfQHGrFroY9cWXCsULrbytaK9nLSk++9/Y17kO6Px0hwXoijvZLDagKU3MhsASUtXYoWsOofMICBV/WxxGKVjOKoBBbU2vtV3CdRMfjBgfjMfmElGG3Hge50ORbq1IFZXcUrJcGe44JDmMQv4MJZRf3lxjvbseUDp6x/Vl+lp/lZ/lZfpaf5WdxJsRjS4FqItJr4yGW3f1Zfpaf5Wf5WX7a0qED23guSLOkNLWyNm+9rW8WkswoGezKFpi2K1M6BvvEN+9s6XFwzLTgXG5AZH9+6vacYJGSAG6cRoPwsBfKklBTASe6hCstYndKAE2t0FMdYpwlNYdxgrHcby/5CGOcmhDGXPdoYexEF9K18DscDpIlPZ+Do5DPz5zSQxa3xC3KOUatS5HlJkj8etsdA9dxMV27jBQdr8/Rdvm9nAp3HMessVAnRedjhWzHyY7t2BnGWYcxVjixocOxYyfH4Jbs0qkdJx8lO05JeKxwYscyn24idsyvt7Uduw7Djjmfrd0zz8X0Un1EkWGHm4jsAPEnJyHZm2mjKTBKIRJGF2Jx/eiJJHPcUvdjK136G3UwJumT2UstI3W5WPb1vjl3KS9qIvX68ueA5mas37NU+f73s2413DZxe6Z4UzCm61DLbC1JeiAVffK6Y1QxdXV12WYIRxYPRL/8Hkj1W9sba4bUdRjrxtungJqnmW+buhOf0I830prQe4RpKTI/Bhcm9hnJ3lP341i+VK3Q34ijluSEvtR0xmWpO0na7sQ+wy2zlHStBnTqgazkdEwaMNIyW0tCFDoDi3oyGiIrHOTjOK7vMAzt2gfpSSm2GJ8w8BgUpGczXl2r0vewEFXPjzC2KC+GBuPJ/UfbYiw3mhrVebDlMdA+R3UexN6P6DTQNFvLDgEu9MgsRpo/Bb0ze9pmYYnftlNKAXpm9rA8Bvne65HRHYWphfDHdEiPFdov0Xm5GUOJve/m9+RKXLNGfOl68Xt4Uzq/O992POY6iY7HmQ7GY/IJPYbd7eOF+6/OdKnWhWKQNEfPPDfbpt+B7y1K/lLHlQ4d2PIgwtpRlGk8OB+gdacvN4j+wMPaXRNNh/V2qRso8S264XF1sdFNU7inPC5z/jAu5JDwfVOrcGuhGzXTsWOrbi/DdkBQddMcYMxbmvNurnY3DefV4t3czPnc5H0zLi5bjF0SxhkOMfbDLZVZ8BJjKyGcMhLAOCsBjHN+UhjT76yFT0jwCQ873DzKvr1ucw5DLnR9uWPrcRXblgxxHUi/sR7C5H27QQ+4gLWuizrguqQg1DpgpWPgY0XAdqzg4wrhRgToVpkiwjX9sOw4EYwTs+PMDjRWeB3bMeMOZHac7cCO0xIej/l4ZWfHXRK3Y6KmY86JxRG7uknnRrZEuFk5wrybdJInDQXJvS10XeiU3JvR/xDtT5c0mbTHSNOFDF+BwpXbPY3zfZppB9ypyE/mlCaTu0wyLS+m7frcXoztxJ38CUXjLZ1x+tuEouPY+2M7jWEUJNrgNpTsV17UGfn4vqcCqakY3G0MkjJzEUkOsOyukdBx0rkNLxqAoZ37mQYxpHPlMeci4PWzDsZT+k8y1aWg9qyBJ6AgLRfJviRcPupc0wCCSkzZvgt5B+x7Tr3CtASXgtgu2QWYOmIS+3zX5MtMA0UKTGnf1xx7Nvt8+2mXWJYXE8a3nXoxe3/tuHPYeZodMwWytG+S84dPRueMXNMAm7ZLZbp0buP6DmNcuGbBH+nQcSb5A+ia2xkXjjnZlB+V9nfp+CnonJWHlEAybjn1ItNgXA6AR/UcyPbxy8mXma9tJYyzCnD2kAns852TLzUtRab9pfiScPWxZ7HPt026yLJsma4r0SWRnNvvZNZh23StryjgssH82k3uMQ45yZnmvLIQccWQc9m59UjvjuJUoqczsWO4MLHoeHYPZQeyMJTofyx0RxWMYGXIAY8fxxcdZ3q8tI2e6d3RJY13wKeyYetAjjr88m7yXNfcNl2gcY0/Q1O8REtlF7hz6iqi6XM+HtOz33qSzyP5FSwGsEmw8fGYnnlJLMawEk4l6HfoV2RKPLwu5udYC/k0KmNHR5QOHdhyY6ELajbbRc6pOvPhdfUydW7JAXAzg5Z0iTLBxJniFB4DlM8eV3cLIwxIlAr8xnYzXinZCGNvdqLwoBlHflkoGDffrkwvwR1JZuBsXa6ZNtFs8HNnDjk7BuPBhlPRpMVg7HaEsQuFFjc6nY96w7hYQGAWbBCFR6cYjM1uNr9Ev+IU42E/EYxTf1IY89+ZTf54JSxchscUX/mgUrVQhpUoS+S9xOrya8eddWozT1Qo8br8Pf1N5rKlgJx+G48b1yW6H7dEqcSJ24eZBl5E96O9/6ntvlngRUE9bVtBhmiCLMYK+rssHlcPCzuOHSuIr67IkR0ngjEnebey484J2HHej7Rj71Gy4xRLO1Yl08aO1UwYnaf9WOFJwI5l3Pw2dtxLqVLgdjzcADfJZlDE7IbrUiA4xOKZR5lXlQ5rQPYJSPflGW6Xvqe/y9IrYwxyk+SJF71tBDxpGJo7RflclDoIRSmDDLEgvtvheWfBLeE2ILs/zux+unQuKh4y3c8Ng65lHJgkhamdcVm/i9nftLr0nr67ov8l6JTC7SLNn4YbBl3DAkL6q6Ir3T9E99NfohEi5/3mwTcwuhKtQy7vg+h+ju00VsH46fN/z9bEujTa8nZP7DUWtx2vUtz86fS70L9Az/3qln40qFMfPHTancr3d024ChN7jdZtzyW9CjPy8cx5v1d0p59wAW6aeJ50/B5dEEVZzy/vfAJeD7eZKYPG4Y9n3Ryny6lo/Jhx82PISeUTe0O69sHr0x9k+9fq0nsK5ojuZ0AxHwspc/zRjY8i4PXpAlb5d0T3I9MIEeXNrOl/R0ZSqi7wknWJ7ufacWcrGBOdT3EOnyhRjlfax9kjJ+IPF9ykfP/yjQ9gWFceIMlBq7yPUT0G4Llrf6voPjztFpw29Djd9vh1dKFbXmd8eKfaQfmm48/D9cedY4rxrF/8Q8H4jMHj8dBZNxliHIjFuKg3Xr78/+IwpuCc9N+4+g/o34nTfVGg+tjJv2FrprW4yZMlRPczuohPOlEA/MSp9yPVl6wL3mVdovs5uy+nuCJcrx90NTID+gld2aIH5QzEaV1PVr6/pO80hSda1pH/7ZrWBRf25rZIcmb3KQpFV2yAm52UjasHqvcH8c/KwWjsuOKCD1mB45RnXsDTGaneASZjrAeZ/nFwS888rzsT6b6RJro0EXcMvO40zXg8xOCZJ4/HvTUVZnbjMfGQd3Y4HucxP1cWijF4ttdIN4PFKLKQP2I+8Zok+TNc3K5ixm1rLD5dDNJRpcPz2JJwioUGqZOpIDk6NGufYkx4jBqJBiRC88VsFtyYSJkIjyslwuMgW6RNszk0SyM7MKouFVRVIyqUSg1EKPPaic3GG5EjU4fNCCNHbmYzS7RN2rYROTLvkFanWfRN2UnKZsQHN5zKgxa2t2ocRNKNv5k4jyQtaKfGWmQGSZJufAkU70za6BBjQXM96Nr4JN00E13eNZo3ciHHkxzNdAMCahnjQ1JjoiOJcZuEG2FMx5jawTD2S7iZYcy77TrBWL0e1PSBAht62GUY2jynZSFdaqLEs0QUKMReD7mBUlQ4KDU8cLP7jl+PeCyICoV3HuaNoqhsk2YzjfjV6P7g5OhEuSGw8hxGeG5QzsOJ1KmJCzXAiEqBpzmROrXqj4rlnEgdRKReJGVgjcYKmUidxgqJSN10rKiSxgrZjjszMvUfa8fUIILuDycYJ27HpNvi0I4bpI689uOxavNO7ZjsLXIU7LhesmO3pR0nMlZwOz6oNIr6b9kx2bDgwI6p43FF605G0UMdkClDS4EpNXaiTG3s9ahs24PSlk1ojTSwsuPC1P4oTBnAAtZYjGuDB1BasQpDe/Ds077SRSgsOAZ+T7wN7W3cx7oeU8dUr8uLIbmDMb5wHHKS4p03ov1ZUvYDayYllyhPKByvON5aIa7OJWXLsKlmMyJiFD0zujPd7hnx1RFNoWas2P0dTh7Ig5l/rXwJx/Y+kW0/FrfmYAtmbpyLT0vmob6tAd2zi3HpiLNwSr/xcdlD6hz89aqvcd5x3Pm/7pXbcc7Yc3D2oBNZYKm7HkIUc7cvwQfrvsT+ulJkJWfi/KGn4vwhpyItkBKH8Tebl+O1Oe/hg3s4bdDjH7+Aa0+7hAWdsbJ8TwleWDSD/UuB5jlDJ+KmCeehe47KEy7LpoO78NzcD/FtyTI2yp86dBxuPfViDOqiD9JJ9taU4eXFM/FlyRLWwfe4nkNxy6RpGNNdntxQpaKxFq//MAsfr52PlmAbhhX3xfSJF+CkfqPjMG5sbcYb33+Gfy/+ErXNjehb2A3TT7oAU0efGIcxdUim7sevfzeLdYTumtMJN0w+D5ceNwUBXzzGM1fMx8vzZ2JnxQGG1dUTz8I1k85BenJqPMZbl+OteR/gnTs4F/ITs17GlZOnGWK8bM9GvLhopoLxucMmsQC5W058YLGpdBdeWDQTC7avZBifPGAsy9QO7KxOPslS2lSJz9Z+hl+cwIPnv8x+HFNHTcXgfJWrWJaatnrM2jYP8/YuRXskiL453XHBgCkYU6gmA7QNolbtWYyJ/Thv7qvLnsXY3pPY/Reb+Q0LYdb9eHn5CjSEGhkX7bjOx2Jk/nA2OaTDmHivq0vwQ/ly1LTVIM2XitGdjsGYAuKPTYrDOCRUoq1hM7JyT2LftdStRXImTQbGP5vC0VrW9Tgs1rJnXsBThGRPD3jc8ZObEaGR60qNovzuApap9brTDcd5Ph7XsOw2LTvyuGnszjgC4zHRC1ZI43GKNB7nGccrSgwSkvwKOQZxG/ggRBmk+hXkU7hN/Ypaya9okfwK2Ze2rgjqCPI/EdiqTk+r6kgZ3ABaXd52OyI5Uqmm6zK4ARDtREjK2GVZ6nJnJ6ysh7Sa+eBckdyR4k6flS45Z3IHVtI1X5PBHUu52x+VQJqXSnDHUnZsA5ZGnRjG3FmUA1u5hPVIYMxoLMQ2XnrIBo6fMXaCMbcJHhDIa6j/83ZMnHpNrBSQ1gta2ya1needBNlaEkt7C/OOsaIgldyYr9Xhk1t1gBhlWTg5A2w+VhBFTUQqD+JlwkfGjonWp92RHRN3L+uUyDJOtF2vDcaNgMvdQTA+enZ89DBulez4v4lxRNL979ox0fq0RZvgcweQHaBA3PzZ1FS3D+k53FGPNtbBk25eNk7BclOokj3r5PW6ZlIfbGDBMAkFq5kB8zVqxINLXWApiO+a1hV5yeZld8HGWgQy+d/LKnaisICv7zUS4oBdtn89Gtub0TWrM4YVDjCn4GlqhCeDH+PKzT9gVP8xpuWzhPGKvZuwt7YU2SkZOLHvMSxIMpOSHRswpB/v69xSU4XUHPOSxh2VB7Du4DaW3aM1n3IW0UgO1VexQI3OaFyvoSjKNO+aWtPSwLr+RqJRjOzaH73zzZcSNQdb8d32NWgNtWFQYS+WwTSTYDiE73asQX1bI3rmFrNg2ZzmKIpFO9ehoqmGZbgn9B4Ot1npsyhi+d4S7Kstc4Txxh3rMbTfiIQxntR3JNu+mVAQTsdBZ3Rcr2EozDTfbkNNOTLz+CTEodJdKC6Mn2SQpTXchlVlJWxSpVd2V/TONl/mEmlqgDeD35f7y7aga6f+phjTGmTqaNwUakKGP4OvkTcrfSbqr6b9bHIpxZfK1r3HBsBaCTeVwpfBK+/Epnq40szvaeKgjQj1UgY1T8nUGklUbENY4BPmtE7Xw5bFGAun/mxgXaz5eJx8FMZj6iPDy4SPrF/hk3StnnnkS7dKzzx6PpqP3R1JOjTdj+ro1Eq8mmqMLoq83C7WiSDeR85TpaVCCcCD7sxwtRIVqxARdqgBJdu8H15XX3jcBQaz+ERYrW1t7gZEeijqDZFxTzGC5PaYFtvZUomqVjci6erboIsi1evn64yW8WoyTk0956Mopkllsp6YG6AqjqdSFJMl3HyHjTG1CuccXNp1Iz5A7BTnqJli7O4Lj7TWWBZqwx4RtqlUOkzXCy8rOVVLX9VsVMVPAGPS1bd5/09jLJLDzo5Da/MeQKRZv3SHdkyziXonNDGMgwgLW1QuUHaKFNwWwuvuE4NbhF3nWH5YyjCxsl8dbgIiwk4IKFVxE/l6SFbKo3locW7YfRI/bFSjmw6ve0Dcg4gynxFxt4ob002WdLOOgh33Yhk6vW4LIgy3Jo0urZftxsuaHWPcN8aOjybGeyWMhRiM1fLbw7PjJmnM0tqxFxDz4+z46GFMZPdbDTAukuxYi3EYEWG7AcYFEsbeGIyJvqbMAOOBuvs/UYyN7TiFHUO8HVeya62344Bkx/pApi5Yiq1136E1otJjeN0B9M44Fl3SqOROleZwDTbXzkdLw0Hw4kdgSfnb6CIei57p+uxce6QZm+vmoy6oUtgQwsWpg9E3a7wucKYM04c7ZmB99UZl/SNlu0bkD8NFfS5gDW9kIQ7OT3d/jmXlK3RNdfpn9cOl/S5iGSetwz53/7dYvONbPCJ99+S6Z9A5vzcrf47NBr+z5jM8ufAtNLSrz4VeuV3xyOl3Y3RXPRZzti7C3798Bt9In2/86H5k5nbCA6fcitP68zWasizcsRa3ffAYtleqnNa5qZl4+OzpuPF4tdxTzvjd9O5fsGVXicK4POCP03DLGdfgt6ddowvqDtRV4OZ3/oz5Eo0Mid/jZdt87Lw7dEFdXWsjbvvgb/hk3XdKoywKXqaNPAnPXnIvMpPVcbM9HMS9nzyD13/4jDWskuXUAcfipcv/D8VZqg0JgoBHZr/O+GpbQ+ozhILVVy6/HwMLe+ps/qXFM/HQly+jrlXFmBpMvXDZbzG+Fy0zUWXm2vm4Z+ZTKG3gmTkSWgP7z2l3Y+owtaSe5Psda3Db+49hR9UBW4xLCON3/oytuzfpML71zGtw36n2GFOZ9o3jz8Oj591uizGVDE8bdTKeufg3OowpOH1qxVuYWzIH30rfXTHrHozoNRr3T7gF+Slq/wva1mvrPsI7JZ+zbK0slNl9YMKt6JnVRYfx4rKlmLf1CzwkfffchheRndMFF/edhl6Z+szxuqoN+GT3Z2gMqZzvtP72/N5T2RpcrRBF14c7Z6CqTeVmTfWm4KweZ+C4Qt58TJaI0IDG0FpEguVK94rq9rlICQxDipevKZclKrSiMbxWycBycbOMbZqPlvWo10MQQ2gKrUNQoOeYdo1/MdL9w+HWPfOi0jMvdjzOkZ55seMxTZQdiBmPMyRfIVVfrSXSeLzHYDwmXX3wHhUqERF3qP6YMh7Tuv68OMrEsLBNTWoxXZ/0zCuKm8Tlz7xmja5HeuZ1t23A9lOXjl1Iza4HlW0Z8VmR001E9SHdQ5s7A7H8nkFExe18Bl7RrUZEKNFkSWUJISJuQlSoiCkVpodwLF8XzcrQDVcXU9K334BLSg5sKmOCKNI14vaiUr9SpWEED6IOxQVcXCiw4cTPqi7dsPUGuFFgQ4TSkcPCmEru+DnENkMIS8fQ5gxjYRO7XrJQBiosrDPgh42wG58PKvIx0L4OHCWMDyaIsRF3WaIYHzhsjHlQGzuRQ0LnXcaCBVWXH5exHRMZeF3M5IxTjMMICasNuFap4LIUYWGTBmOBXefYYIAfRRW3Ackppd/QbwVm93rcKPAICWti7v+d7AEUyyVLAU1YWKPj0IsIBxERt8fhRiU+7Pg0nHQ8qHVqxw0WdrxdIX7n50f7WqMGXBokKLDhgbRTjEuOAsb1JhjvjbNNjvFqPjt8WHbcJN1PsXYcibPjxDFenQDGa0wwPhSDcdQC40qEhbUxGJfoJw50GBNuKtUMHZM1xipudK7GdtxqYMcU1G4ysOMgs2+yc1mIz3Zt1We6oJbvL4ht9Quxv2m9LvO6qvITNIVVp5bvL4w9jSuxo2GJ8l0o2oZVVTNRHzwUh/DBlo3YWDNHwZhKIZ/b8BI2aIJarisyp/uFja+wYFbG+M0t/8bSsmVxnWJ31O/E0+ufY5lcWT7Z9Rnm7P8W4RgOzoPNB5ludRuN1VxeX/Ex/jj3WV1QS7K39iCuef9erC/donw3e+tC3PHpn1DZov6epKKpGnd88jC+2a5i8cPujTjz+buwUxNwydlQCoKe/f5D9RwqD+DEJ3+BdQfIsVWlOdSGP371Cn4761nlu+rmepz4xHR8L3HKqthH8OKiGbjizd8rGFOgevqzd+LT9WrARULvZ6ybjzOeu4tlUWWML33tfryy5BNdUEtCwd2JT05HbYsaBP1qxhP4y+zXdUEtyZoDW3HCk9N1vLFPLngPd330D11QS0IB/5Rn7sDKfZy7lWTG2vm47I0HdEEtyaH6Slzy6u/w2YaFyndLd2/Amc/dhV3VBw0xfu77j+IwXn9wexzGD335Cn732XPKd1VNdTjBAONgJIwXFn2MK9/8g4JxWyiI0565Iw5jagT18Zp5OPO5XyIU4fc//eZ3C/6OT7Z9E9dVemXpBtz85QNoCKoY/WPZ63ht3ce6oJZkS/UuplvapPqx3x1aiJm7ZrHJIq0QZ/PzG1/C/ibVDtdWrcdbW9/WBbUkdcF6vL75LZTU0DjChbipXyh5RXfPkLREWlmwu6h0iS7zWhdchEgM5yuV97ZEtqAlom5XEIOoCy5EWNCPKzQutkV3oyG0Ujce1wcXIyjQM0S/5aBwCPXBpTrfzXw8rpWeedrxeDubMI8fj8lnXRPj89J4vMNkPCYeaBVPijEo1oj3x2g83sj8ZxWLeoQFGnNjeZnDiIjb2OSmqkv7WqMGteoepQB9Fzq6dOjAlhtXnZWGlA2Qa9WtCbZpLRTXFXUOjZFExJ3qjcCCV6vOgTWqE8OCF6vW9Q0aR7HewJHTCjlusvPWZEO8TAObfNOQXqxRxzqL9QlgXKMpr4gdZGK1qzQY6x8QcUch7FAGpohAN5sVMfkeZbA5uhjHOn1aob/JD5W2I4ixcNgYawNMY91KdfC33W61xo5rHWPM76ug6fVj94dMeM7WqBhNHMi6zUyHv5ezfWYS1NzTtF5G77zoJYqosFfJZloP7qKU1XI4ViRkx7uVCY8IOx5zugYKpuSHZmIYVxwhjEUJ40MOMaaspIxxNEE7rrLVPTyM91ja8eFjTHbcnADGNaaasXbMJxnMj5ifk2zHlKk1PwqOlWzH3Kad2PGOhqWWHYl3NS5HRAoK9zSshMDGOGP9A80b0BbhjuyB5o1sba/Ztqvb96I+xDMutL7vUEspGx3jz0zEgeaDWFO1jn3e2bALm2opQxGvS12YqZSZ1vSSUFaJMldGQvsKCiF8s38e+9zU3oInFr5prEuZHEHA3xa8qpTG/vnbFwx15aOiv8vBzX2fPsN+b9aV+Pefv8j2z343+3W0hGiNtrEtP73gfeyp4bhRQFzWQL0q4scW2hcFfot3cdzeWzUX6w5uN+yiTN+t3r8FH6/lWCzYvhpfb15qeLy0LyqzpcBZDkhpfa/RmdF2ab3to3PeYp/rW5vw4BcvG54XYUXb/r9ZPKik9xQwG4m8r3tmPMmyxTLGdLzmGL/ASqVJHvn6NRaEm2H81Pz32PpiGeNyC4xnbfieBdUk766ajQ2HdhhjLApYtX+zgvGK0g1YenCtoR2TbkVLNWZsmcs+72s4hBlb55jiRuXJb6yfyT5TMPvV3tmGurQv0v98z5fSfqL4dPdnsBKaGJLteNaeL6Qx3BjjL/Z8jWCUjxUtYaqGIcyMdVsjO1mWlr/fBcFiPA4JZUrJcXuUAspGE10REbEOwaj0HKMSYebfmAnvhSBX+/AA2Ewo87tP8fOcj8cCizGc+xWkaz4eR8Rdiu8WtXnmUfBNybqOLB06sFUDNSuhdVP0OKIHpzUXGmsgwrKvtF27CxuS6t7DBrMksUIGR7Xs/F874funfxv+a7pqptEJxk1KEyi7luqEK8/2yQ2HrCQkrUNoN8iSxAo5AFU/AYwbdL/5b2KsrkW0Ehrs2hKwY34/OTlmGQNqlGAtLkWHLxOwOWJJhxri2FHRqNslXWuhTBqfAIstjY0Xvo6lLQE7rpfsuMGhHZO7XWF7reXzssc4Ud1EMNbqWomoYOzcjsMO7Zj3FVCviROMaR1wZQIYlx5hjJ3b5uFgTOdob8cNmmZYdnbMm41RENoQKrfETRAjqGrbzZtRte00dGo9rSG4W4Nwt4ZQXrUeaGlBedVauFvbpe/5i9a3yUJlxmUtPCtJJcVWfJr0t+XlK9n7FRWrLTlv6fhoeySrbHTJYV9dtZZlg+dsW8RKQ610Vx7YiEMNFVixfwMqms0mMDiapY2VWH2gBLuqDrK1llYcuRRkzdqwkP370ZpvDYOo1LCAlHAUaVERHy2cxTB+//tPEAiF2fdGr4wo8MH3n0q6M5EW4dswetHf3vv+E6b7wcJP2G/NdJNCYbz3/Uym+9GiWZa6/mAIs374CsH6Ony+bDa8be2munQuq7aswoEDu7Fo/VI01lSa6iaHo6iuPIRlm5Zj997tbD0yHZeZvtjSgi+WzUFrXQ2+WjEXgWCIfU+4xgqVIb+3igeHr//wuSWFD3U//vfyr9j7N3/4wpL/l8q+SYfkq53fW/LjsomJ7bxA+eudCy116fhm71qIcDSM9dUbWDM1q/tjZ8NulpHdWb8bjSFrH6s2WMfWvNMkEWV6rSbBQkIIJTVk6xGWPbUej10sSCVpi+x1oMtL+NsiPLi0krYo14nGZXXNx26aJLZ+PtJ4XC41drJOgHFt2U+g8dh8XOHCYxXKwFpNVHPhfg1fB2x/HE6eST9l6dBrbPnMjhOh7EDY4TapDC7oTFcMWjb3iD0G7mQ46dUlO3HRBHQjR1g3Ks2yOdHl+s62y/dPHd6cCAvQLJq4qOKStmk+2xd7DD8FjEmODsak6/T+oG26EtAVEtAlsbvWotSAihUG2W5V1uG/sbvWUpkc+9dlyy3KbdPh/U+OvuhQl/QctdAnO6Ztmme44nVJ7O+nxDAOJYBxOGGME7PNRMYVMYGxIuIQYxlb+2fI4dsxjjjGfPt2unyb2nJyS10xhGDU/v6noDIYbWWlyeTaGcmkkSrtiizHG+jVj+mF1TN+xRrO0fUNRnkmnDqx2vHY1of4JEdDqMGUH1eWpjDfbmO4yRY2ylpRlquqpZYFKbFlobFS3VLLdJ1IZUstwg5MnvZLWUEqzzXb/8HX1PWdeH4ZgFux1dFR/ADc+DCM832xshy49xW8BLCXrTyahvsB9rKV53JwFcBetvJib3S1qX1Sdcezf5zpXsD+sa4Z4QFoaQOvQqlutt4yXa+yRq5LJdNWXME0uXGwgVd3VLXWWAbMJLXt3OZr2uzPLixE0BxuZYEqHb/VRAoJNYmKLT82E9qmk9GYetCze5mNQfa/ECjwY76pvV9Buvw3dpP2qo6z538oAd3DGY+d+yAuh/6YyPaf6DOvY0qHzthSi2pnQlQPPofbpE5iAWe6bAG582PgcDsJIORAzpOArvcI63okXkqncx90rE51qUOps5bivAucE11R0vN0KIxJjg7GngRs05vQtXM+bMjbtLt+LpU31cG9J+vw39hda4m7lf1rP6Bz23R4/9t0BtfpMu7YgEM7Jj2fg3OTdUns75HEMFY5b+2Pw5cwxkfLNhMbK7wOMZa3af8MOXw7xhHHmG/f3lGkbTqleCC9gMd+MpfcTtKjZlLU+EkWIdnPAtVEJGvlbrjbuKNFTyTiyWXf+zNsM7ZZft6MJdOfaZmFJUn38e1m+NJtYSM+XGpMlZ+aYxvUkuSl5jBdJ1KQmoPOGeadmmWh/XbOzEN2CjUNU++nVq8bSwqNebV/liMrhDPhTUJBYZHUxTgvzYxTlAtdr8IMrkvdpe0ytl0yeRul/BTq4mttxzlJ3OZzk62PgcTn9iLNl4IMf7ptUEuS7k9n3Y+dCG2TXnZC9ZSZdC+zMcjed3NTV3fmm9r7FaTLf5PsYLtch4+bTv0KJ2P34YzHzn0Qc353I91En3kdUzp0xpY4CWG6NkkW4kOkrq50s9OAYHXzElVJEiCSASTZlCPLbbfdrMutdRknGRJv5y2KdKNbz3hxvkX6N9Ni7ZWRblsCunazbpkJYMx5JKkzsP2MFA1KfkD0OcSY84AR1tblyMTZmf8TwDhT+c1/G2ORYUy3uNX0v0zn43Jox/x+EsUMxxgTNxpvdmMmItPhukVxjSPijtjFO/wRRxtxc1rrytvtbHMMvFstdWcmPjmI1mMFp0tJBkSyYRovrGZY1Rb93IYaHNgxueGdbMuR6bzk87Q7P63ukcVY1bU+BpeCMbdjuzJgTlUmil4HdqxS/zjHmK51gW05sopb0RHGuPCoYkwdrsEaR1nZcWYCdsz5iJO9LmT6O6MhZG6bbpcX+cm9GPdtp+Q+qGjbwbOrLhfLvsqBqizjOl2CZG8mdjeswr5margjslLl2KwubYO4ckmO7TwWe5rMSwxJ99jOY9j7sZ2OwarK1RY4uDCu81j2nvg15x7gaxqNz82NY/JHMqqSKf0n4o/fPGtajsx0uwxGcWYndE7PQ6e0XNNyZBpdCzMKcEzXIex3x/YYwpoimQUcKf4kTB02if170ahT8KFcjuxy4aQLByMlIui2veZ376BHbiFbj/vEvHctM39f3PIEju89nJXL3vnR32ElL1z6W1w6+jRG2XP+y7821aNzou7Mvzn1KuysPIgxf7vaMvC7ZNRpePbS37A1tgMevsgUYwr0iCv381ufYOc/5JFLUd5ojnHX7E5Y+7t3WOnwqU/fhjUHtplinOpPwtYHP2acwdQN+ZP13+lKvllQKwWltG738jGns/fXH3cOHv/m36YY06TEVceeyd5fe9zZWLFPbYoUK3RspENyZp8TMGf3IlNdCpDP7XcKe39Gn0l4cwNfQ2uG2+m9J8Hn8WF43jDM2PmpaTky3R+9M3uyrsdywGpVjpwTyEaPDGIacaNbelccaDpoWl3hd/sxJJds3ss6FFuXI4tI8lBeHkj29kBrZIeNLqc1SvZ2R1PYOoOd7OnO/vW4CyEIlY7GbuKI5Y2jrMbjztLzXB6PzZ813E+gGIQCS3pZZU5V2jbqiG9djuxhnPbyc8GuHFl+jnVU6dgZW9ae22pWii44nxVjF9Slp3mIFY+Ltz4nQyF6AyvxulRqB6KEsZoF4dQncnYu1wZ2cjTk2ZIsm7kHmjmXZ88pmDPn4+JOizzTRnrmHFt8dikrAYz57DLhIeNtrp3vHGNGUcJx9bp7W2LscfVUKEqOLsZWs2P0N3mGMvkIYuw+bIxdSsN8M11ygjmu9tvlAyN/n+MYY35fJZleP3Z/SFgw4nEFQyPdNKbD32fZHHNAc08nK++NxQOPm9MZEA2Lx2XOpchy7O4+R8mOeyk0MF52POaZTTeI4orPMvNzCzjEuNMRwtglYVzsEGO3dE58PE7MjvNtdQ8P456Wdnz4GJMdpyWAca4Nxqod0zFZY9xTY8dW2VGy3d6HZcd9M8dbZkuJ8sfr5vd/z8wxEpWGpO9yQUgJKK/igjFIziwCUlPRpdNY+NJzIKYkIZoSnzXIS+qBLD8P8kcVjECX1GI2OsafmQtd07pgVD7nGu2T2RuDcwYaHjNjIg5kYkIRL0/NT87DhEL+3kg34Pbj1G4ns8/pSam4e9K1xrouFzxuN+6dfCP7TDy1ROljJPJR3X/KLQoPKNHu0O/Nsnl/OucXbP/sd6dfz4IwJZvncqHV51FeN552BXp068Mwnj7lKmTmdUIw4Nfp0Kvd78Upx0zG+KHHMd2LJp6Lfj0HIhjwxekG/T4M7D0E548/i+meMGICThg+kW0jTjfgR25BEW449XKm26dnf1xz0sVxelzXB3daOn419Samm5XfGfedf4uhbrvfx7b9h4t/yXQ96Rn486W/NtRtk/7906W/hjs9nek/fMk97HiNjplev7vgdqTl5DPde8+7hf1L5y3/XQ5qSe466TJ0z+EBz+0nXMyy6UbcxHQ9iXJIpii6fPTpGN6FKCTjxyG6nqO7DcK0kdzexhYNw/guIw3tmHQ7peZh2sAp7HP3zGJcOIC/jz8GN1J8ybhuOC+zpuqDM3ucbmKblPl045yeZ0n78eD8XlNhJef3Plex46k9z5bGcGM7PrvnGQh4+L2e6hsgVWIa66Z4+8Dj5v5Yirc33Y2mun53IXxuXiVBwbDXlWGi64LXlY2AR3qOUTKF+TdmQvcZ13W7UhjVm7l44HV3V/w85+Oxm8UYzv0K0jUfj72u3orv5rF55nlcXXUUfh1ROnRgqzjbzClwGcwud9OVWBGfJPE0xQcy5Dj00/HYEkeU1z3EIJAhHtvB8LhVHjtOeE+OR+yD2C05ZGrQwkmT6RhiDYeOP0cXiHDnj3SNSr+IY7VIDUrYwEE3m5HDShyrXdRAnOnSAJxlgBtxrJJhew8LY5crWzqH2AHdJx1DsjOM3YN1/J9uVwZ87hGM70svxE3ZF153txiMux4ljLscBsb4kRh3NcHYbYuxy0XHVWRg8xRYF+r4PzlReFcTO6YAWGvH/gQw9sHvHsUeGLG69FDwuYdoMCaC9REs6xQrNNPIbEAOrl0u+NyDJUdfjxvti+1Td//3YRMgsbZJQZ7PPYo9pBR03F3gdfWLw414bNnxafjmiN/T2I4DBnacaWHH/eB189lofn60L8IttvSLOFZ76AIRjvExSmD1n8E4ywTjHiYYH6PrSZCYHadL95O9HSeOMeGW7hDjUSYYF8dg7LHAuAA+98gYjIdYYEy4qWXQnFO2RxxuZCccYxU3OldjO04xsePBJnY8RMdjmxnojJH55yLFq8fC505C/6xJ6JY+XPkuxZuJ0QXnI8Onn5zwuHzolTEWfTPVlbV+TzJG51+A7ECXOIS7pA7F0NwpCsY+tw+3DrsZw/KG6pxmmcf2lqE3sayqjPG1A6/C+MJxzDHXSt+sPrhz+G1I9aXqHPMp3U6BTwrOZemSXsx085LViYjrx07Dg6fdjqwkvQ31yOmCty79G4YXDVS+mzJgIp457/csc6uVzun5eOb8P+DUfioWx/Uaiq9ufQp98lV7lTlWn7vkXhY8KedQ0BXf/fJFjOzKs9mypAWS8eCZN+HRqbcr3+WlZeG7u1/CiX1H6XT9Hh9+MfFCvHPtnxSMk3wBzLn9GZw/fLISqGg5Vr++7SkEfPKyBRfev+HPuOn48xknrlZO7j8a3939InJS1bHsnxfejQekgFwrx3QbyM6lV546gXP3SZfjqYvuQU6KfizsV9ANc+54hnHfynLByJPw3nWPsBJfrRRnFeCDG/+Kc4dN0mN821Ponae3tzwJ49tOuCgO4xEGGD901k3467m3Kd/lp2fj+7tfwgl9Rup0icf2lonT8Pa1DysYJ/s5xucNP9EUY5nzln7z18m/xvkDTtWVn5OMKRqGl896BBkBdULtnnHX44YR05Dk1d/Tg/L6MN2idNWPPbF4Ei7sfZ6O+5mkIDkftw6dzjKvstD9dc2AK1kJsVYoo3v9oGswRMNj2yuzJ24ZcpPuniFJ9abi4j4XYmKRavNedxqyAxPhjeFzpWA31TsQqV51u25XANmBSfC5YydIice2FzL9Y3TjcVZgAgJuPvGg3TJlibMC43W+Gx+PiwzG4xzpmacdj4lTtrvJeDwqxuel8bivyXg8kvm5iq67E4s14v0xGo+H6nhsiY/c56YxN7bkmnhs++u428nP4X5F7DOPeGx72kzqdwxxiXK/6A4uvFMrtQGnf63XvvGF501SaRs56KmmhMRct0FqFKWWFJrp8tLasKbE06ITI1sgLjcDSbHRDWnKxEjXPJPDqSzadOV85rpRDZ0N4eY/YhhzXdo+Lzu2xpi6wYUcYUzXjjp5UmDIS5V/xtgJxmp3WbVs05kdk725jpAdt3G+aBe5qlk2thmEIJWUulkG2MrewkTaAYgCm6CyaurGu+HWAWIULlcq3C7zzBrvqE6duSPSBBYv/TkydkwNM9od2TERqotiC8BKibJt7v+OhvHRs+Ojh3GrhLEb/7/bcWOoEm3RRvjc5GgWw22BW1OoGi2ROhbU5gSK4XGb49baUIqULO6QhRur4Us3X3dKdD3UhZWkZ0Z3ZAb0jrFWWsKt2NVAHZujLKsb63BrJdhYi0Am/3tZxU4UFpg7faFoGMv3rWd8tl2zOmNY4QBT3KJNjfBk8GNcteUHjOo/VhfUxGK8Yu8m7K0tRXZKBk7se4wS6BjJxkM7saV8D1IDKSx4TQ2Yry8kbtZ1B7exoHZS35Fs+2ZyqL4Ky/ZsZKP8uF5D4wLHWB7YxTvXMT5bCrZ755tXchCdDpUxt4XbMbBzTwwpMseYOHO/27EGDW1N6JlXjNHdBppjLESxeNd6lDdWozAjHxN6D2flx3YY56Rk4oS+oywxJnqereV7jyrGx/UahkJpza6RNNSUIzOPB2qlZbtQ1Nk8G0jUPqvLNjE+217ZXdE7W00ExEqkqQHeDD5htb9sC7p26m+KMZVJ071ETaVo7S0FsVZ2vK9pP2rba5HiS0XfzN6GGW1Zwk2l8GXw+19sqocrzfyeJv7biFAvTdrmwW3hx0YZdzlv5OZz05rlJAfjsSiNx+bXmXccrj+M8ZgSCnypov14TImOTIfPPJ+yXPJIPPM6knTwNbba4KxBWtPIgy6IWYYOOXcGaiCItAYjwhZUU+05xGwDXWrRXcFae7PuY6Kf1dbT2rdYA+AOV7O0toucfMoEZrC1iMa6rZJuu5QRS4coksHGXxLe/rtOsx41jZ2fkTNFThRfiyoHqymSbsDwpuW6xIVHx5Qk6SabBMsN0oSAHcaC5npwZ5WtkRXTfjTGAogb7hBb6+oSfXC7WuFhGRvvj8RYprz4/wBjEMZFylq8eIyrEBVKOcYgjDuZYkx2GWHXo5nNqlJ5pYdlueMfLILYwK4dOfku0Q3RlQuPptRTr9vCuOJEkT+ABFc20zV6WND9QbqsnT0EuMVMNkOpzUapuiFGncJ5RqNwiWnwuovYTGw8bhG29pFa31O3dJeYDI+7CG4x36EdO8TYxo51GIseiAlhnCfpmmF8EKJY91/EmGy3UWPHFEhlmtoxo71i9zQPbLkuX3/ecTDuArdLzQ6qx9Em4Xa4GBcrPQmMMKbnk8sVlSas3JYYMN83IAABAABJREFU08vlIoyDkq4RxgIq2/bgUMsmRgFE2drClP4oTB2glCFrMa4NHsDB5hI0h2tZYNuc0hvFqYPgN2hG1RAsx8GG1ZDzM/ub1qMoeQySvfHVMs3hGpS3lqA1yrl+y1rr4HEPRZovvpyQnOolZcuwqWYzImIEPdK7s4xR94x4R78p1IwVpUvBi0DBuGvH+qLon6WWACrHEGzBjA1zMWvTt6hva0T37GJcOuIsnNJvfJzzTmtFv9o0H+dLn59d/DbOCTXgnEGT4ff644KzT9d/j9eWzmIUQJStvWLsGbj62DOVMmQtxt9sXY6XF3+CjaW7WCbxopEn44bxU1kGMVYogHpx0Uws31PCgrizh07AzRPOV8pptbKpdBdeWDQTC7avZBnxk/qPwS0TL8TAQl72rhXicn1p8Ux8WbKYBba0/pUywWN7qNk2WSoaa9m5zVg3n3HXDi3ug+kTLsDJ/dVsmywNbc14a9mXjFKntqWRZbJvPH4qy8DGYtweDuL9Vd/gzWWfs07FxVn5uO64c3DJqFOVDHMsxq8u+RS7qw/ZYjx3C2E8EyVlu5FOGI86Bdcfd64pxi8snMGCZsL4nKETGcbdcuLXMO6q24+Pt8zGqrKNbJJ4V/tuVlbcM0ufsScpbarArE1f4Bbp85vrZ2KqZyoG58cvJ6hpq8esbd9i3p6laIsE0S+3By4YMAVjCofGYUydvleVL8dE6fPcffMw1htmGdjYgDUshLG6ci1WlK9kXY2pnJ/WvVP5v1wpoWAsRrGhugQ/lC9HTVsNq44YXXAMW/ue5E2Kw7g9Wo6mYIlS79IY3oE0cYhhENoerUZTaAdCAvn0HqR4i5Hu6w2vO36MjQgNaI3sQVjgPa797gIke3vB6043GY/pmUf85CLcYgY8bhq7M0zGY9KtcjAeE794mcQnL/sVxXCLecbxiuJXhOASAxr/OH48pmdHVFSfebRWlq/xjX/mCaiVfOkW6Zkn+3kdu3HU/0TGlgcZ9EAzWvROXRM7KcZCxhdhi7fjG2RQ0ENldLKxkPGFhXWGC7JpfRQv1/NpHCPiGeRk6XrxSqWkWl1amG7UWMQtleCpNy859iJ4W/jYo+BlsurNK4rkIBo3IeE4ZOoyDiKMF+nzNcG5MRgTd5jgAOOwdD2MqDFSpGM+HIwFhIUSk0ZPAak8JOn/I4wPmDTT+c9hHBG2S+Tksc2svFKZo/qwIJJyTk4eq0szrEPhdqlOaFQoR0TcEqPL33tdA1hzB1kEsRZhYWMMblyXymrkNZ1ctxlhYa0hbm4UwutWZ6YpkAsx3fjmZhSg0TH/72Esbdk1EB53Z4cY91LWECWOsZ0dF2t0o9K4YtTcKCDd0x4HGCfBz8qAjTCOFa9UHpZ2FOz4SGPMdal8jkrjjjbGAjmqNV+jpn1/HBZJnnQck38ekqQglDDeWvc9Sls3x2FBAfCovKlI96uZqb2Nq7GrcTlrHnVi/7vZdwu2PQGkJGN43lnISVKzf2UtW7G5boG0VVEZtendoOyTlEZTJNvqtuPVTW8yJ1vWpXw70QCd3eMMnNx1sqJ7qLkUz298iWVWH53yJPvud3PuRnuyF+M7j8O0PucruBFH7ZXv3IPSxip1uxJ1yuTex+KZC/7AsnUklM295r37sOfANqx/cD77buTDJ6HF58GQzv3w1qWPKcEUZScvevW3mLNlGStLpUZEcjeE7rmFmHfn8+iSXaBgfNv7j+G1Hz5jazWjgqCs58xKTsfcO55lQaMsj855Ew9++bKOqoj24fP68MnNj+Ok/qMVXWogdfO7f2HbknXpd7TP1678PS4bo67j/GbLckx75T5GIyMfg7yPP597K359ypWK7roD2zDl2TvR2N6iNG+SdSm4pdJjGeN9tWU4+albcbCuUsFYPs+zhkzABzf8BT6p/LmutRFTnr0D6w/uYMdMVDryv1TmTKW9mclpCsbTXr2PBauxGFOjrW81GFNzqFvffwxvLPs8DmPKwhLG2mzzX+e8gYe+fCUOYwpwP5n+OCb3UzH+YscC/HnxC2xbcsMp0qUzfXDi7ZjSWw41gWWH1uE33z4GX3sI83/Bm0Od/OIFaPG7cfvoK3HlUHX969bq3bhjzsOsSkGmFJLPc9qA01mpsowxTfo8u+FFtNRX4rEpT7Hvfjvnlwgm+zA4ZxCuG3iVMoHQGm7FcxtfQmlLmXS/icq/3dK6smUAcsBKfM+vbn6T3X+yjiy5STm4fdgtLCiW7bgmuBItkT1wtQTRrfM17Pv95W/ClZqBTsmT4feoyx/qQ5vQECqJG1dYC72kiUjyqqXWxGXbFF5rMB5TJ3QKsNVxhYJZPh6LBuMxBc3qRBhV7tDz33g8LtathaVgmfsVRjFIHlv2o/oVYTbOU+AZr0tlzsOVgJXGbjpengCLlWTpmRfQPPO2Mn7dePFJz7z4SYGOJB16jS0PYChwMGu336gLbiLMITHu+khOqSCqzg05O2ZdxmhWPyyobHDcgTIKatmWWNCrzh/oj0kvVJ5AWSpBExgZBVx8r3y7ESVoNwu4uHaFyrHIHuzmnefofESxOQZjsw6K+vMRUWbB99iqczbtMI4I25TP1HnOvHtxiN/UHQ7jlh+BceQoYLzXBuMSBWOBZhyVYCD2HCnQ26BgTE47DwaMdAXp2oWUDBcPBmJ1+fuIuJU59urAHxsMqLpRcY9UmSEHOxtMcRNQprv/w8Im047dIs10invUsxW2/Y9gLG1Z3MJ0nGG8Owbj9TYYlx2WHfOJKrOOvTQpRB16nWAcZBgrx6TDGAYYrz9KdqzFOOQA41objCWbQamCsTrh6hTjChuM1U6huxtXSkFtPBbt0WZsrFEZUEtbNktBbTwWESGE9dVfskCZhLZJQS3/q15XQBTra75COMrvS8r8UlDLNVVd/l7E5rr5aAlz3JpDzXht81u6oJbjxTH/Yu/XzPGWHfGXN72G9ki7oe7S8mVYXrFCwfjOT/6E8qZqva5kM9/tXoHnlrytfP+H2U9jW6VsQ7Iu/3dzxU48OPdp5fuHv36VZWBJ5GCHn5mIA3UVuOwNlQn2lSWfsqCW6UoBF9+2iIb2Zkx96dcse0oyZ/MyFtTyc1V9J9pHKBJigSllROVMLQW1dD5aXXpP+je8/SdsreBduqua6lggHoyEdccg/+7+z57HvG0r2ftQJMyOqUkT1Gp1KeP75rIvFIwvfe1+lDXoMZb38dWmJazTsywUfJaU7lLOX/svBdO//Ogfiu4fv3oF325dYYrxFW8+oMOYglojjOvbmjD1xXsQkTD+etNSFtQaYUwZ+wtfVjHeWbuPBbW0T20XZXpP2Pxx0bPY10D+AVDb1oD75j3OtqnFTf7ds6vexqrSjUpp/K++/QtawrQ0RYzT/XjrbBZQyxi/vvlfaAjqmQ5kvDfXbtF1Cv9gx8cob6nQ6cj/Hmg+iBm7PlV0v9o3B9vrdhjc00Bdez3e2qLeH82RnSyolfeuFQFhVLYvUsbj1kipFNTG6jIkUdm+GFFpPKZMLQ9q43Xp1RhezcqZORb8ORw/xsvj8S4IUgWO/XhMWdxyBWO+XbMYpFrXYZliDKOglus2Mt9OFvJHjINaknbJn+EiUGbZ1I8N6555HVU6dGDLg0lrJnNyQtkDXmy1CD65UOkaC0jEkEQBYbXdal4izAzAioYGkiHLpNJ2pNk0CEo3mK2uqAQ81lQ4iNleowOSaFm32QHGdRLG7Tb0PSS0VkCQ1p1VOrgeHGMq57M6gv/H3nuAx3VW6eNn+oy6ZBVbki1b7r3EdpzmdBI7vQChlxBqILAsZWF3YSkLYZdlw9ISOj8CCZDee48Tl7h32XKR1ftI02fu/3nPd9vM3DaOFCL+Ps+jRJKP7nz3veee7zvfOd95JS4DHz4JjMXCx+raCq2NM4wHC8C4/y3AWFvwW2OMhcoJyxHw2WYZ47SELJCVJLgsB5LK2Oni+YrFuBiD+Xle/JsyTvE31g5Y+WyUsFtTmSDYOC5KdDgrb01lJMqk0wXacdqBHesxVgKHtxpjUsdpj7ErB2NrYveUdOwk7BjvhhWVAQRnhVKOMeZn7BhjsfGVyijZSScYW41BseO2wu1YsscY96Sdk487xDip+kRzCctldClqGxGLZ2PBQrGbhhPY6JPo6Mg2S914ZpR6oq1qybERxsjeuiNxotFR6uh5g/9/omsjeSJx/r3yhbNwiuAqKH2GvN61iQNWM8oRZG5fOCFoVHb27WIqE2yBmslzbS/yvW1v30c7Ow+Y0rpA549bHuRgpnO4h57Y/6KpLgKVR/e+QN0jfRRJxLhMWB+Q5JbPorx1y7G9/Bk/evZPpl1nEYSdGOymh3eK+7vtuT8bduAVY5D4rOvvXxdB5c9euseSYxWZKIwTgrJf3KcZxshc/vi5u/j7+7Y/x5Q8ZljgXnBPuLfXj+yiN47vM+ULhs7PXvwblx8jGBWUPMbXxefdveUp/mxgjADaDGN83mutu2jr8f38Gf/73J8tMW4Dxrte5p9xn2Z8s/i8SDJGf3j9Ef75r3sfy8ZYkigYT6lfoXiK7n/jQbb5R7c/Qu5IlALxJP8+V/CZf94tnt1zR17jQNiMygj3cueuB/nejoSP0onRdnXzJlfwTF9qf4XfoYHYAO3s222p+0b3Nn6H4ukEvdK+wdQmcA18dtvICfm8vrYJbHTltBShaFpsRApdi94flKLRpPArkZRSZWMuUdaBjbQX4I+7LRI5QrBWUnv12PhYcWwF/jhmkXARgnUHJ1scrd2GOLPM2VrbtRvWNHb0k29vmdBnbCX1jKOV4OXHuVq7SRuCqQxnLdGcxL5CG2et0I3M7iUQEnXASyVEnG1EHX/EEQaim64TLCIF4BaVX0Zr3lYheLEx6TjRleQXZ8QxxqKBSsqB7iB5uGywEIyjDjFGiaET3EYLwlgZy/hhTOOAcZGD+3NxIwUP1TnaEBA7oE3yWUQru0DgKZ+7lZxvNEism192my3ANunoungW2E3FeVongkBKnMFMF4BxdIwxHpQx7rffdFHOhNpiISZNTdcZxs7epYz8LlsvHPTXFgsopxgHC8C4Vr5PySHG9puSzjHW7Jibk9hgLO4p6dBXFI4xyhrTHAhbiYsG4h0U9JTx+VtrTTcNxjuormgWDcbbDe8tl88WgiLj7P60RIOrmpknF43TYAv9cbF50DJ02HRxrSywoQM5NNSqlhKbSXe0hyKpCG06vtNWNxwfpZbeo3R0ANl0O/vJ0NYTe6kqWMVNlawEn/tSyzbmZcXZUCvBmccXW7bSNcvOp5cPbTMN/MQYJHqpZSt3In52HzYEzN8n/Bt0IC8c3Gp5f9DFGCAvtWzPKtHNFTyr/V1HOROKJlRK+ayZ4Pwtmjkd7BFBhJXgOjhXjMZMI3HrdwQBJ8aMRll2GPvcHtZFd+OXgLFV1kvG+PMXvIc2te/UdCWJ7vje87SkJTewwObBpwmF3O+3ubc3OkV1xLauvdwBHFUKhkMgiY4MnaCRBJqpteaVCecKzt92Rbr5y0pPeZ+ODh+lUn8pJTLW6zF8LhpQTS6qopRcxWKlHUv3UMgDvltrLlYIdMtoLiVsdSVZp1B/POTAH+OekGG39oNCsPkWUav57EbBfR44rrCPQTLSEHn4/KzdhrJLrJd0XfAnmkzwjO0pOSWn5JScklNySv7RJBPyc6BaiFRsOkzuqP3G5ik5JW9HCSbSBkGttWyfNYli/n+Mbran5JTQ/98ztuB+ss9U4BbRyrrEwZ4GGguh9bbfQeZB8CUKegrsD9hdPSTr2WdtMQYhyKJZ79xoXI34v92EXqTDzW5HSKbRkEIOMPap9Eb2AlwDXPrlHGO//BytM4oie14oxvh/ZAwxLi4IY2Us44exvWh27BRjNESzy9qicYJo8sDdmm1Kvt0yRy64TdFgwdwuXGqDHowlLZ/vNBOFc9SFcVuW65CMrU++ro0qdz0v5q7qTkR0UiwUY9hFdAwxVrCoIonLrcxvUuEstscY++3lqi7O7zjB2Jg3Om/EunfficB3u+T3JO0AC1+BGJfL76nkAGPYcczSjrMx7ndkxxgLzm1Z6yoYhwrA2OnCOETFvhB3NbbO2kpUGQB/cpBC3nLLrC3yDhUB0RCuIlAvZ1klzroi+5obqM4sO515cvcPvEQdEZxDk7hUOTerC1uokvlwZ5U38xlaq1Jk6PD1y2fQKx0bLFEAt2eRt4hWTV1sma2FlAaKaVZ1E00qqlCbGFllYZc3zKcSfzGVBIoss7b43HNmLaOakkrmYUVG0ez+UEK6VuZUPXvmMnr+4BbTrC3GeI6se8G8VXRsQ6dpZhVZV+hAzp29nJ7Zv9H0/qCrjOGcWUvpl6/cZ3pveHZz65q48dXZs5ZZZz9hN6ESmjd5Ok0qEdRUVllbNEA6fcYiKgs6wVjiMdeWVjKvbmsvOs4aXzuZSWv3N3MZvXDwDfNx6zBeVb+Yz7rm6q7738spGvBytvrKORfRLas/SH/c+QD9etvfssbAQa1cygzdFZMFp++yuvl03/6nLDFuKq+nEn8R27xdFhb8tnVFtVTkK7LN7uJ9ml7WRH4PGiL6LbO2uM7M8mauoPG6im2ythIFPYKVIOCusc3aQhfid9dQLH3M0h9DR/PHAw79cblFjwZFF2tCMEaUO1hXiLUVN4Wy1UWtS7nsu+1jELe6lg7aZG0lsV6awDLBM7bFtosehWJClFpad/pyE14YD7e7Bk2H9XXRmht8i4DQzggCKjcj2n9bC4xUdOyz14UzK8960ay1leuV2Z430HRLHGAsWpqLTqPmnGBCBK8WOrTZYSyeh8DY4zLnwRMuukTlZiwM43xKiNxrC7ycYlxRAMZVbwHGWldAa4xBzt1gOQLmWpMxBtG4tfjJLZeyeN12uni+YmErxmBdMqSMU/yNtQtTPttN6LpqHYR6XehejsAZXajNuQaVcQpfUYgdF4qxOdfg+GJM6vtmj7GUg7E1VYDXNe0k7BjvRj4dQ7aAusYrY2znK0rFM3aMsejYKzphSg4xbnRgx42F27HLHmPck+jCCXwDDjFGIGzOuygElD9YaHupsWSxJcJlvloq84PqykVNJcssrokFajHVhARtDALWLNwQCBYF1C8qLqYpNSv4/w11qykt/z5dlI8JrtJYsoi/P71uFZfjmp2RROnkuQ1r+fvFkxZRmb+Ut7nN5PzGtXxvS+vn0eLJc0zPU0Ln/addSQGvnyaX1dAlc9ea6iKovWz+uVRbMomK/EH65DnXmp5vRXAG+hx0+cVnoKTVLNDAedqGilqmmoHccv57LIPakC9IHzr9cv750+dcZxmII4DEOCEfXnMF36cZxgiO8dmQa5aeT5PLJpme9cW94J5wb6dPX0QrpoJCynjzBTqfWns9BX0BLsu+Zul5ptcF9u9ecRF/NjD+xNnXmGKMz1szYxHz8DLG51tj3FhRS5cvOpt//tz5N5gGtfi8Il+QPnj6ZfzzO+evM8QYQW0s4OX/X73iSrb59Usvo0xRiOIBH/8bvpSgFoLPfM9C8ezOn76GqkLl5ryyJNH7Fl3J9wbaq4Zi0NOZ2DG5mBYL71BloIIWg/7HQndF7TIuQw54/HRW/RmmNoFrzChtosYS0Z29zJ97uCD7yjiiE/LU80/lrGuxOUteKvYJv1LkxaaVXeAuNrZA0+fcH2PuN+c7FtcT6wrmn7XxsZgThD8G17g5hzF/NlMJ+h2uK8plHl4Xr3OsBWsac27viSATOrAVxtJgsduMxalGv+J1NZtO9GKxU6/pgjLBZDElKDzm6X6eZBE0e2X6FZfhmLIFUylecPFYEIybG7dCRSMCIjZwyudG07RBFyPunRfkjJuxsxFUNCU5GJuZSvb9uGiKxYuO+5nkGGNQgyjicTVl/W22+GX6lYmGcfHbDOPpNhgvUjF2M5ea8r64DGhSlqgYI8MKyhJjXUGTonCnoc08qFDydcX3+DeFfgWLcfxtPm7K7jXI4sX9COL2JaYbCKCi0b//aLtvFnhhQwLXVu8WFDZjgnHgbYRxsUOMm3MwXmqD8ZQcO/Y6smMXbx6YBWmgoqkrCGN1TFkYkwHGS98CjP0OMK6ywVi2GapXMRZ+pb4AjOtsMNY2cJrLVtGk4DRDLAKeElo8SaOAqS9eQPVFCwyxAN0PKHzcMo0QromMrPjXbF03eWjppPXk84j3Ejy1CyrPlzU1XfG9ixZWXUjFMpdtib+EblzwIT5zqA9YlUU/6H7mVgoOUCzeP77wRqYr0V9XWciD7uf0utUqxj++5t9ocml11iiU657XvJo+c5Z2KvLbl95Cc2uzy6vd8h8tqJtF33zH59Tf//u6j9HF8wQWSjAs7szFAdyfP/JdVfems66mG8+4Uh6/th5S6H4e+MR/k1emw7lkwRr6j8s+nqcrqGj8dM/Hb6WqYrGxt7B+Jt3x3q/x/eh18T30Qfczr05QqoHH9a8f+z4FvL6swFL5O9D9KDRCoLzBmJA11Qdeii7ofj685nIV47tu/C6fc9U/D+Uz1i88i75+6UfV3//shq+otDtK0Kr8f9nUuXTbO/9Z1f3G+pvoonmrTTG+88PfycL4o2dcYY7xJ3+oYrxu4Zn0zctuMsQ4kIPxrKom+vrZn+Lr6Dc98D2w+ebaz1JTuQhcEKjeeuGXmNpIj5vyd6D7WVkvNp1AMfWji7/OFRb64F3RBd3P5bPPVzH+6IIPUnkge0NXwXtB1Xx6x1SF0Zno3bOvp8nFdVk6yv+nljTSdTOvVnXXN11Cc+R3KzfArQxW0gfna+9HiXcWFXuVuTVb101+pvBR/HHIW0/lfsWXZ/sKF7oiBM+Wz5TiGZRTqW+5iT/GRtxp5HUr6wqx1sn38Yo/nqmrMLPzx+Ahn6xiLK5rFoNU8zpXEcQYIttrpFvGaztFsB4xT+gE5fWMELergbltjcWXNedNVJnwPLYaAf2Q3Mk0I0/CyJwVGRMeU59MUZHiUkLsghsTKaPderdMeBznEmXs5mCXRuHz03QBIzrzouQKZRcIbOAkykx0o3JZW1zNIiB4ySVSFvrokDagKx9AdhI77fnBjeBDxXUjusULdPNfJsFxiPEqjZyCsm5+CZvoTDrsEOOM7nmk5ZK/Cjmr8uYwRudVQSqN5k8oG63jjIcRAbWgsxhyiLHyPIAxxlg8wTBG0F1ugbFC8g2MZZLvMcAYdpli3RGeTHBNPD8jkm80UEpn2uSGB5i0q2XdfCxAhSI6D4sSTZRtYjfTiF8N74cgRwcdRIbLc5jwXMcpnE2kjiYuaICRlgNPcyJ1tOpPS52CSJ1ApI5d7ZoxwLiH0pl2HcaTmUz9zWM8xM9u4mCc1tm8vR1zZ15+n1LypiF0Sw3I6t9qjLFZFjTBGJ0uB/4BMc5Qd7SV2kd3UyQ1xGXH4I2dUoTsmj8P4/74ce5SDJoelDJPLprFQa/fk2+bQ/FO1h1KdPL7UxOaTg3Fiygkc+PqBddDh+S5U9fxz/uPP04Ndas48M0VcHW+0vEa7e7bQykpTTPKmujsKWdSU1l+5j6cGKGNh5+nC+eLYOYPm26n02eeR3MqNF5KdQzxUbp355N0/65naDA6RE2VDXTDssvoojlnqtyfiqBz8GObH6OrzxCL/4/88ma6YvUVdPmC8ziwzO1+fP/2F+jXrz5Ah3raaFJxOb3/9PX0gdXrVL5bPcagrkGnX9DdoMz2nSsupI+ecSUHnbmCBko/f+ke/j8CTWR0bzr7amqq0jafFNnTcZh1n92/iWfSC+etpk+efS3Nn6Jt8ClypK+D7nj5Xnpk1ytMOXPGjMWcUV3VpGxuaNI13E+/2fAA/W3rszQaj9KShtn0iXOupQvmrMzDeDg6yt2a/7TpCeqPDNPsmqn0sbOu4nHnYowOyeh+DMqg9sEezlh/5Iwr6F0rLqKAzxrj6pIKet/qdaYYg4LpjpfvUzHGNXFtI4xfa93JXaMVjK9cspYD5GlV+YHFoYFj9MAbD9A/XSQ2N2575id05YqraEZFfgVKe7ib7t33JL18fDNnwhfXzqHr519KC2tEAKmXvuggPbD/GXrmyKsUS8VpdlUTXTvvElo1RZ8M0BpEbW59mc6Z8w7++Vev/YRWz1xLi5ChzXn/k5kkdz9+vXMjDSWGmYt2zeTTaXnNUt4cysIYvNe9u2hD5+vUF+2jEl8xraw7jVbVgj82mIdxLN1J4cGdVFsjNsiG+jdRScUiLlfOlXi6l4YTBymRwZreQ0XeBir1gWs238emMsPcITkpN4ryu2s5U+t1lxquCYU/7uPstpvKyOOG7y570+sKrBOwXhDriiJ5XVFtHK+o6+OEvK5Q1sf5/hhzR1rS5jzMd27TOa9fnvNG5TlPWedZVwRNBPmHCGy1CTmiBQQGQYZeV7TdTsmTfHGeQWUbACgREnLGrsJGFy21o6Isjo3afOcDfJzc/Yx3kXFd83JUwY+odGBFoGN+JkoESMq5MZRAmpdKiEWPEqAFLI26MIxFYKkEtkoptrluVF1Iqed7TXRPYXxyGBdmx6BDiY2DHYNTL8zlU0LXyjbR2VmczcMi39rekqJjrJSRS27Mz3CKza0BIinNWXMlA2zuK0C1lJLLg0QJ69sf42Ei7PifwnicMI7IduwE46RuUzJkc92J6I+dYxxO9NJoaoAD26pAA3nc5rghWA4nunmuU87rmklsuIuC5SJYiA91UaDM/HjAaHKUu8CCtmhqyVSqDpmX3cWH+ylQLv69o6uFptSKTKCRIIjb1LaDhuMj1FA2mRbXzTHFLR0eJk+Z2LDYsv81WjZrZV5wpsd4Z9d+OjHcRWWBUlrduJh8HnPcdp5oob2drVTkD9H5c06j4oD5WeuD3cdpW9t+zu7hzKeSRTSSE4M9HKjhjtY0L+YMqpkMRodp84ldHNAsqJ1FU8vzg2VFIokobTyxk2mGZlVNo9nVIgP8pjHOpGlL+27qiwxQTXEVrajPD870GO/qOUAdIz1UFiih0yYvtMR4x4mD3IW5UIzXzl5OlUXmGHd3H6PaOpG16+0+TtU15scqhmJh7oAMjOdNaqbGMvNqskgySps7dvGmSnPlVJpZaX4EIxUeIm+ZOFJ1rGMvTa0Tpdhm57zR0TicCFOZv4yay2dYYnw0fIw3l4p8xXymPTcA1ktiuI385aJsNhMeJHeJWRUeguwwJdID7HsCHmxKmvvNVCZCcQ6CiQLuavK6zZ+doP4c4m7VYl1hpZuS1yCFrivQG0KUCY/tusIn61rNeYhXIvKcB9/9j9GEbEI3j9Im4X65cYqOpF1Ctmty3mQP3kfBU6Vv4BIgDzWx4eolLfVQKnNQCyj58n7yumaTx12bt4ufYkLliE7XS14uhxTnBzTdUVl3WKeL81lTRUmBTpe5GZlMObvBgSShXr8my2iZV5M5NbM5HyWpRC6T9eS8ANi1yqawkKSQjJvvpDFGq3DBwaU/Y+IjkuryAg4Ji0kes/55eIgk7EhlPw+0YU9l9r9JjKeJUsW3DGPoZjdOeasxNrVj92zy8BkRJxg3c/YoW7cQjOOUzOzVOIZZF8HtFPK6Z+XgluIx5PLDIlPKZb9ZuGUolWmRGzjIuKHvDFWKUh7dDq/gLT0qc5emdbql5HXPy5uIkJVLSYc122TdkKxb8RZiDNzCbxLj2Tl2PJ4YH5ExzuRgrJXfjh3GARnjmrcIY5Dd7zPAuF6241xfAR7pEQe+IqPzx3rdIlk321dIzDM4MA7+OCyPQ++P0cikxsQfA4uoLcYjyT7a0/8shZMiUwJBcDutdBnNKM3OzsVSI7Rn4FkakKl6FIQbihfS7Ioz1bJlSDITp30Dz1Nv314SRZVEr3b+iWqSC2he5bnkdQeyGijdf/gheq1zYxYFytyKOXTDnHdyxkm7tww9eexpevng06QUo/7vtv+jyTUz6T1z3qWWYSpy945H6Kev3UlDcW1emFHZSP9+wc0cUOnl6ZZX6LanfkYPyT9/5sFvUtmkyfSVtR+nC2eekaW7+cRO+vazP6Ujg1rDsIpgKX32jA/S9YsuzdLd3X6IbvrTfzK3rSIlgRB98cL301ff8SFy68qDwff68Tu/S88e2Kz+zu/x0sfOuppuvfqznF1UZCAyTJ+5+wd037bn1UZZCF6uX34B/eTdX6bykOY3ETj998u/pnt3P5HVcOqMacvpPy68hepKtE0EXOsXr/+Zfr/1Ps4kKoJg9T8uuoVmVk3Lsvm/7HyUfvLaHzmoVQRBGjBeXp+dDX6q5RX6wYu/pO5RrfHd5JJqxviCHIy3dOymW1+9nY4NCw5qSHmglD512nvo6rkXZ+kiS3vTnd9lXl09xv980fvpKxfbY4wy7Y+deTV9/+qbszDGPd366h20Yf/L9Kz8u3fdewudPW8tffmMj3EzMT3Gt238PT148JksjNc0LOOS5pqiqiyMf73tr3TnroeyMEZm91/P/nRWNhgYv9zxKj2z72H6pvy7n+74BVVWNdK7Zl9PzeXZGw7benbQfYcfpOGExvmO87fXzLyKz+DqpWXwEP2l5R7qiWrcrMXeIrps+jo6Y4oot1ckkR6kvvhGSkY7SLGAE6MPU6l/GZX7FmT5ilRmlHVjaf085qYS70yqCqCkVvMVaSlB/bFNFEnrOcZdVOSZSpOCK8md5WPT8pzXkTPnVclzXiBnzsNG2fGcOa9MnseKsyuJJMx5rTlzXpGsmx28pzPdlJIw5yVy5jyc66/Oo0xMZsDtq/fHPtkf1+dt4oo5b0Sn65HnvCbTwHmiyITP2CJQFRO8ad83ddc7LXVTxoKc2OOaowa3aamXUhlzEnqvawF53GJyQ3YkmXkja5GRfV2URUxTsymJzGbTzqhYIPk8c3ULo6MWXVSx6BEBnVjsHLfodoZFDw6xu2VdvLBmPKfYeUcDEm/BGKPkTiyMzLSnqrteIqg17yiHM3jKYurtgzEW7PG3GGO3rFs4xiIY2GWq63UvVAOvscW4gXyeOWrGKpHZJDvn/GvjnJ9yRhoLfIxBDTIMz7ev4AkLGCczuyyIzNGRcaWKG4IilIUai4d8bkxuYqGfyrRRmicU41H43MvVSagwjIcomdlqgfEstTHF2x9jTH7+gjAWugrGxykttbwNMAZu6THHWPhjp74CfnDUwlc0qYs0lKaRaRf1k/cVIqjtcOiPnWOMzOvGrr/KXZTz9aeWLKE5FaLpTiIdpY3df6VEGhzR+brVwem0ZNI6xhgZ1y3d91I42UfuSIzOn/tPrPPc/v+hTFGQSn3VtLIWDZiEHf96z+9oT7/oopyNmJvPFn5x+S1U7BOL0Hta7udFvj+aoFsvuY1/95UnbqFUKEABT4D+afktaqb3D1vvpx++/Ou8sYozkx76zXXfpyWT56oB1z8/9n0KxVP02pce59+t+a9LRRMgIvqf9V9TA69tHXvpxnu/xplHIyy+vPYmet/SK9Ws4Jn//VEu5zVqWnTL+TfQD64RJa69I4N0+g8+TB3DfXzt3DFfvvgc+suN32OMUdJ77o8+QTvbW/IaTuGM67LGufTcLT/n8l5g/NmHv0WvHN2S1wwJ5zprS6rp7hv+l8qDwoa+9/wv6K6dj+SNFbpFvhDddcP/UqOchf/9G/fR/7zyG1OMf3vdrdzEC/LkwZfpS4/fmqerLNV/dNnX6fzmNfz99q599OnHvskBoBHG/3T6R+ldC9apGJ/x3x+liAnGaHaFTQFIT3iATv+vj1CnCcZXLF5Ld9/4nwLjVJxueuTrdGjgOPljCXr+U/ez3nk/v5oSQT9nY29f/y3OIAPjLz79PdrQti1vvIxx8ST63ZW3cmAO+a8Nv6J79j1hgJubz97+/spbqb5UrGOfa3uBHmx9JM/mkyEc13PT55Z+mqaVind6a892+sO+O8lMcJ4d5cuQw0Ot9NOdt8t+Lh/ja2dexY2plMxrR+RJUc47GqVpkz/Mvz/W+TuSioNU5ptLlQHRjC4txVgX/zfyKyFPI9UEz2SMM1KKOqPPUDJjxEWOjsiVNDl0gW7O22HBMhCU5zERCCfT2CA2W8d6ZV3hY1OZY5SWDlnMeSvUUud0potSkuAkNryye7Ea3GKTMZnZZuqPva456mZjRopQktcVxnMeEmzYpJ3IMqFPCIsSL6u23JK6IBO16tY0CcqCDIYtMgPmkpJa5FIwGCsM1Xx/IC0dlscK3SOWVBR4QWB4QgZtqEGgp+iGbVp4Y4Gl7KzFLAIuHqVKP+MMY7ErKhZzZkGGot2Tk8200u1W2/bbY9z6FmFstlAl+d+UYCE6hhhnThpjWzvOHNRh3OIA45QOY3PcQEmiYCzeq7jptXFvKuE5n1ExDriE7oi8sBck6dZYxHXvdNQi4OJRUprvSTkDYzb5iE8WWJ0Mxk58RcqhHeN8bPQkMO4aI4wlGeMTDjFG5lePMTK1Y4Vxy0li3GpJk3CyGBfuK0ZtfMWA7kjKoENfkXbgK3pzKnisdHsK8BUaxq1DmyhjEtRCjo/sUOmAjo/spLhJUAvpjR2hwYRYRHZFDlI4ifEb6UqcHYYOpGXoEO3uR4ZCMuyIPBgfopfbX+WfkVVCUGuGbjyToKeOPcM/h+Oj9JMN/89YlzM5GfrfV34rMMmkOYtoJMqobn3xl2pW9Icv/8Y04IL8+NU/0GhC+NjvPv4bGk3gjLaxLf/4ubuotU/g9pMX/kIdQ+ijkDYc84M7XqSXD2GRTPTnzU/StrYDhl2U8Ttkh/+2VWCxsW0HvXRks2GHX4yra6SX7tohAtkjAycMg1pFF6Wzv9x0t5rN/Mlr1hj/6FUN41tfvMMxxj/e9Ac+z26G8c+23MljgXznsV9TxALj2579M58vVjDutMD4gR0v0KuHd/DPjx96iQ72HzWkjcLv9vS20NNHBP3UxvYd9GrbVsPxMsajvXTP3if556NDJwyDWuW6uK/fbr9XPVv76BGx0ZIr+CzoP9QqnheqHe4//CBZyX2HHlTv54HWh02DWsjDrY9RPC0ykoNxbKICM2Pd4eR+ztLy94kDpkEt31O6jeIZ4d9GU0cpmTGjapMokemn0ZRIenGJsCV1nuiFoFT7WNP9IPN7VF3n2c95h7QqKdNN38LXbinpkHzMBe+I9ZyHzLOgqpu4MqEDWy1QsxKcm4LjGnLANRuRGzXhunYPNiHXvccccJDCMWBRgCkUpWlWSXLsLqEsFlrm3H/alYfHRVcriXOCMer0M7oGSVYSkxdnMVs+T7GojzjEOFMAxjSOGAsdtTz374ix1jjLShLyWY+Yg/sTjb40jMkRxmiUYC0uVUccE7AWRQdNnewolbTrdtqPlzdSsAGWW7aZL+IcS7QAjAcLwNi5HacdY1yobiEY63WtRNJh3FMAxkqTPSsRDd20Z+IEY5y17i4AYye22TmuvkIac18RlTfWlDO1ViJ6NwiMhx1hjKxqV7TFhiPTRR2RA/xd++geGwoPF3WM7pd1tZJbM+0Tss7Gri2WvN4YH0qUIZttdLFg39KzlUubnz70qrooN9Vt303tw9185lRfGqtIKJHmDG4wnqKhvg7a3rKZ2toP0cGjuygQS/C/KV8466cIMn3PHnqNg62/vvG0YRClCEpk/7RRBC6/3fCQJS8suvj+v9cf5e9/99pDpnQ4fF2Xi3772sP8/QN7nzalMlKwQIky5OH9z1nqYnyP7H+ez9Q+3fIqJdNJa4xP7KKOsMC4N2K+SQz0oLetfS+1DXfS7p6DlnRGwPiFoxsZYwTwdhj/ebPA+DcFYPzQwWdN6XD4ui4XPXRAFCg/2vKCDcYSPXjgaf7+sZYXbTF+/NCLjO323h3cTM3q/WgZOkwD8UFqGTxMwwnzjVFIf3yAjgwf5U2iY+Hjlu8/OG539e3iza9IGsGlta9AkAoZSR22102KjdSRpFVAKXRHkq1y4OdkfuxQN4mt50fMeZ1yYydrzl2hrY8pzP2KEBGrIIFgtVEtRKxrxDlg+3E4WS+9nWVCn7EVOztOBDvXSYfXRBfbuDNdKU5k0QhEE5d8TSwM7Cu/tc93cn/KYiQ1xrppeZfNia7Qd3Zd5fMLeXZphxgnHGKs6Irr/z0xhowPxnh+do5RCOs5tuOTwdhuHJJ4l7Js30pb1uW/sRuH+GwxFpctt6jIjjl8/xFMSYX4CncBvsI8w5WvC7F/1oVhnCgA4+RJYOxEV1yzMDt2j6Md288hmj0U4iuczE2Kn3LqNzMF+mPnutZBajZu6Qw2HKw3MLCoR+kxJJlRmh4aCz47nhaVMMjsWouk6gwlhjgzayXhpLjucBJNwaxNA1krZLl6R9Hh2ZN1ZtdIEGyZBVzPff2p7F/IJcqvGehuba6kD99yJjffQ9DSE+mngUg466ylkSBQR+kxpGfEqjpI8M22D/WqDaOsAj/824kBUd3RPdJnGcxB+qJigwa42W2YJTMpzogDN7cTjEcHqYevay/Aze219xUowe2NDlL/6LA9xi63iluvA4w7hnvVsVi9U8C4OyI/u4g9xv0xgXFf1HoMCsYjyQgHqhi/UdZYL2gSpT9TayW4phNPgcMT6KqcYT9v/xdpbKzxWVW7eUyilFptE7WPJuQKM2fzf6IAXf26wumc53wN4rJN2AlxHoPo57yJKRM6Y4sW1c4E1Ds+h9dEJ7GAM10Xzkk5aY0tyddE8GB/KFv7fCf3pwQk3jHW9cg8iE73PjBWp7rQc35d5xj7HWKs6Irr/z0xhowPxh7HbdtFp73xxNju2i6N/9fBu6foiL+xG4f4bDEWe4cuzjM6fP9tOtHm+4pAAb7C5xBj5Zr2z68wjP0FYOw7CYyd6Iprvn3s2H4O0eyhEF/hZG5S/JSngKl9PPyx8uzIEW5o3oTGT9aaEvk94myrz6JDKQQzEnhyIQH5b6y0FZ1yf7llFhZS6hPXLfOV2pomgtmQN0TVxVW2ARekuqiSvxSJ+j0cpBYqyw8PcIYXggAHjYIqi9CYzdouENRPKRNngmtKrD8X16ovF2f3GipqbDO2DZXibHttySTLDCFkUkicmQdudiD73F4qDRQzbhknGBdXcPdjJwLcqkP2+CPQqw5VcLdoW4yljIpbtQOMp5RVq2Oxy9jWFsnPrsge46qgwHiSg/sDxiW+Iirzl9oGtZBSfyl3P3YiuCa+7AT1lOX+MnKzn7dfH3vQRRisCrZzr4u88tlW/I2drkfu/SDmR6frCidzun5d4XTOc74GMecezxbnMYh+zpuYMqEDW3DE2gu4+rAnVO7gdotUSg8cELcWpe224CW1FryEoruum+psSxdUQmces92Vy8ZFF3yvzjFWOA5LHLw0oJnwy/jaLaY8umdih7G7AIxpHDEuz/qbvyfGYix2Tg96lTLG5Q4wrtVhTI4wBjeatUiqDjja7ETRAUeb3UShXXey/XhJcM6Cl9TOVwjan1ABGFcUgLFzO/Y4xrhQ3UIw1utaiUuHcU0BGFc4wFhwPmvPxAnGoDioLQBjJ7Y5eVx9hWvMfQUWiQisQw78sUL9E3IwDoGxx+WlutAsy4U77GtKkWj8A15bqzEjCAZXrtCdbzMGiRpkndV1p1lmbDG+NZNX8/crbXSR2TqtZjlTlVw080wKePzWuvULqb6sllY2LOLmPuIDXZx5ReMo/deVP38/ZcLDRCMj9LE/fI7O+O/1/Pvzv5vdnRcS9AbogplrqMgfpHeuuMiULgiSyWTovatFF2VwrloFR8gmfuD09fz9h9dcYZux/ciay/n7q+ZfZJlNBBbXLhS8pFfMu8BSF+O7bO55TJFz0awzLal3GOOGRTSlVGBsFdzCsupLa2lZ/Xymx0F3YKvAHRif27SaMb5++YX2GK8SGH+0AIyvmH2Bbcb2ijkX8PfrZ51rg7GLrpxzEX+/btZaW4wvnbmWsV1avYS8FlQveD9Az4Oux7Mqmm0D1qpAJU0va6KaUDU3nLJ6//1uPy2atIi7EqNDsd36uNgr6JBKvM32uj7RybnEB10rkajEJziZPe4pjtcVYo1jXQ7t5k71wh/a+ePsmMIuuBSxChpegnXAWjy8rkGzUjAfOJ3zJqpM6MBWTMhWu1J4ncSumFhMZVMQ5IrHJVqfYzcIFBJW4nVp1A5e90xLQ/G4mtUOal43XjRzB4KOvUpnVmLjtlpsQE/RLbUJxrEwVBYj0DPn2BK7SxUFYCwma7GBkN2CPF9b0HKIbHCtjS4WwS6HGM94izC2WmDj3xQHExpDjN0njbGtHTMNjILxLAcYe3UYm+OGbrIKxuK9CppeG/emYMGBs4WTRsde6IjvK2ywCOje6ZD6vcndkYfvCbpe7gBtLi61a2DhGDvxFV6Hdoxu3cqONO4t4BDjujHC2CVj3OAQY7d8TwrGzW8DjGdYToMni3HhvsIq+yj4YfkzeFOwwqGv8DjwFdU6f1xjo1tTgK/QMJ5Rvkqm0jDWR1fkkFcE7lNLFnOW1WwhjK7IFX6xwVBXNJs7Hxtf10WlvhrWgcwqn0kLq+YbXpeZiAPldHb9mfwzFuNnTxHfG+kG3H66eNqF/DMyijef8QFjXblc+PNnfURg4vbQV9bepBuii6IBL3/F5K/PX/xpcpeUEhUX080XfZK74sYCPs7w5srnzvwgFfuFj/36pR+lYn/QNJj63Pk30IxJArebz30XTSmvNgzSODBaspbOnik6z75n5TtoWSM6quZfF5912rT5HPBBVjcuoXOmo7O8y1AXdDs3LLmMf26qqKcbFovvjXTBD3vTqnfzz+CVvXmNNcZfOFOP8ccNdV26btIK1+otqz7EoYeZvX36tPdxh2bIv667kQNcM4xvueA91FQ1RcV4sgXGVy05l85sXsI/XzrzHJpTNd2Q/xW/W1A9iy6aLjplr65fQmc2LjccL8ZVV1xN188XmwdN5Q103TzxvdF1cV8fWXot/4zqg/XTs+mjFMFnQf+KGZep1QrXNF9FVnLNzCvV+7lqxuWyfzHG+PIZ69TNoYrAIrkS01gXXZG9buEry/ygvDFfV6ArMnhqIQiGfe4KU1/hd1dRsVd0fOaNfrLK/AfVOQ9rHKwnzcVDXneTus6zn/Nmqus8xBhjtXbzumaqXfU9NnMeuiLrKfwmokzowFaZmMVE7jLYwddoDyCggwBPU/6CPJBF9SN0Qdy8yGBxAh7bhSrVDwTtuUFNAS6qbAGnHzgWp2rjdYUElUbejjd4E5uYn0rTxcIE4829LgQcq/WqYQvHgZfNaMEK3sRGNRAXunDARi86duNh2N6TwtjlglPAojjXofvkMWglIS4XxlVv8Dw8WdQSGsbLTDFWaGjsMZ7+JjFuPAmM6U1iPNUEY7ctxuD3NLbjQBZFij3GcwrEWAtE4ND9rJsbvAv+T597kQ5jN49BZNJyr1wjxic7aPyNz72Qg49c3PBZ/JlZ7/8sDs5zbRNBnmizr923193I95xrm+BY5fHp+OYKw7jcBuOpbwLj0wwqG8YT4woTjKebYHxaFm8q7tUY46ICMV6UxWNbOMbArbQAOzbCuCEPY+ErSgrwFUZZ3iL5/fdkB5iGviL4pnwF/K0Yh9cgsM71x84xLvKW08raa6jMlx04g8e2uWw1zS4XVB8QvydEK2uupcpAYx7CjcWLafGkS1SMkQ1eXnMV1YZyNzJcVBeaSStqsLjW7PjD8z9AZ05ZwwtzvcyumEWfW/oZlepHWZhfMu0i8rmzsyaNpQ2sq1D9QD64/Gr62rmfVClWFGmqaKA7rvmOSvUDuWjWWfTDdV/N4nOF1JVU0w91VD+QZVPm0+1Xf4uDQL2ALuffzv+MSvXD91A7lZ7//C9o+VTtsxSO1W+sv4m+f9XN6u+qSyro+S/cTufNXpGli+zoJ8+5ju788LdVjIO+AD1x8//RNUvPzwq8EERdv+JCeuwztzHVj4LxD9f9C12/aB2XuOplzdRl9Pvrf6BS/UC+cu7H6ZOr30Mhb/Y7vaB2NusqVD+QD624xhDj6RWN9MtrvqtS/UAunnUW/fe6r2rZcR3GoFNSqH4gS+rm0o8v+TeaWpadoaoIlNJXz/y4SvWjx3iZAcbfvOwm+t6Vn1F/V1NaSS984XY6d9byLF3w2H7qnOvpjx/+loaxN0A/ufQbdH7T6RxiKwK8L5pxJv3fJf+mZqzxN987/5/pmnkX55VGr6pfQndc9h3eCFDki2s+Sjcuu54/Iwvj6lmsq1D9QM5rWEvXzbyag1y91IZq6NOLP6FS/UCW1SyhD817P5cQ6wUZ3Y/qqH4gzeUz6FOLbsp6ZyDF3mJ616zrVKofiM9dSpNDF5Kfg1BNcFyrwr+YKvxL1d8hqIVu0JO7IeemUu9sqgmuUTF2c+XI+VTkyd14FTy2daHzcua8RXLAmjvnVclznlZBIDhlm/J8LOZtQZunX49hzpttMueB3k7DEzEGYo38zG0gi+pH3F8F+dzAJrfkGjy2c7N4xbHOEeuK3DkPPLYzbDb1J4ZMeB5bRUQXSBz+xv+tz76Jpkhh+SA1ygSLTQmJhe4QH+YW5Z0VNrroSBnloEWUeFp1sEPH5lEiLonDdc0zYKKBinKgHOW55pkcQbMQ1ZWlmpfxiBbgCp0NcPOPGcZCF9f3yeMwx03ryqmUu53CeKwxFh33En9nO45SRkJzFpesa2WbccrI3WDd2GSwxCIJ0g4iKcMbVPoAKl8X3XAHiKQ0uVzF5HaZZ9ZFR3V0jU6pxxTGDmN0/Y2dBMaVNu//KYzHH+OIbMduB3as98chm/djIvpj5xiHE700mhrgoLYq0EAetzlu4L8NJ7r5OVQGsDljnkWIDXdRUA6E4kNdFCgzrwYaTUbo0NBhPhs7taQxb8Gtl/hwPwXKxb93dLXQlFrzRR+6y25s20nD8TA1lE2mxXVzTHFDd9032vdQb6SfS2dX1C80zNgpGO9q3UqLZ54mPmdogHxl5ln7nSdaaG9nKxUHijh4LQ6Yny8EN+u2tv0c1K6dvZwqi8xLzNFI6rXWnbzUX9O8mOrLzTP8g9Fh7gaNztELamfR1HLz4w+RRJQ2ntjJnLkzq6bS7GpR1WEk6JK8qW0HDcdHuZR4UZ2WtXqzGKNDcvtINwfPKyYvsCx/3nHiIO3rPDLmGHd3H6PaOpHh6+0+TtU15hUwQ7Ewbe3aw2XN86tnUoMuSM0VUPts6djNXZ6bK6fSzEptkzpXUuEh8sr2daxjL02tm2uKMc7l4l1CUymcvUUQa4Xx0fAx6o/1U5GvmGaXz7Qs7U4Mt5G/XATTmfAguUvMj3eA/zaRHmDfE/AggWXuN1OZCMUzohkXMrpei3P92rpCktcVVropWbfQdQUSHaUO1xVIdJQ79Mc+eQ0yNnPeRJIJ3RU5ezEwJFMQiEmepAo5AHQZLGr7KCPBsFN8oJrP1EmVBrq4FgLgMLlcSTmwdJMkKWeYchcD6Ko4TC4XglCPrFuWZyzC+AYolTnBnJEuyUMSziNx2Vv+Cynafw/oKIhK+P6MFlMIBkSrcGVxVCTrBgyvCz4ubgNOGXJTGXncjVmZEk03wXQXgmc0zZsBXncD72AZ46Y8D7GQwgsmSSWmGAtdYIzFUbkpxhkCNxxwi5JL8pHbFSEPZxO8DjCuJQ9nYI0wVmhFxhrjpKyL7pywkaCsG3qTGKeYTgdt2dHJG5lEj7ue3FKNIcZoS48W9dxFT/LzeUHlvGM+xj2UzrSPOcYZaYifHYJVl+QmyTVJtvl8LMAPB9uUJNHlMuOqZF2jySLPjqVy3qE0tmMs1ofQ3J/IJTrHSpLLxFcIO8Z77XKlZft0m9rx2xPjalnXDOM2kqSBMcY4x46lEvK6603tGDacUexYsrJjUBZ06zBGpc2UCYUxMqgego8tfpO+Qtix2KC1n/MwL2n+WJy/t/bHQ2pga+WPxZwXdjTn9cePU9vILhpJopOwj0aKZlJD8QLye/I3oYbinXR8ZBcNJzr5WjWh6dRQvIhC3vxqmZFkH50Y3kpKHu3I8BvUEFpNJb78ckIsql/peI129+2hlJSi6aVNnDFqKstf6IcTI7Sx/VUShbbE3LWrfWmaW5EfTI0kIvTAnqeZxmYwGqamiil0/aJLOTuYu3iPpxL06IEX6P49T3EnYWQSr15wMa2fey4HP7nB2TOHNtBDWx6k/5N/d++ep+jyFZepZch6jF89tpX+uvNROtB3hEtN26NtdN2iS6lKbtqkl+0d++junY/w//G5rSOt9K7F6/k8cK4c7DtKd+94hF4/vo3vfd/Qfnr3kstoZlU+bieGu+gvOx+lF1o3ctC1dPI81tVnrhXpiwzQ33Y9QU+1vMLB15zqGfTuxes5w5uLMTokg1LokX3P0WBspGCMr1l4Ma2bY4zx80c30v37n6K2cBdna9fNOpcum30eFctlyHqMXzuxje7d9yQdGjhGRb4g9aS76Kq5F1Kl3LRJLzu799Nf9z7OQTOy2CeSbXTtvHfQ5JL8TQFc74GdD9A/yT//cecDdNWKK2lGhZYpVaQ93EX37HuSXj6+hTcPltTOpevnX8pnhvMwjg7SA/ufpmdaX6VoKk5zJk2na+ddQqumLM7DGM/g1bZX6CKVj/ZROssVoxW1S/IC1mQmSVu6t9LGzk3c1Rjl/KdPXk0rapbx+fMsjKU07ejdRRs6X6e+aB9XR6ysPY3Pvge9wTyMY+lOCif2qDVF4eRBKpFQmZO/uRVL91I4cZASHKx6qMjbQKW+mWrJsl4S6UEKJ1solhY0PSFvHZX6ZpPPnb/ZIHjZMeeBn1wit6Ssj8tM5jzo9ujmPKzdKk3mvA6ZT16Z8xrILVWbzHnKuiKhm/PqDPwx1iC9PPcqcx7OyoozvvlzXob65bX0qDzn1cnz48RuHPUPkbEVQUabCQ1CGYqSVGOB8aUk8OXlt9LGjgnK6BRjEeT2uK5R2+2AXMbl0S2MwHFoRD/glcvDfKouiJUzdMKg9bdXLsHTJm8s7CUSbeFzRyzKZLWXV5KweDHmnxI4aI43Iw1QMgOCcH1zATEelCMoZ+GE7gglM9sMaSncNIW8bm1HTyzO2kwoLIrkMZ8MxhlKZkDe3WeoK8pDgjqMD8jE2X8/jJHVkfg5S8bn8VyTThLjGCUyWw25lhE8+NyLdRin+LpGPGc4SynKTn3jjjFIygU5ea4uymIXk9ulLULTmU5KSXtzdMX3Xtc8ubmDgls/JTM7Hdmx8BXgycs48BVJWTflwI7/UTCWr+yaTx73ZIcYN6tniDQ73mqI25u3460ceL45jIPkx7ERQ4xzxSuXh5WMgx1nY4xdczGHGPkKLHiqHNpxeVZvAns7btDpFjrnndBt7lnPefsGXqD2yJ48LLxuP62ovopK/VpZ3ZHhLXRo+HX2vlpTHVR4uGlp9WVUFdSyWB2j+2jPwHPkicTpvLlf4N89v/9HlC4K0ILKC9RGU5D9AwfoV7t/x4ts5bq4JhpFXT59HV049XxV98RIO/1s5+2UDg/T9y/5X/7dvzzxBYqFvHTm5DV0/axrVNzAUfvRe/+FOsM92nVl6pS101fR/6z/FzX7NxwboY/f/6+0t+eQen84c4kGQchs3nH1d/jcrpKd/MIj36WXj26hokSGNvyz4D1d81/rqKqmnn573fc5YFMw/vZzP6V7dj/BZcJK0yCMEaWpv7rmuxw0KvLLTXfTT177YxZVEcaM4Ov/rvh3On2qVvL54N5n6BvP3MbjVa6Lz8CdfufiL3CTJ0VePfYG3fLwdzigVbrsKp/x+TM/TB857TpVFxjcdN/XaTSB6geBmzJ2BNgoPc7G+KvUGe7Nw/jcGau5BNrn8aoY47r7eg/nYbywdjbdfvW3szD+8jM/4GBVT3cjmkzV0c/X/Yda0ox/+94rtzPvbBbGqOMJlNBPL/0GzarSfOFvtt1Dd2y9K0tXwfiHF32VVtYvVnUfPvgcfffln1NRIk3PfPJe/t2Fv7iWz19/45yb6ZKZ56i6GOuXnr6Vr6lhLD7j5pXvp/cv1s6/AoPPPvEtrlLIxfj6eZdyqbKCcU+0j76/+TYKD3TTHVfdzr/75AOfoljIQ8trFtNnltyolj9HkhH66c7bqX20Q8VY+f+0kqn0qcU3qQErAu9f7fkdv3/Z7zTRpGAV3bzkUxwUK3bcF99Eo6lWco3GadrkD/Hvj3X+jlzFZVxO7Pdo1QqDid00lNiV51e4TWHwHAp6tSw2uGxx7Xx/TFQdWEPFPm2TBsGsmPMkgzkPQbNeNyyv3VJ5ujiioj8Li2BZzHlGMUg1H/vR5rykPOflxxWizHmpGrDCd2O8IgGWKyF5zgvo5rx9zK+bLz55zrPrOP/2lgl9xlabXM1awWOHWpQyQlK8IDHmh8KiNCNpixuJwM1mxiWFhUWXThcLKDNOPfBXtcu723gJOuWgVvxlrm4ys13eNVcCI6OAS/ytuG5KDdrNAi6h3aXxWPILk7tQ1caTllopzRltZZG4w5RrMUMdObh1WPAyRrIWm4VgnJaOmixUIQnxUmdh3P53xjhtGtQK3T5RAnISGCczuy3suJ+fn3q3mQOm5N0IElKZ/erPaemIDca7dBh32GC8Q8UYgZEIBox0M/KzS6gZLhEM5OqK71PSPg6enNqxqMzQ+4qMI18h7DjlyI6B4T8GxvKVpb2s4wzjwzqM8TnbTXETdiyI7SG4V6Og1tiO9xsGtRrG2LB0gnFc/lwywJgsfcXY2rEe47RpUCv+olfnKyQ5+DSz4yHVjrUNV2d2LPytlT/u1un2mQS1fHfy+yOkfXSPHNRq9698n8okaHvvIyqdS1/sGAe14l+zdTOUpu19j1IyLWwGmV8EtUJT0xXfS7Rn4FkaTYqKj5HECP16z++zglqI0v344SOP8cKbR59J0R27f02xVMxQ99XO1+j1ro3isySJ/vmx71P3SG+2rmwzLx3ZTLdvvEv9PYLP/b3CrhV9JeDY13OYvvv8z1Xdn712J71y7A35c/TPW+Ig+ouPfl/9zV93Pc5BLUTfCRfjG4mP0s0PfYuSaWEHrxzdwkGt0E1njRmB3i2PfIfLXJVMLYJajFF/XSWo+tenfkSt/dg4IeqPDtEXHvlP/hw9dYzyGf/76u/otWPb1LLtmx/8DxpN4NiEhpvyGcj43rfnKfUevvjY9zjzaoTxi62b6PZNGsbfevYndLDviCHGCKa/98IvVN073ribXj+xPet64u+IOkd66OvP/Y/6u/v2P8VBbR7G8P6JUfri099TuW5fPf4GB7W5ugrGX3rmVhqKC4xb+o9yUIvrGGH8Hy/9hI4OnVAx/soz/5W1caD/jJ9s/iNtbt+pBu3/9PR/0mjSGOO/7XucA2oF459s/xUNxLU5UG/z23p20UOtgl8ZcvfBv1HnaFcWxsr/j4+00T2H7ld1Hz36BB0YOJilo8hAbJB+v1fYImQk1cJBrfYU9GNJUnfsJfVdiKTa5aA2V5eRpO7Yy5SW/TEytSKozddlDxt/jcuZBRZiHs73x8qcd4gTQ9Zznmx3hCxup4qxuK7Z2g3Z1qPqz8nMPsOgVugO58x5rSZBLSQmrxmFZJBZNl3HJrPmvIkqEzqwFcGkNbE8Fkg8wTP5sjWhO0rXeJHBgYzxQlUT1KYnZQNA+ZiVwJBjPI60dMxGN8nldmLsdgTbkraIsR2Ddj2U/plvBghJZ8Q4UbZtvtgRkpKOyRjHTBeqmuCsQKZgjFHOZy5wZCPy2QKnGPfIf9nvAOPhAjBWdIYdEHH3F4DxcZmUXCnbNr+2KOFNy2dUtc0Bc5uHbab576xGy+duVYzFYsZcEirGqYydLp6vWAiLMVi1onep4xR/Y+2Atc8eceArBk7CjoGxtuC3x7itAIyP/Z0wJnWc9hi71M/GMQGFuN7OV2S48sH6/c+2YzuMu0Um0yHG/PmOMRYbXyn2iS6HGFuNQbFjRWfIga8Y0Nlx2pEdCxuOO7RjbKoZbxxognP3KYdzHuxdzHlHR7ZZjjaeGaWeqFjMHgtvt8Q4I6WoPSI2DNpGxHlPM8G/ofQZ8nrXJg5YzWhVkLl94cRL/P3OPpRAh5lf00yea3uR721n137a3X3QlFYFn/fnHY9waWzXSC89fegVU75Q/P6Jgy9Rz2g/RZMxunvno+oml17AY+uPJajl2G7ac3g7SSMjdNdrd1MonqZQPJX3Bd3hvk56affzRKOjdNeGv3AG2Eg3GE8SjYzSw1seZt17Xr/H9LrK1z0b72PdhzY/SO5IhK9hpFecyNDdr/2VdZ/b+QyNDvRQIJYwuW6a7t7wF763XYe3UuvxfXwfZmO+f+P9FB8aoK7OI/TynhdNdfF5z+18lnq72yg21E+PbH+EAvEkBfk62V++WIIOtu2h/Ud38Tju2Xyv/Hn5X/i8of4uemXfSwK3Lfcyxka6+DwajdDj2x9n3fvfuJ8ztfg3XN/Ijv+2V2xaPHjgGQ5YzewY2dg/735Y2OiR1zgQNrM35DXv3PUg21jLUCsdDbeZ6uLznj72IpcfD8QGaGffblNKLOi+0b2N36F4OkGvtG8wHS+ucSR8lNpG4OslGk5om8BGV05LEYqmxUak0DX3ABKlaDQp/Mpw8oDtnIdyZwhKeZ2uK8Ra3SyRIwRrJbVXj42PFcdW4I9jFgkX/ZyXcLh2GxJrR2RrbddumG/NNoYnhkzoM7aS6Y6xXuAocK7WbtKGYCqLOqCIVgQNNpDezzjU9TkYs4vPbnkIZWr294friQ6ZTrAQOhnJSYA2JC/yBw3LFbMlJi9olQYp1lcWiy17wnUhOPvqsg1KlPsCybYzjAfJwzyhUYcYVznEWM6sONIVn+0M46gckNs/O2ArAn3rIEN/ZlA0WxofjJ1sCIgd0Cb5LKIVDgiK+guwY6GD99pekrJdOrdjZ34FY8XZ+5Aju9cwjo4xxoMyxv32gZRy7tYWYzFparpjbcco0bXbZBDCZ16ZVsopxsECMK6V71NyiLH9pqSiU5CvcKSblOckJ3YMvYTt4ix7HD6Hc16EkhmJoqnsLFCuoGxwMN5BdUWzaDBunrlWZCDeTk2ly6k/3mbJ/4l/gw6kZeiwNVcoZVgHcmioNass1Ui6oz0USUVoy4ndtrojiVE63H+Mjg2hYsHOfjJ85hUlxjjvaCTPfV1kMlm+JLJoonjVRmRd5ayutTzG//2q/GUtKJG+hVA0+iFHuv9J7yDiL1u56deEgt3XnOjecg/P6I50/3mq7i7tRGQf/1SA7g8d6d4nhiJ/mQk2TZQs7Buduy3tGLpvdIrqiG1de7NKzXMF1zkydILPh+8faFHL8s1kNBWh9tEu6otmVycYCa5zdPgolfpLKZGxXocgwEYDqslFVZSSK1OstGPpHgp5Giiewaau9TigW0ZzKZbutl1XxFJdvJwvZF0hmltaz3ki64oMu7UfFILNt4haoWM3CjHn+R3544w0JDfVsptPXWJNqmMamGgywTO2p+SUnJJTckpOySk5Jf+4Ah7brc1WXOen5B9Jts+aRDED7uJTckpOyT94xhbcT/aZCtwiWlmXONjTAIsYsipO+2mF1E6Q9jsmQleM2WrXHQfOlQZEyKJZ79xoPIL4v12GrkjlvErL5XXm1xUtxZmz0basDlkSv0PcXAVkuSFohe6Rn6N1RhH3JRqXOMG4QvdcImOIsTh0L8Zgt+smOi66XE4whq5PfnY2qmxn4Mq0z8BCRGdb37hhzB2xbUq+3a5KtWssGiyY2xLI4kUjHYGFdcmMwjmK99reVwAD2Jp5S3/diNmOscvtREQnxUIxxpijY4ixrOuqIonLrcwNCc/BGcbwEeWqLs7vjK0dF3Pneici/Kbw93ZZW4GFr0CMy2UbkhxgDDuOWdqxgrH9u6TzFaxrt/MPO3MXYMfw3U4X0SH5b5zMeeBLDFDIW26ZtUXeoSIgGsJVBOrlLKs5xqD+gVQFGqk9hZJ2ydQyoQOZVd7MZ2itSpGhA5lZPoNe6dhgeWfg9izyFtFpDQsts7WQUn8xNVdNo6qiCrWJkZkg+7t0yjwq8RdxV2M1awse3lvO5DJkvfzm2u/T/NqZdP2fP0snhnDsxPza//mOLzJP7mcf+hZtPoGz/GbjdtFnz/gAvW/ZlfT9F27n5lFm94jxXrvwEvrnc26k379xL/1i458Ny6cV3dOnLqMfXfY1evLgS/TvT99mOlaMYXpFA/35hh/Rrq4D3AzKSkoCxfTIB39Jg9EhuuqPn7Z5R9304Adup5JAEV37189QJGWdwbp93be5k/D77v8idYyg07u5/MfaW+jcplX0xae+R1u79lqWAX9yxXvo3QvX039v+BU9dujFrHJ2DmpVvma32mhqxeSFtKl9p2UpMqiKIMvq5vO5YDPBGJrK69nW5lbOsszWQoq9RVRfXEdl/pK8JlBG79P0sibye9AQ0W+ZtcV1ZpY3cwWN11Vsk7WVmLcWa9OAu8Y2a6tw3AY9tTSaOmLpj5VGU2JuGnC0rsCcY96jQdHFmtDD6yz7OU+srbgplK2uS57znMUgbl7n+eX1upXNS2JNOoFlgmdsi21jc4ViQpRaWnf6coP43uWRO43l0wpkC6gSfHIHMzsjCKi8gR6XOX+YECz6RJNztAq3Fji+8qwXzVpbXA8twO0WMh6565uby5ytF5Ze1zQZY7ww5lyDQgSvVqEYe1zmfG7CRZeoHKP2GPvJLZdZiBJjO4zLCsBY0cHfWBe1K5/tDGN0GUVQV8r3aXVtj6tBtmMEXubcdprNwzZBzt1gOVrmWlMxzqcgMMPY67bTxfMVC1sxBuuSIWWc4m+sXZj22SUOfEVlAXZcLtsxMDbnzHxzGE/7O2FM6vtmj7Gkfrab0KHV78hXINDPJ4i3smM7jNEJOCBjbOcrSsXnO8ZYdJ4VnTAlhxg3OrBjZZzlDnxFpc6OrX23RjEBGw449McIhs15F4WA8sfrcM6DvYs5r6lkmeVoA+5iqgmJjr3TSpfaBCVeqi+az983liy2QRg6i/j70+tWMQUJnr6RYFF/bsNa/n7xpEVU5i/lbW4zOb9xLd/b4rq53GkXAYXx3bnohiWXUcDr5/Lii2aeZcrzid9fMvsc5lwN+YJMe5M1XpeLu+TiKxH006xpC2lB81JylZTQu9e8i6IBj/rv+i/olk2aTGsXnU9UXEw3nPEuivjdhrqxgI+opJguP+1y1r3u9OtMr6t8Xbf6Gta9YuWVlCkq4msY6Y363fzZ0D1/8YVUXFlD8aDf5LoeetcZ7+R7W9S8nGZMncf3YTbmq1ddTYHySqqbPJ3OXrDWVBefd97iC6i6tpGC5VW0fullFA/4KMbXyf5KBv00u3EBzW1axOO4bqXoUmyki88rr6qjs+adI3A77VrG2EgXn0fFRXTp0ktZ9+oVV1PE78nSUYJaxY6vn38Jf3/lnAuZrsjMjhEcv2fh5cJGp69hmidTXlmS6H2LrmQ7nlU+g5pKQWVjbscXTVtLPrePKgMVtHjSQtNNXeiuqF3GZcgBj5/Oqj/DdLy4xozSJmosEd3Zy/z5lFD6K+OITsgjNrbKWddic5a8VOwTfqXMN8d2zgPtDwQ0fU7XFWKtbs53LK4n1m6cLLLxsZgThD8Ocpdk+znP73BdUS7z8Lp4LWktmG/Nub0ngkzowFYYS4PFRI8AQKNf8bqaTSd6sdip1/1ca7EoAPWBFjCIM65mQbNXpgYRL7abeaUUI3QZ0Eughbd4LAjGzY1boaIRi3U2cD6Xa6YNKhNxP1jEgJoi//ErO4QzyCNT0WAsPvcS05cXFB7ZuE2xeNFxP5NOCmOPqynrb7PFL1ODOMV4yVuAMbJNGIOxQxd0P8UnhTFawpvbcRU/P/Vu3XNMAwg4WdCvKOJxTbfBeJEOY3Cp1TvCGBlW0MIY6wqaFIU7DW3mQYWSryu+x78p9CtO7Nit2rHiK9yOfIWwY7NAONtmmMJmTDAOvI0wLnaIcbMOY3zOUlPchB1rVE24V7MNhHw7nmu6KBAYY+HiHGN1TFkYk6U/Hj+M4SvqLXwF6H6KdXbcaGHH5dpmJ+vW29ix3h/X2fhjbXNB/F0+/6w252nPub54AdUXLTDEAnQ/oPBxyzRCk4LTaGbZ6fK/Zuu6yUNLJ60nn0fYDHhqF1SeL2tquuJ7Fy2supCKZS7bEn8J3bjgQ3zmUB+wKgt50P3MrRQLWwTAH194I9OV6K+rLORB93N63WrxWS4X/fe6r1JtSXXWKJTrnjN9JX1i9Q3qNf7tgs/QXJl2R9FGFhcyr6aZvn7ep1TdT695H53VtCLreuLOiCaX1tAP12unX9+56FK6bqEIfvRBNsYHapufXPHvKlXLWU2n0c1r3i/ramsnfAaCptsu+1cqDwp/NntSE/3HhbfwGPXXxffQB93PjCqxUEYQhWwsaHf0AZLyGaD7UWiEQH/0kyu/wdlC5f71YwfdzzULLlbvAXQ+Csa5z27tjFX0iVUaxv9+wc00e9J0Q4zn18ykr+kw/viKd9PpDWJM+jEzxiU19N3zFVZZomvmXsyBZR7G8P7+YvrhRf+iYnzm1BX08eU35OkqGP/XhV+h8oDAGBRBXz/7U6YYf3PtZ6mpvEHF+NYLv2SAsfgedD9Kdhef86OLv85cvEYYg+7n8tnnqxjfvPRjVCnT7qjjlfFbVrOIrphxqfr7d8++niYX12VhrPx/akkjXTfzalV3fdMlNEd+t3ID3MpgJX1wvrBFSIl3FhV7Fb+fresmP1P4KP445K2ncr/iy7N9Bar8aoNny2dKgUUFTQqsMtRlDxtYQz63eB7w4WKOcJnMeTN1FWZmc55sd8wLP1nFWFzXbO1WzetcRXzueXK210i3LGfOm2GRCAvKa0YhblcDc9saiy9rzpuoMuF5bDUC+iG5W6wgqxeZM2OyenT8EhQVKS5zw468MZEyroUmPENycw1BVi92ro3J6oWuIKsXmTVjsnp0rkwxOfIIv4TY+cFOkRE5suiQNqArH0B2Ejvt+YGQ4DhEuVxEt3iBbsDwuoJUGs0AMuQmhYC63ISAWiGVTvMLJwioq0xwU54Hno1Pfh4lbxpjdF4VpNJo8oXsdh1nSYwIqAvDOCrjBowxxuIxwjgp3xuaDMFGgrJuyAHGWLDXm2AMSoVO7nDNJN8Eku96OTuYj7FG8h1nm2eSb1etoW2OF8ZooJTOtMkNDzBpV8u6+ViACkV0xRXltSjbxG6mEb9avh2XC8JzQztOybYZduArcu0YGxvlpnZcGMY9lM606zCezJUUbx7jIX52f1+MYcft3DFSs2NzsnrndowGHN1vU4yRcQiaYIxOlwMOME7KfmXUga8oxI5hu8OO7Zi7H7PPSo3pnNcfP85dikHT43H5aHLRLA56/Z78+xuKd7LuUKKTr1UTmk4NxYso5M3fQML1TnRtpLlT1/HP+48/Tg11qzjwzZX+WD+90vEa7e7bQykpTTPKmujsKWdSU1l+5j6cGKGNh5+nC+dfwT//YdPtdPrM82hOhcZLqY4hEaEH9j5Nj+x7jgaiYWqqmELXL7qUzm9eQx452FEEHZIfO/Ai3b/nKeoa6aPJpZPo6gUX07o553Iwopd0Jk3PHNpA9+x+nI4NdlJlqJSumHchXTn/Air2F+VhvOH4VvrLjkfpQN8R/vdLZp1N1y66hAOiXNnRuY/u2vEIN6vC557XfDq9c9E6qi/Lr45o6TtKd+98hOl6cO9rpi6ndy9ZTzOr8nE7MdxFf9n5GL3YupGSmRQtnTyPblhyOS2erC3EFemLDNA9u5+kJw++zJ2gwbWLTDUCYEOM9zxND+9/jumIplXU0/ULgfHpjjC+ZsE76NI5aw0xfv7oRrr/wFPUNtxFFcFSWj/zXFo/+zwOCnMxfr19O92770mm6UG5+MXNZ9GVcy6gymA+xju793NH4109B5i/9tym1RwgI2jOlUMDx+hvex+nzR1oFOWi0+uX0HXzL6UZFfkVKO3hbh7Dy8c3M/XP4to5dP38S2lhzex8jKOD9MD+Z+iZI69SLBWn2VVNdO28S2jVFC0ZoAhK3zccgs2v559ve/mHdNasC2hF7ZK8bC46JKP78eudG2koMcxctGsmn07La5by5lAWxlKadvTuog2dr1NftI9KfMW0su40WlV7msp3q8c4lu6k8OBOqq0RmzVD/ZuopGIRlyvnSjzdS8OJg5TIYE3voSJvA5X6wDWb72NB+xNOtlAsjbJ9F4W8dZyp9blFVV72OKLynCdoprT1cdmbnvO0dR7mvCJ5zqu2mPMwjyXkOa9envPcBmsQUAZpcx7mO7fpnNcvz3mj8pynrPOsq64mgvxDBLbahBzRJnmDIEOvK9pup+RJvjjPoDRdwBNVJ3k+82mhy3QdUlSUbLFRm+98gI+Tu5/xLjIWMOalkoIfUaFuwOLFvBxNLHqUc2MoBzMvlcBiCl0/ScqQy4WstdkuvLIpMEAkpTmDoGTOzHGLqIGtUor99sYYfG9hLgMSula4oSOuODeGRb61vY0XxhmZ2iMll66I8kpz3EDtkZAzzxU2uqBDiTnCWHD34sst26b772rHouSmaIx8RWF2PF4YF27Hw0TY8R8nO7bHeOLZcWEYR2RfMdYYp3UbZgHLRcZ42nEh/lhsBmJT0mMYWOslnOil0dQAB7ZVgQbyuM1xi6SGKJzoZh+Bc7U+t/nxgNhwFwXLRRYiPtRFAYPgTL1uMkJHw0d4sV1f3EBVQfPjKPHhfgqUi6x2V/chqqtRMvb5Ajqh1uFWiqWjVBmopIZilBWalIxm0rSlfTcHdtVFVbSifkFecKaIQiuEgLEsUEqrGxdzxtNMDvS20qH+41zOvLpxCRX5zHE7OthOe7sPcQZwZcMiNVNrJAgQt3fs5XtCsFpbYl6uOBgd5nO8wHhB7SyaWq5l8HMlno7TkeFWPodZG6qluiLzqigEU3v7D/IzrCmqpuayJlOMcb4V3X6H4iLomlM507wsV5JoR+d+ag87w/hg/xE6MniCgt4ArZyyiLE2E3TD3t93mDHGGdmygLkv7B7to53dB7gSeUntPKouMj+OhuAeHZCB8bxJzdRYZo4bAtq9/QconklQY8kUaiwxq1IhSoYHyVcmPrf1xG6aPmX+mGF8NHyMN5eKfMV8pj03ANZLYriN/OWiGiATHiR3Sbn5mDNhSqQH2L8HPNiUtPKbSV2SKGTj58fLH+vnPPSREWXCYzvn+WRdqzkPa+mIPOdhfvzHaFg2oZtHaRNrv9w4RUfSLmEHe3KecYH3UfBU6Ru4BMhDTbxYy742dqO7c3Q9RBJ2S0rzdvFTTKgsvwQ8FC95uRxSnB/QdEdl3WGdLs5nTRUlBfrzFeANZDLl7OYikoR6/Zoso2XORx5vNj+kJJXIZbKerBcrlWmRD77LuEnifBaXQOh2xgTf41GZ8zGt0y0lr3te3qIVrcIFB5f+MLuPSMIYit4ExoOUyux/kxhPE6WKWRjHZTLsfp0ugtsp5HXPysEtxWPI5dVEhonLJXUL3PHEGJmolHRIw411QzwGpUxG1ZV6KJU5qAWUPBQ/ed04G1brEONmztDlZ667choRoFV8pVxq7crJRnX93e24EF9RiB2PF8bCjvdqnK+2dgzdAQM7np2D8Xja8RHZjjM5dqyV36q4ZU5QSjpsYMew+QoHGAdkjGveIoxjsq/Ixbhe9hV6jJOUyhwwwLhWxtibs9BBI5TsJkuShGqQupzngcULshMDY27HEvNk9+T4YzQywTuaOz9G5HdaTxXkJpKQech+diPJPtrT/yyFk4J3GYLgdlrpMppRujIL41hqhPYMPEsDMlWPgnBD8UKaXXGmWrYMSWbitG/geert20uiqJLo1c4/UU1yAc2rPJe87kBW4Pn4scfojZ7NWU19ZpbNoquar6Eyv5aJwb+/cOJ52tT6LH1Z/t2v9txOtdUz6KrmazkA08vGrtfpubZnKJrWGpFVB6vpihlXU1OpVl4IebrlFbr1xV9yEKMIzt9+Ze3H6cKZZ2Tpbj6xk7797E85iFIEGcXPnvFBzgjr5WDfUfrG07cxr64iCGo/vOI6umnVu7ICjs5wDzdver0NvMFCkFHENb949kezgrrh2Ah967mf0jPMwSvsDaWt75h1Dv3r+Z/mUmd9pvS/X/413bv7Cc4kKnLGtOVc0lynC4YFxs/Rq52vcMCqCDYE8Dz0GMPmn217ie5teYRpZxSZUlxHH13wXppdkb3hsKlrK/1p/z00ENfep6pABb1v3vV0Wu3SbN22nfTt537CQb4dxsjSfufln9G+PkENBQl5g/SBxVfTh5dek4UxeIuhu4kzsBrGyNh+dtUHsjGOj9Ctr97B3LMKfzKuddGMM+nLZ3yMSvzZGN+28ff04MFnsjBe07CMS5priqqyMH7g8GP02JFnsxo4zSybTjcufB/Vl0zOwviZ4y/SI7vupx/Jv/ve5h9TdfVU+siC9+RhvFHGeFCPcbCS3j/3es7wZuE2eIj+0nIP9UR7s5pRXTZ9HZ0xRRw90GdV++IbKRntIKUe4MTow1TqX0blvgVZviKVGWVdQeejiJtKvDOpKrA0Z62Qlv1VNkWfJKGvRXbVj7U/zs6AmvvjoKyrBcOCwx1zXmvOnFckz3nZwXs6000pCe9zImfOm0MeufeDnjIxmQG3b1Sn65PnvPq8TVwx543odD3ynGe+WTRRZMJnbBGoCoMy7fumGlZa6qaMBTmxxzVHDW5FwGXe7QxniJSJHtmRZOaNLKPOvi7KIqap2ZREZrNpZ1QskHyeuboX8ahFF1W8ZCKgEy/XcYtuZ1j04BC7m3WTmV0WBNB+8rtXqbhhUQuSaWPxkM+9Us1CouROOARjEWMIvY0wTsq6xrihDFicZQTGGR6DugDO0y0hn3sFO0h7jNEtcOVJYYxyXuHsjEfhcy9TgwIRDOwy0cV5soVq4FUYxgmSSBe85AmaFdSdhB1jQjmuy+q+GTvOxliQqZt1RsZpommqbiF2XBjGQ5TMbLXAeJbamMLejhvI55mjs+NN8gSYf21sNCjn0MfOjl2yr9Db8UEuvTUWj6xbpJLcp6UWCzterk7044vxJtMuyiePcVrGeMQRxsIPmnUD9crzmGdc7VgEtR2O/LE4umE+l4rNqko187qx66+U5kxJPm5TS5bQnIqz+ftEOkobu/9KiTT4i/N1q4PTacmkdYxxWkrRlu57KZzsI3ckRufPFechn9v/P5QpClKpr5pW1l7LgTAw/vPBO+ngYH5nZOTcS/1l9ImFn6Iin7DNR488TBu7XydfNEFfP+8H/LvvPv9lSoUCFPAE6OMLP6Vmel/teIWePP64AQZokuamj8y/kRpLhL091fIK/fNj3zfQFfI/67/GnYsh2zr20o33fo2zu0ZYfHntTfS+pVfy9wjK3nv3FyiSjBl24v3Asqu5czFkIDpEN9z1eeoZ7c/qxKuMGSXJP1r/NcYYQdSH/vZlzgLn6uLecGb1d9ffyuW9wPizD3+LXjm6Ja/zM8514ozs3Tf8r5oVfuTIw7Sp+3VD3HIxfuzIM3T3wfsNdXHtr636PDWXT1cDrp/t+A2ZyeeW3qQGXlvb99DH7gPGGUOMsdnw3qVXqJnXjzz0FYqm4oYYv3fhFfS51R8UGMeG6EMPfIX6ogOGGKNz8vfO/2fGGNnUmx75Oh0aOJ53XWCMbOzt67/FgTAw/uLT36MNbdvyxssYF0+i3115q3p+9w97/8IbArkCm0e2+T/WfJlqQtVZGPujSbrjqtv5dx9/4BOUDPlljL9AzeVik2Zj5xv0s52/NcX4lqUfp+W14qzv4aFW+unO22U/l4/xtTOvonPqz1Izrx2RJ0U572iUpk3+sMC+83ckFQepzDeXKgOiGV1airEu/m/kV0KeRqoJnulwXYEgVDR5EuPERlLEoT9GsDxk4Y+hKzYxUpljlOaEhNmct0ItdU5nuiglCU5iw1G4F6vBLTZyk5ltpnOe1zVH3dDNSOAX32w65yHBhk3aiSwT+oSwKCmwasstqQsyUatuTUWhLMiEYWfvsudfuVtta5/KwFCtSLMPy2OF7hFLKgpkRWB4QgZtqEGgp+iGbVp444UW2UuciTIPBiAJHRY4Z2C+gMGI05lW3S6XNY2Qssgae4xbTwpjnKGwwg3ZPSU7I85PhC10R2Qn5wTjeAEYpynN9yRn2kwdo/hkgZXAWGS4zAX/rmHc4gBjYY8i62nVXn5ILjt2asdKpmPEYvIh+d/EM+DyHMcYwzas6H5gu30nZceFYezEV6Qc2jHOxwrcxH3GTa+Ne1NJ5flsj50ddzvAWJIxPqGzYyvaKmR+NTvGvZoLcG0pAOOWk8S41dKOTx7jbtOgNhdjYftWFBcp1QeJd8qpHacd2HGvzh/32Oj2qBjb6/aqdDKtQ5soYxLUQo6P7FDpgI6P7KS4SVAL6Y0docGE2AztihykcBLjN9KVODsMHR5DuJUODCKDLxl2RB5ODHEgC+mL9anf519VokQ6QS+2P88/x1IxerbtaVNdBCpPHX+Cf0aA+oMXf2miKwSZXCW4+eHLv+HvzbD48at/oNGEmMdu3/hnPqNqRi/zx233U9sQKr+I7tz+EHUbBLXKmJ87/Bq90b6bf35k//O0t+eQoS4+C9nhJw6KwGlj2w566Qiy4fnjxd8jg4kzvZDeaK9hUJuN8Qv882gyQvceethUF+O4++AD6pju3Pc3spI7999TEMaRhHj/f7XtLxyEmmH8590P8dlXyN27H6Veg6BWGTPO9G7v3sc/P37oJTrYf9Twuvjdnt4WevqIoJ/a2L6DXm3bajhexni0l+7Z+yT/3DHaZRjU8nUpQ7F0nB48/ISK8T0t1hj/RcYYdgwMreTO/X9T7+eB1odNg1rIw62PUTwt1gqDcWyiYs4z1h1O7ucsLX+fOGAa1EKi6TaKZxT/N2yzrsB1wgbraiNJqT5Y+OMhh/446WDOU9ZuGUqZbvoWvnZLSYfksmo8P+s5D2tRQVU3cWVCB7ZKoGYtODcF4xpywLsXkR8ovuw4QEXtvWjsZMePCceARQHciTXXHHZt0ExF/JUdXyF0hgvWRaMWO3oJUa6N/3fZXhVNWsRLozRIspKY7AzGGuNMARiTirFyn+aCzICia57NUEcs6zjDuMMhxri7bnlzJrekMF/EGYuobBNWzhySkM96xBzYEDDGODKO3r3CbHOoYN1CMHbmK8JqMzOnduwc48ECMHZux4XZZiG67SfhK8T1rX2FYsc9BdjxoAOMRUM3ze6dYIxzwN0FYNw+xhgLHfW4hKUo78dY23FU3vRRztRaiTjzrvlvK8Hnhjmr2hVtseS8hH11RA7wd+2je2woPFzUMbpf1t1rMwYXnZB1tvds5XJm89FKXKLMur3bDHWRyUIG1xON0b62zZQKD/H/XZEI/175Il1gh+seDR+lwfggnznVlx/nj4Goc6SHs4jHhzq4uZMVRy6CrGcPvcYBLYJLoyBKRcLl5qZLkPt2P2l5XWTnHtj7DH+P5ktmVC1KSfJ9uwVXKppnmdEeQfCZKFGG7OjbZskBDu+3s287l49v7t7OTajMdSU+59kX7ad9/Qe5kZGV9MX66eDgYcYYZ5eteIWjqRg9c3gDY/1M6wZbjBGkQh48YM79CwFOjxwUmyMPHXzWFuOHDjzL3z/a8oINxhI9eEBstLzasSn7vKsksQ0rX95InLYc3sB2/EbrBnJHovz7QCyZf12SaN/AQeqLDfD/7TDujfVTy2Arlx4fCx+3fP9RIr2rbxdvfkXS2OC39hWjKVR/EY2kDtvrJuWNVEfrlaFx0RX+WMQAdv5YWydgzjPn/hUCvWFO0lhtVAsRa0du1sibks7mvIkqE/qMrdjZcSLYuU46vCa6lDmVlMMxgMwaCzM4Z/vKb6ELcXJtxeHbLUo0HdHsx24cSXmXDS8XELFjDEw6HIMyjkKenVOMEw4xVnQhdnYhyXiRg8W19uycYZzQ/Y0zjDXbsB+HljG10YWeRQOFfNzsNogUSb0N7FjB2KltYqzOdTXbsBbWc9RCX/EV5hmufF2I/bNWxurEhpT3w6mv0P7GiR2nHOqKaxZmx+6/o68oFGNFx8ncpLxDTv1mpkB/XIiu0xkyTakMNhys/QUW9Sg9hiQz2hlVI8GMFE+LTDgyu9YCXTm7kxy2HcdIUlx3JBnm5j258c6X1iknDxX5HqEoMpel99iSRvrNHR/K4iLFNXsjVtVlmvSMDpg24NELApyeSD8Nx3FG3NouEBz1jorP749ab/wgeEOZstIwyiooQSCFLCGke6TPMvCD9MmfHZaxth5HmmLpGA3FhxgPq0ARgmBr0CbgUnXjwzSaiTvCGLjhDCzGY4txVOA2ELMeB3BCRheCZ2iHcXdEbIj0ROwx7o8JjPVnX2HMX//CPTR7j1HA8lM6B9RU5Ay3wbgzjPEsPG57O0axLp5dhv28/fo4jc1LDhTtnp9EKbnappB1hTPddAG6krw1EC9gznO+znM5XI9JjmMQ/Zw3MWVCZ2zRotqZgIbA5/CavgLifdTaO2mNLXGbbnFd+0WB0IU4uT9lrE7GrPCxBhyMwyfzIPodvQhUIG7OdT0FYOx3iLGiC7GzC5euGYt5lztNO1AAxn7d3zjDWLMN+3E4bdsuOu0VgrFTt+F9G9ixgrFzeyvINi06H+oFes6eneIrfA7tWLmm/fNTOZYd2bG/IF+h/Y0TO1b8pv0iBnrjZ8dj7SsKxVjRcTI3Ke+Q0znPPU7+GHrO5100b7LKlEKwqPd7RHMcnzuf+if//KVopBeQ/8ZKW9Ep85XZjqPEJ65b4itVg9pk0MeBaiEybUcb+XKyXrimVYdbvdQUV1JNsXmnZkUQ4KBRUFkA1HvWzwTBUXWx+Hwj6p/cYE75fDR7sssm1hWLc37okmyVTYRMkj+71Fdi+/aD/zboCVJ5oNw2qIWU+8uoQtcAzFI3UOYYY+CGTsZ6zl9TjEPimpVB63EAp+qQeB54hnYY1xaJpls1RfYYV8m0Q+hSrIg/ljIJas3lwMIplAh683CrCDjDGM+izG/eZVsRhHx4dm728/brYw+6CIO5wnbudZFXpUpzvq5wpqvYgrOEgAjfAwXMec7XeU7WpRDnMYh+zpuYMqEDW/Dl2Qu4+mBU5Q5ut0ju8Bl0YLAKtYHgGrQWvISi86ub6mwMS9IInXnMdlcuK1gX3FZ2Lxi4sjRd66sKzkngUeLgpQHNhH8cMHYXgDEmi8lZ92kukooBOL7sRNFxhrGiK5osWY5X7toHzkw7OxZ0KSHZJuycHoKBShnjcgcYK/xpZWNsm+UF6xaCsTNfoXB1Ordj5xhXFICxczsuzDYL0a0fJ1+h2HFNAXZc4QBjweOq2b0TjEFxUFsAxvVjjPGUrPfEWpT3Y6ztGItEBNYhB/5Yof5R/LeV4HNLyePyUl1oluXCHfY1pUg06AKvrdWYEQRPKRaN/+qL59uMQaIGWWdpzXLLjC3Gt6JmpdCtXqbpulycfUXjKOXre89/lR7aeSfRyAjFBnvp1he+xr//r8e+YHhddEWuCFQwnQ6a+5iPgZjfdHn9Amosn0xLJqNLqvk7guY/F8xcw1Qzl8w+xzLgQWn65XNF3+hrFr7D8roI5q6afyF/D35du2ziNQsv5u+vmn+RZTYRn3ntQsFLurTa+nnA+y2eJPhQV9Yu5W7C5roumls5iyaFqmhe1eysgM5IqoNV3OEXFESL68AiYG5v6Hh8YfMZjPWFM86wxXjdrLX8/ZVzLrTF+LLZ5/H3V8y+wBbjK+ZcwN+vn3WuDcYuunLORfz9mVNWGW4IfPbuj3JTqE8++Cn6/cZfsR2PDnTTpx/8DP9e+frP/7lWrToAxvMqZ9OkYCX/H4GoHcazKmZwY6pppVMt33+/20+LJi0it8tHRR40WbP2FcVe0cCqxNtsr+ub7thvamuQsdUV/ljEAHb+WFsnYM6zCy4FNR6aioJ1wFo8vHZEN2es153OeRNVJnRgKyZkq11QvE5iN1EsprJpHnLF4xI7syJTac6DJ66MBZowDq97pqWheFzNalc0rxsvmvnOHzr2ajynFTaLDegpuqU2iw0sDLVAQ8HFWPw6LILcJc1c3ORxz5B13TbXFd0yxwfjGSeFsYdtwhw3dEVG4Md/h6DOwoGg06nSCdge44AO45ANxh7y8D1BF5QlwMJ8FEpHO2AHKhQrETQwCsazHGAsZ0upysZ9gK/TX4AdKzurJTZBDP6tVJsEHGMM27DaHIHtTjopOy4MYye+wuvQjtFJWuAm7tM8u8r0S/L9w0bt7bjWAcYuGeMGnR1bZbfc8j0JO8a9jo8dF4LxDEs7PnmM4StKHGEsbN8q+yg4ePnv+J1yasceB3ZcrfPHNTa62AwQ926vi0WUwHVG+SpetJrhhq7IIa9YKE4tWcxZVrOFMLoiV/jFBkNd0WzufGx8XReV+mpYh8dQOoPmVMw1vC6CqDJ/Oa2uFbQjk4KT1O/FpVzcGRZf6IrsKimhs2ZdSlRcTMHySXTO7PX8b4mQz7Ar8sVTRTAHntqvrL3JBC8h+HclIALtDr43w+JzZ36Qiv1iHvvE6vdwgGsWTL1/2dUcLEPet/QKqi2uMgzS8FnnN6+hFfUL+efL5p7HnY+NdPFZC2tnc1ANAWfuOdPRvT9/vPj7ySXVdMOSy1SMV+kxzhmD3+OntfXn8s/FviK6dublproYx7tnX6WO6X1zryMree/c61Sc0CnaDuMiv3j/P7bsXRzgmmH8noVX0JQS8V68e+F6zsiaYXxe02paWjuPf7505jk0p2q64XXxuwXVs+ii6aJT9ur6JXRm43LD8eKzkD2/fv4lKhXSBY35BcbxoI/t2F1SQusXXcV2XFxRQ1csvoZtWPlSgloF43fJGMOOQZtkJe+be716P1fNuFz2L8YYXz5jHQU8Yq1QEVgkV2Ia66IrstctV2H4QXkTNNVFV+SAW/F/ZTbrClyn1GBdbSRe1QcLf1zu0B/7HMx5Ym0H3+l1zRqztZvXNVPt4uyxmfOwFtVT+E1EmdCBrTqBsuG4DHbwNdoDCOggwNOUv8gOZFH98HVd4MysN9D1ZNEeQNCeG9QU4KLKFgQhs7OCFiySmOYhb6cHvIlNzE+l6eKzppm8ZAic6rWFBjsOLDCNFqy4F5DFu1Vdn3shL9pyccMCyu8+LQc3TGwz8hbZWByL9uTa+EDxIALW3AW5Tx5D6E1gvMwUY4WGxh7j6TkY+8jPurllSYKb0udepMPYLah0DAJy7ILx+GTnYY/xipPG2ONuJK9rbh5u4P/0uZdmcaGB39PrXmTg1ANZFCn2GM/JwRhZSNh1rgPEvWIzoDbHjqc6tGNMBI1jZMfZGPPC3NRXTM3WVe3YbWvHhWFcboPx1ALseHaOHZ9mUNkwnnZcYWDHs3hsxnYMv6LdN+4V95xvx0UyZZVTO16UxWNbOMbArdQhxitMMG7IwdhjgXGtmC90GMPfGS+QimTb9Diw4+CbsmP4WzEOr0Fgne2PRWa80aCM2i1vSGobzkXeclpZew2V+bKDYfDYNpetptnlguoD4veEaGXNtVQZaMxDuLF4MS2edImKMbLBy2uuotpQ7kaGi+pCM2lFzZUq5y3+5l2zbqCVtavySkpnlDXTjQtuUql+IJc2radz688nnzv7/uqLG+ijC25SaWggZ045i9Y3XU4hT3YZNYK3D877iEr1A7lo1ln0w3VfzeJzVXhsf6ij+oEsmzKfbr/6W9RUkV0pAI7Vfzv/MyrVDwQ6v7v+B7SgNnvTEzy2nz79ffRPZ39E/V1lqJx+f/0PaFVjNtcosqIIPP/r0i+rGAe8frrjmu/wuPUBK4IWBLS3X/1tpvpRMP7hun+h6xety8uwrpm6jD9TofqBrDPBuMEA43XTL6QPzHsnB7l6QfD2lZWfU6l+IKvqltNnlnyUKnMyt+Cx/ezSj2VxrALjX1z1bZpWkV1hUREsY4wVqh/ItPIpdPv6b9PcKrGRr8/qfnz5DXTzqvdrGAfL6ZeXfYdWTF6Yh/E7519K3z738yrGCJZ/cuk36Pym0/nt0WMMHtv/u+TfVM5b/A1ogq6Zd3Fe+fmq+iV0x2Xf4bJpRd4/73q6qvlSNXBUZEb5NPrXVf+kUv1ALm26gN4PjL1mGGt8zKvrltOnDTBGRhd0SgrVD6S5fAZ9atFNVB3KtvlibzG9a9Z1KtWPwKeUJocuJL8728fiKFGFfzFV+DUOYgS10A16cjfZ3FTqnU01wTUG6wqjzcZSlW5QwVisS8388bQcfwz/WmXij6Hry6bScc02mfNAb6fN9R53HXldCw0yt4Esqh++Y1cFr/20BIEi4LGdm8XdjrWkWFfkznngsZ3Ba9GJLhOex1YR0QUSLbrxf5wvNN+dEU2RwvJBaizQi00JiQU8SsdIpRTLZXlddOZERkCUeFp1sEPH5lEiLolDCYJ5Vks0UFEOlKM81zyTI6gsorqSSfMzXOiImUEHNinDCxd9AJWviy6iA0RSmlyuYnK7zDMSAreIfMjeJ4/j7Y5xlDJSmHcqha4VbnHKyJ3x3JydDPwdMM7IXfSScvlKmQ1u0E3IQWnFmGEsGh0ozYCKbHTH346xQaUPoN6sryjEjgvDGF1/Yydhx5U2uI2/HdtjXKgdozN3ahzseLwwjsgYu8cYY9EJXoj1OfnxtONC/LHokJzUHR0xzxyEE700mhrgoLYq0ECenKBGL+C/DSe6+TlUBrA5Y55FiA13UVDOSMaHuihQZl4NFElF6OjwEW4GhEBVH0DlSjwdpyPDrZTMJKkmhAyweYkeust6y8SC/ETnPqqvnWOKBShT3mjfQ72Rfj7riQypWSYQGKN774nhLioLlNLqxsVqoGMk4Jw91H+cg1oEr/i/mYD/dm/3IfJ5vLSqYTGVBc3fUzSS2t6xl+9p6eR5fKbWTAajw7SlfTd3NV5QO4vLfscCY+js7T9IkVSUakOTaEZZkynGKMPdP3CIm0+hPHlO5UxHGCP4BhZWGB/sP0JHBk9wlvy0yQv5/2YC/tv9fYcZYwS6+sAzV9A1e2f3AU6WLqmdZ3kueygWpq1de7hx2PzqmdRQan6kKTbUT8EK8bxOdB6khrpZY4hxCzeVcoLx0fAx6o/1U5GvmGaXz+Tsr5kkhtvIXy42hTLhQXKXmGdGwX+bSA+wfw94kMCy8ptJXVf3kM2a8GT8MXyi9TnZ7DkPm4SiXNl+zsMmfLnDOc8nz49jM+dNJJnQXZGzjQ+8ocPqJE9SheEkKxZcfZSR0GUuxQeq+dyiVGmgi2uF5eviZcDiqJwkSTnDpNeFMaPT3zC5XFi8w0DcJEllecaiLTKgixcM1wIxNAw2/5FkpGFKZ9rAtieXhUwij65ELlt3lHklJUl058POOXSNFpYwfuhyG3DKkFsqI3I3ZmVKNF1w27bL/IxpckloWNEgSnUNcVOeh1hI4QWTpJK3LcYKrYjQlU8VSsYLVixUWVd2eHw+hnUDbyHGKaYsQlt27uQthcjjrie3VGOIMbhLQS/CXfQklJrXq+cdc3FDO/h0pp0kipJL8pHbFSEPZ2y8Bk50gFKZE8zLiRIilFd6OAObPwFo1C3KpFJii7E2qRRZYJyUnwccNLPuEUkuw/dDBMtD8saWna/ItWNxptbMjt8SjCUPSRYYZ6QhSmdOcCDlktwkuaplXTNf0UaSJPM0F+QrynkX2Jkdl5DXXW9qx7DhjCM7BmVBtw5jVNpMeVtjXJivEHYsOG3hgYKy7pu1Y9jusGM7Fv54SA1srfxxFsYEjCeThyabYNxPAU8H+T3CV+AOJckY46F4Jx0f2UXDiU5+tjWh6dRQvIhC3vxKjkiqn3oiO0nJJ3VGdlBt0WkU8uYHBQPxAdrcvZH2D+xnKqKpJdNodd3pWVlVfZfkLd2baU//LopnEjQ5NJlW1q2mmWUz83BD994dPVtotfzzCyeep2W+FM2rnJ+30EfgsLNvB+0YfoPCiWFqT5WRx5+kxZOW8JnS3AD4mUMb6J7dj9OxwU6qDJXS0XkX8BlYpQxZj/Grx7bSX3c+Sgf6jlCRL0SXzD6brlt0qWHDqO0d++junY/w/5F1PXfGanrX4vVUb7Ap0BXpok29r9PhyGEOuhK9/bTKczrVhmoNMd7Us5EOjO7j86CjvV3k8lhhvIn29O9WMV5Vt5qaDTCOJKP0UvtrtKFjE40kR6muqJbOazyLTqtdkodxIp2k1zo300snNtBAfIgqgxW0tuEMWjP5tLwMMYIzUAo9f+Jl6o70Uom/hEYpTGfXn87Z2FyMd/btpefaXqa2kXYKeAI0kOqlcxvONGyUBMqbp4+/QIeGjpLP7aGeRBdd0Hg2nwfOFVzv6WMv0t4BQX3VFj1OF049hxpK8jcFQKPz7PGXaVvPLt6gOTzaQhdNXZuVuVYEQedLx18kpZgb3LVrvSlaUDXXFuPJxbV0XsNZnOU2wnhD52Z6Wca4KljJGJ8+eUUexvArkVQbhXyHqdYzSh5XgEZTaKo2Qz6mkI1xLN1J4cQetd4lnDxIJRIqc/I3EGLpXgonDlIigzW9h4q8DVTqm6mWLL/ZdYVYc5Lsj0U/Ent/DN1yE3+MOa9D5pNX5rwGckvVJnOesq5I6Oa8OgN/jDVIL8+9ypyHs7JuE3+coX6exyQalee8Onl+nNiNo/4hMrbCUNtMaBDQCbFONRYsuFISnEZ+K23smKCMTjEWQW6P6xq13Q7IZVwe3aQNjkMj+gGvXB7m0+mCO9Go5b4ol9C/OKnMMUpLhwzahKNEcDEHuYqkM12Ukvbk6Irvva555HFrDjIjDVAysyOHukXoohxBOQsndEcomdlmSEvhpinkdWsOUjiDNhMKC5Rx1L/tMMYmgEQKkbdeREkKMk6aLhaIxt0Fha2VvwUYxyiR2WrIJYngAXahYZzi6xrxnOGcnyg7VXDLUDIDgnQjrsWAXHYaVDFOZQ5Qhp9Jrm165VLS0nHHGJkziU7kfL6iO4lcuvdD+Arw5GUc+IqkrJtyYMdvD4xTmaMyAXyurlv2FdpiKp3ppJS010AX53Hmk8etZU0yUj8lMztN7LiZvO6mHDveaojbm7fjrRx4vjmMg+TnMmAjjHPFK5eHlZwUxtZ2jMWGVnaGXXPh34zsGAueKod2XJ7Vm8DejrUSvML8MTDeycGqM4z3U4Y6HGF8ZHgLHRp+nT2D1lQH1QduWlp9GVUFtTLl3uhBOhx+idyjcVrZ/Gn+3ebDP6NMcYCay9ZSdVDLTB0aaqE/H7iTAwHlurgmOFMvaryYzq4XjX8gHaMd9Pt9v6V4OqbqYgRYDq6sWUWXTb9CxQ0ctb/d+2uKDHXT18/7Af/uP5//Cp9TxLlelEArAWs0FaU/7PstdUQ61PtT/l9fVM+ly0E5mELg8IVHvksvH92i0t0opx4RfP72uu9zCbOC8bef+ynds/sJPmupNBjCGJEh/NU136U51VoJ7S833U0/ee2PXJat0NjgM1Aq+39X/DudPlUr+dzWs5UeaL2PxwmsFNww5muar6Ml1Zpuy1AL3WWG8dR30NlTtDOfHaPtMsbxfIxrV9NlTeJspnjO/fS9zf/LPKqKKNddVr2Ibl76MbU0dzQZoVu3/B8dC7flYTyjbBp9acXNHPQrmwy3bfsl7erbm2NvRDWhSfQvK2/hgA0C/H+35y56sX2D+tlizC4ukf7KaZ+jqaVa2fiDhx+new89kkVVhL/DOD+//BMcWCqCYPI3u//E96vqwvdJEt206IN0xhTR2Ayys3cv3bbtDtZTn4f8GTgHu376Rbp36Tj9YMv/UTocptuv+gX/Dk2jYkEPXdi4lkuVFYx7on30/c23GWK8vGYxfWbJjVkYf3/zj+n4yIk8jJvLmuhLp32GQt6Q6le6Yy9zsJorXlcx1YUuIK+7SLXjvvgmGk21kms0TtMmf4h/f6zzd+QqLqO60Pnk92hlyoOJ3TSU2JW35uU2hcFzKOjVstiShMAT3PBj7Y9jst904o+j8pxnFINU87Efbc5LynNe/poXVU0oPVYCVmAs/LERpVhI9scBnT/eRxnDuckn+2O7jvNvb5nQZ2xFAINFrRm/2HBWcJPiBYkxPxQWpRlJW9yIwMiMSyqe9YKIBZQZpx44G9vlDGL+mLIF5QnItmbUwEgEteJTckfMizeZ4xEkzSKozdUV36ckkL2P6F6Y3IWqppuWWinNGW1lAbPDlGsRi5Vs3DoseBkjWYvNtwPGIjAyCrjEp4rrKrypCdOFqtDu0ngsGePcoFZovVmMk5ndFnbcz9dWBIt2M/JuBAlYcCqSlo6YBAOQhGxvYvwZ7DiqwUCubSII2aHDeHScME6bBrVCt0+U2WT5CrOOktk2I+w45ciOgeHfG2MEnyLgMtKVgxDVV4zKQa2RLnzFXtZx5isOy9Uvih1vN8VN2LEW3OBejYJaYzsGxiMWGIsshz3GcflzyQBjMsB4+0lhLIJPKzvuzLFj40WU0O3NsWOzRRTJNjyUsxnozI6Fv7Xyx/DXQvBsjINaSMwAY6OgNh/jvtgxDmrFeLLnsQylaXvfo5RMC5uJpAY4qBW45c55Eh0efpGiqUF5IT5Kdx38E6V0ARePTcbx6banOPDlEWVSdOeB/5cV1CojgGzu2URv9GwRv5Mk+kvLXZx51YvydwcHD9AL7c+rv3/4yIPUGenM0lH+j2AX/67Iz167k1459oaMoexLZf3OcA998dHvq7p/3fU4B7UQfddcjG8kPko3P/QtSqaFHbxydAsHtUJXWzvhMxBM3/LId7jMVcnUIqgVdTDadfE9fnff4XuoJ9qjYnw3Y5wyxvj4k3Ro6FAOxnFjjLs30tbeN9R7+Mn2X3FWUC/Kdbf37qYHDj+m/v63e/5MbeF2Q4yPDh+n/7fvr6rufYcepd19+7J0FEGA97Mdv1V/fr7tFQ5q9Z+t/B0ynT/a+gvOsPOYenZzUKt/dsrfJTMpDkyREYUcD7dzUMsY63U5cJXol7v+QB2jYi00nAjTj7f/kp9b1vOQ/+4vBx+gPf371aD9f7b+nGKpbDtWdJ9pe5EDaicYIzP8UOvjOoz/RCdGOwwxPjJ8LAvjwcQuw6AWkpIi1Bt7Vf15JNXCQa2CbPZYktQde0n1FZFUuxzU5upiJCKYTmf5Y+OgVvPHim7KgT+O6EqKrdYVwHNYxVj4RbO1G7KtR9Wfk5l9hkGt0B3OmfPgjwcs/PFu9acMKq9M56Zklj+eqDKhA1sR6FgTJGPy5QmeDdGa0B1lVbzI4EW28UJVE9SmJ2UDEJOnucCQY2rJm7XAMYoFXCqDnXbrEaPsgL+TTti08HZxOTN/ggSjtiYbT2eOyZ+AhY81WXRKOiZjHDNdqGqCswKZtw3G5oszRSTNMdmOQdNB6Yi5s5NHIT9fZxgfl0nJlbJt80ILUYqels/2mTtzzeaBW5r/zurO+Nwtn9+QKC3Z2WaCMpJY8Ng/j5PDWEwadmTnymePOPAVAydhx8BYW/DbY9xWAMbiHXSCsTNfIRYi4jlbt/tXxmlvxy71szO8eZFw5CtwvMJsM8DYju0w7haLF4cY8+c7xrhXrZ6xxk3DeHztOO3IjoUNxx3aMTbVjDcONMG5+5QDX0FZGOOZW0tCth2iY+HtlhhnpBS1R8SmTHdU2cg1ly5ZZ2vPFg6mzHBGjmdDp1hg7xvYSyNJvIfmz2RD5yt8b22jbdQ+ioVi9jvijybJF02QNxqnrUdeomR4kIYG2ungia38O/wbvlTCXNkyd/fvonAiTNFkjO7e+ahuszZbELziTOjuroOs8/ut95p2nYVu10gvvdAqNgz+sPV+83OQJFEsGaf79zzNP2/sEplzTUFSx44v3OcbrS8QjY7StqMvk2s0kvXv2bop2nT4Odbd17aZ4sP9WVjkfm089AxJIyN0uH0PtXcfJm8kzp+X+wXdlw48TYnhQerra6OdRzfzdY10vdEEbW3dQIP9HRQfHqCXDjyr3keebiROxzoP0NGO/TyOZ/Y9bqgnrhunkcFu2n5kI9/fs/sfo2A0ZTpeGonQhpbnWff5/U9QIGasy1+xFD2//ynWffngs+QejZqOORhL8zih+0bra3y2FvccyOFVVmz+8aPPsv20DLXS0XCbKV8w7AJl0giW+6L9tKV7h6kuQr3XOrfQYHyY39dwUmwY6W3INRqTv6KUCJ/g87TAODywXfu3SK7vgr+OUDQt1rzDif021GApGk22OlyDjL8/xvEOs81ZRcTRIPjjmEUyQD/nJRyu3YbE2pH9sd1aAfOt2cbwxJAJfcZWUuvkrQSTGXa37CZt5ZXEWSGnggYbSO9nHOr6bRd+EDGGMkeLo4w0qGYTrF9G7IUOZP2N9RiG5EX+oGG5YrbE5PtSGv1YX1kstqydQT5u44OxkzHDzkTXZCf2NloAxkLHGcYYZ9LRdYEtHCjOZDgRnBkUjYBSDnQHyeMqcvDuoWxtkDzMxVoIxtabT0KU84pO7C1agG5StkvnduzMr4hz8uKsZLoAjKOOMXbuK5rk8/c2E7dy7tbW3sSkqemOtR0j22+3ySCEz7xyl26nGAcLwLhWvk/JEcbOfIVix5EC7Dji0I4zDu0YegmLKpv8cYiAzznG9uNwybq1NBg3z5QoMhBvp6bS5TSUsNOVaJh1iI6EkcU318W/HQm3qrr68lEj6Y31clnx0fCRvBJWyJfW/SjnL77FPVa/lvPbY0samSdXoVbBdY6PHKN0wsdZQCtBl2I0aJpcWkNtQ+bVARCUkG4+sYu7G+NvrO4NY9hyYhd9aMU1dHj4kBa0SxJ99OO/p2k7jDeO0NtW629rJTcR+pvjy16+QujReocj3du4V/jtjnRFWe7/OdIVV/xuAbpfKGAMH5C/rOXn/N/18pe9fJ5ApmRMqCSE6zlGO7lJFBpA6curjWQ0FaH20S7OHlu9SxDY16GhVlo0qYEDTO1DJaq7+BsUfF3LNurFnincRbF0D4U8DRTPYFPXehzQLaO54+CPC1mDwL/i/KtZFaFekC2OqBU61iLJc56z9XFGGpKbatnNp+hFM0ikYxqYaDLBM7an5JScklNySk7JKTklf19JBn0cqBYiCBJ9Btm0t6NgnGZB7SmZGHJg4RRKBP9++SxkYc2CWjOJrZlLUpEVB+0pOSX/QBlbcD/ZZypwi2hlXeJgTwONhZBVcdpPK6R25rXfMQnJevYZRTEGwRNpflZMHrFLHKRH05K0FLUYO47TV6p/k5bL68zHIFqKM2ejZWkfJCjflxPcXAVkuccfY/E31jt0Gh8m/m+XBS3WYWz97BQ+TJfLCcYYp0++ro0q8wCD89U+AyvGilyCT35XUg7sDc267LK2EtOgFI4x8LN7p4vUZ2h2BkWTkE7X7ro+2dbyu9DmC+wswLvcTkTw0xWKcchmR1jDWPiKfke+Ao0vJD7CYG5ICg+pvR3DR5SruuJIxFjacTF3rncioNJR/L1dRlFg4SsQ43LZhiRbjIWNDjm0YycVECGdrt11YWfuAuwY/tIpzQOoKVwFYSzGYYOxjFtFoJ76422WGIP6B1Lur6fuaNhyzivzC93ppdP5DK1Zpgn3NL10hqqLM55WUh2s5uY4TaXTtWu6XJx9zQ1UA54g3bL0C0wz9NMdP2Z9lI3mZ3XFONCp2evycYMjq6xtRpLotPqF3PEYdDrI2prdHyhhVjaIHCn+ZmObeSkpxnCarIvuxFt7BvMyef/12Be4ORb834qa0+iSpnX0SsfL9MKJ5ywwdvP1bpjzHtrVt5PP7lrJpEA1fWLRp+jw0FFuBmUlRd4g/eDsb1I4OUJfe+W7lhlFZOO/f9a/ccfjL730TYqlrcv1v77qCzSttIH+dcP3uMGSlXxy0YdoRd0S+tHWn9P+fmS7ze3t+tmX08XTzqP/t/cv9ErHJtPngfGi6/J75l5Djx55mh449Ljp/UF34aS5zNf7eucb9Ovdd2b9Owe1Cl8r2KmL66jIG6K5lbMss7UQ8NvWF9dRia/YsEohdxyzymeQz40Gdd7srK0sxw/frgas4KP1uSuoI/I4pXKylayjdguWmLcWa9OAu8Y2a6tx3MLXZp+Dt/bH0QLWIHb+GP7Vzess+zlPrK24KZStrkue85ytj928zvPL63WrrK0k1qQTWCZ4xrbYNjZXKCZEqaV1py83iO9dHrnTWH7r9mwBVYJP7mBmZwQBlTcQXIrWAiMVHSK97vz2+LkjBqUIf+dqsC3L8rjFbjJagNstZDzuafInoLjHemHpdU2TMcYLY87nJkTwar1dMBblr1YCh1qWFYhaawsdtGS3e7088vN1hjG6PoPqCWTiGI95wbzH1SDbMQIvc247zeaBG8i5GyzvjLnWZI5REI1bi5/ccimL/fM4OYwFgbr1wQHts0sc+IrKAuy4XLZjYGzOmfnmMBbvoBOMnfkK0RVdjMF61vS4Gh3asaR+tpvQodXvyFcg0M8niLeyYzuM0XkyIGPcaIsxf75jjEXnWS/7RMkRxuNrxx5HdixsOODQHyMANefXFALKH68DO6YsjPHMrcUv2w7RtFJ02LVaMHupvmg+f18bWmBzXaI6WWd5zWlyZ2IT/keS6IzJopAWFD0lPryH5s8Euri3xuJG5sJVN7hcLkqG/OpXKhSg5dPPIV9pBZVX1tPshuX8OwSFuYLPW1S1mEr9pcyL+u7F603HgM7Hi+vm0sK62TyODy6/xjTQgC66J5/XvIZ//uDyqy2D2qAvQFcvEJ11QYVkdF2MH/eH/6+YcS5RcTEtazqbpOKirPvXfyVCXlrdfD7rzmtcSYGyKsbCTH/1zAvIVVJCzfULqL62mVJFArfcL+ieM+ci8pdV0KRJjbS4aaWKce5XKuSn5dPXUEXVFAqUVdLZcy5Q7yNPtyhA0ybPoaYpc3kcF8671FBPXDdAJRW1tHT6ar6/C+auo1jIazpeKimiM2adx7rnzb2E4kFjXf4Keum8uRez7tmzL6BMcch0zNzteN6lrLtixhoKlgNjTVcLEIXNX9p0AdsPgtCmUtAQuk3t4qJpa5nGZ1Kw0pBiSZ8eAq1SeaCM39dSnzFnLgJWqThE/tJG8pc1MsallUtJKg5mfWljhr8uopBH2diaa705S14q9s1wuAYZf3/MySIbH4u5S/hj8LkLn2g95/kdrivKZe55+GO7tQLmW3OO6okgEzqwFcbSYGFYWCxr1CBeV7PpRC8mYq3CHy26zRcFoD6oy6IVMQ+avTI1iMtwTPkuAYs58Vjc4JV0zVQ/JXfEPvcilXPK7Soir8toohd/B7ofhVIBixhQU+Q/fqELKhqPTJOCsfjcS+Sdd6MRT8nBDQs7M2Jz7N5NelthjA0PcweiUNGIgIidCJmTxwu6mIAO4yXjgjFawpvbcRVfWxGve45pAAEnC/oVRTyu6VnPJ1v8sr2J8buZS63exDZB4bFEh3HxGGI8WYexR37/jSchQfdTnOMrzFxets0IOzYLhLNthilsxgTjwEljjIoNUO8Y6woqGs1XFDOlT76u4ivAvVns0Fc0q5Rjwo6XmuIm7FijHMO9mm0g5NvxXNNFgcB4TkEYq2PKwpgMMF56UhhzkF2QHddb2HF1jh03WthxuWrHQrfexo71/rjOxh9rmwt4NuabgkEDjPO5OI0wnhScRjPLxMnA7KAO2QkPLZ20nnweYTNF3kpqLgV9jMvAjl1M9xPyisVqsa+Ybpj9XvIy1pquEpCC7mdmuZhrEQC/b84HONOq18UIIKD7QZaSf+dyMZ1PqV+jCtGPfXbFHDq3/jz195dPv5ImF0021J1SNIVphBT59Jr30VlNK2QMZV8qf+Fc7Q/Xf1XVfeeiS+m6hZeogax6bZeLSgPF9JMr/l2lajmr6TS6ec37ZV1t7YTPAJ/tbZf9K5UHhT+rK6qjq2ZcIxOoaNfF9/gd6H5qQjUqxu9mjL3GGE99BzU7xbh2NS2vXqHeA+h8KgPZm0XKdZdWL6Srmtepv//IgvdQo0y7o1xb+X9T2VT64Px3qrrXzFxPCyfNk6+X/f4hgPv0ko+oP4MzFzyt+uehXBvZ9S8s/yR5ZIyX1iyka2delqeLzwCl0i3LPs6ZTwgogj668L0CY72uS6D88UUf5MwqBFy5n1t6Ez/LrOch/x3ofhQaIQShX1z+KaaPynoesi7ofs6pX5ODcfa6ScFkWc0iumLGpTqM30sNxVMMMZ5eNo0+ME/DuMK/iIIexeZdeXQ/1UGBKaTEO4uKvTMMdd3kZwofxVeEvPVU7lf8TPb7D57s2uDZ8plSxR/X2fhjRdfrwB/LGVsEoZbrinJt094l1uzma7dq8rg06jyfex5XLBnrluXMeTMsgvegvGYkNQkGbltj8WX544kqE57HViOgR8exYZWsXuy+GJPVo+OXoKhIcZkbduS1XW69Lq41IpcaJFWyerFznU9Wr+miXBUTKAwau9YeA92oXNYWV7MIIgvkNWw8g47GGRqWnd8kOZuRX2oGmg7RTbRfLSmErp4nUBtHjHXR9RPH0N1UxlldUbKQq5vQkUqn+YXzuhvUjHg+bsrzSMslfxVyBvatxDgi69pjDH4x8TxQooExIhhDNsPniORb6AYcYFwuyLgdYYwFe70JxinKSJ3c4ZpJvgkk3/VydjAfY43kO842zyTfrlpD3NChVBB3o8EWykbrWN+I5Bsd/1KsO8KTCa6JKgIjku/xw1ghUkcJE557UNYNOSBSt/IVuXaMoLvc1I4Lw7iH0pl2HcaTuZLizWKMBhF4dqKpBMqfqmVdp74C73/xGNhxO2Wkbp0dN5j42ELsGGT13W9TjOGPg29TO4btDju2Y+5+zH4zZeuPczEGvu4xwHgo3kltI7toKNHJz7YmNJ0aihdRyJu/gQTan57eLdQ05WL++WjH01RbvYJC3vyF3kB8gDZ3b6L9A/uYMmVqyVTOSjaW5GcxRpIj9EbPZtrdt4sSmQTVhSbTqrrVXE6bi1ssHWO+1x192yiSjFBVcBKtrF3F2d/czBY6y+45tpGWzjibf/7Dpp/Q4qYzaPGkJSrfrSKgj3nm0Aa6Z/fjdGywkypDpXTFvAvpyvkXULG/KA/jDce30l92PEoH+o7wv18y62y6dtElXK6cKzs699FdOx6h7R37OKA9r/l0eueidcyRmyvdkS7acuRFWrfwXfzz47v/SitmrKXaUK0Jxhtp/8B+HcZrqLGk0RDjLd2baU+/jHHRZFpVezo1lzXnYYxmXS+1v06vtm/kRkZ1RTV0XsNZtMIgewjaotc7tzA9z0BskLloEZSePnkFB3x6QfZ6c/d2pvPpjvRQqb+Ezpqyms6qP53LlXMx3tW3j55te4naRtop6AnyNXFtBJ250jLYSs8cf5Faho6Qz+2hFTVL6PzGs2lSKH9TCNd75vhLKl3PoknzOPisL8kPQlAS/Vzby7S1ZyfbyKyKGXTR1LXUXD49T3coPkwvnHiVNnZtZXqlaSWNdMHUszkAzsUYpe8vdzjH+LXOzfTSiQ1MEwSMz204g1YbYAy/Ekm10cjQLqqrEQH/cP82KqlYQO6c+R8Ygx4I3ZSTGTS29FKxdxqV+JrlZnTZEk/30nDiICUyWNN7qMjbQKW+meR1F4+RP1YaRAblOSxo448lnT8OGc552joPc16RPOdVW8x58LEJec6rl+c8t8EaBJRBTv1xv+yPR2V/rKzzrKuuJoL8QwS22oQc0SZ5A0PV64q22yl5ki/OM6jcIFSZ5I0MNVs3Jgdo4qye1c6H4DHEl1tekFjpRrldN8oy3CbBgP66WHRBEKwavYiabpK7fhLI313IWhdZ6GJTYIBISnMGwShYzg0slcBWKRN+e2OMYFk5bwNd8xIT4ciUcxhBm+cxXhhn5FbyKbl0RZT+GevCkYHaIyFnRStsdEHVEZN3LystcQM/Mnfxc2EXGdf1jpEdF4JxWjdZBSydc2G+4q2y4/yA5M1hPEzEO/6F+IpyGyw0OxZlTf9/tuOIbMd/T4xTsu7f1x+fPMaVlj42lhqm0VQvX6/MN4W8bnPcEsPd5C8XGZnEUBf5DYIzRZKZGIWT4K3MULG3moLe7GyrXhAIHBlu5aALQRwCLzMBnVDrcCvF0lGqDFRSQ3GjKW6ZkTC5S8XnHmnfRdMm5wfAiii0QoPxAQp5QjS9bEZeAKwX8OT2RLvJ7/bTjLJm8nvMfWFfrI86Rts5c9tUNp2KvOb2NjzQQWVVIhM63N9OZZVmWXgESBHuMo2gEaXaVcGqMcEYmwJ7+w/y9WuKqqm5rMkcYynD3X4R2FUEymlO5UxLjA8NHaHeaB9nnudXzbbE+FgYNE9dFPD4aUHVHAp4zG2zc7SbjoaP8/XmVc6mYp85xv2xAQ6CcUezK5p53GYykhilfQMH+T6nl02l2iLzLraxVJz29h+geCZBjSVTqLGk3hHGtUXVNMMCY7xD8XQPpaUYedwhPvdq5SsS4WMUkINvKTxErhLzdy+RHqBkJsx+Jeip5bJm8zGHWR++IuDBhpnV/J/UnTEN2fj5QtYVhfhj/ZyHvgWiTHhs5zyfrGvlj0EBFHHkjyeSTOjmUdok3C83TtFxwkmiFCx3EQHeR8H9qj/MHiAPNfFCIvvayA525+h6iCTslpQaZKO6cpoLuYkklHplGyJzTzFBciynxXalXD6p143LRM1yYxi+RQQFmOhnZRkiXpJUZn8e5yOyH1zKp1t84cVKZVoooyeilsR5AC6B0AXDgu/xqMz5mNbplpLXrZU4a/qDMgeX/hyPj0hCqW7ROGCMstDyPNyErhOMU/LzyG7gIkk4E1GT5RiYV5PHm83BKUlo1lSX8zzGD2NkSVLSIQ031g3xc0YJe5au1EOpzEEtaOeh+Mnrns0UG3oB7QZsSG1mw7peLuNHhi5bd5RSbJvDOl2cM5wmykHz7Hivxv9maceFYSwRGkhkN3CQpCJZ13fSvqIwOw7L43BixxHZNpN5dpzbtEFgDNzCbxLj2Tl2PJ6+4ohsx5kcO9ZKnBVB5jMlHTawY9h8hQM7Dsh2XPMm7dgpxiC732eAcb1sx3qMk5TKHDDAuFbG2JuD8UHKUIcBxvOzbLNQjN+8HaORSU2eHQuMgUXUAcYjsq4eY5wNm5qHcSI9SoeHX6ThpKDqURCuCc2jaSWrya17/1OZOB0Jv0KD/ftppfy7HX33UIU0j6aXnkVet7YQzUhpOhZ+jXpiB7jqQJEyfwOXNPs9Gm4IFl448Ty92vkyL/QVaShuoKuar83LVILv9bm2ZyiajmY1mLpixtXUVKqVF0L29O+mp/bdT7fIP9954A8U6qqmddMuo/lV2ceJEPA9dORB6otpzR5D3iK6sPEizgjrpSvSxQ2ZwKurCILbs6acTefUn5sV1A3Fh+j+1nupdRjvnhAEt6fVrKR3TLs0K6hDpvSh1geopX2bSlf0kx230ZyGFVxajVJXRYDVE8ce50y3/hzvzLJZdFXzNVSmK9kWGD9Hr3a+koNxI+vqMYbNI0t6b8sjnElUBCW6H13wXg4C9bKpayv9af89nElUpCpQQe+bdz2dVovjEpogiPv93ruoM6K9pygTvn7WFVx+rJfj4Xb69e4/0pGwxgWKoPay6RfR5TPekYVxX2yAdff0a12AUaaNa94w5+osjEeTEfrdnrtoc/c29UwzilyR/fzgvHdzqbM+U/rnA/fSiyc2cEZckUWT5tONC95HlcHyLIwfOPwYPXbkWd440J7HdLpx4fuyssHAGNnl+w49moVxffFkLu/OxXg0dZwG4lvlpqVCcAa2KrCCs6Z6iaW6qS++mdLRHlJO3J8YfYTKA6s5u6qXRHqQ+uIbKZEZyDovW+afR+W+BVm+IpUZZd1YWu9j3VTinUlVgaUG6wrMu9kUfZKE8/S1BawrsjOgwh+3Upr5YfX+uEyexzS/IjjcMee15sx5RbJu9kZGOtNNKQlzXiJnzptDHrn3gyIZCRsByPbr/bFP9sf1Bv4Yc95Ijj/GnGe+kTFRZMJnbBGokin5MspP8ZDE5JaWuiljQU7scc1Rg1sRcGkTa/6VkbJXdEGmjOuadcDDgrVKV95w1KKDGQ5516m6icxm0w5mKFEV5+wQsGUomdmqBRl5uiXkc6/glxePPJnZZUEA7Se/e5WKGxa14qU1Eg/53CvVLCT4L4VDMBYXoQlS6CQxPmahe7IYp2Vds061cGQNMsaSPAazLooB+f7cDjAOkN+98qQwRlm6cHbGSPjcy9SgQAQDu0x0cdZpoRrcIsuXzLxhasc47y0a6IhNBmGbxri5qYF8njk6O94kO+f8a2OjQZxPFHYs3iVnGAv7MeuM7JXffzFhoaTHvOMylhHT1OcxfnaMzRlzHyQ2UirHHWM8ZzXIOGlf4ZJ9hd6ODzLJvLF4ZF1hx6nMcUpLLaZI+NzL1Ym+MDseYl9obsez1IZXAuNNph1+Tx7jtIzxiEOMd5p0wHfp/LHYbEimESyfsMB4lc42C7FjBLUdjuy4MIwjsh0bY4zyd2xO8L1lYrS7/35KZCKG167wT6PZ5RcxxhkpRXsGHqZIqp/cozFa2fwZ1tl8+KeUKQ5SkXcSLai8nANhYHxw6CkaTBi9ey7yu4tpYdVV5HOLIO3RIw/Txu7XDTRdHMh8fOGn1Czkqx2v0JPHHzfURaDzkfk3qqXOu/t30V9b7iZfNEFfP+8H/LvvPv9l0VCIiN49+z00v1IEt8fCx+h3+34t+7l8LC6dtp7WTD5DzbzesfvnlEgnDHXPmHwmXTJNnEMdTY7S7bt/TiOJcF4nXIx5bsU8HgcwRsD5mz2/5CywNxrPGjMaJk0prqePzv8YB2kY558O/JFahg7mjQF1DTiHjC7HSlb4kSMP0yaHGD925Bm6++D9hro4U/y1VZ9Xy3BRcvuzHb8hM8EZVZTWQg4OHqbvb76NO0wb4fa+udfTxdPOVTOv33z9vyiRRgWGwfNouoBumHMNfz+cCNM3XvsBDSWG8xp1YcwoSb556Y2MMZ7Ztzf+D50Y6ch7HpiVmsqm0ddXfV7F+EfbfkE7e/fmY+xyc/D+zTVfVs/v/mHvX3hDIFfwPILeAP3Hmi9TTajaIcZfoOZysUkzmjxGvfENphjXBM9Wg1twyXZFn+P32TUao2mTP8y/P9b5O24OVelfQWV+5f0PU0fkST7CYvT+l/nmUmVgGX+PLDF08X8j3ZCnkWqCZzpcV6BSSDToFO8b/GvE0boimcYGsdn875XnPOFjU5ljlOaEhNmct0JmUMA6r4tS0h6LOW+xGtxikzGZ2Wbqj72uOepmY0aKUNLSH0/lTdqJLBP6hLAoKRiw0lAXZKJW3ZqKQlmQCcPO3mXPv3K3nAHC99Ytx7FgESUN4nvrttxDckksxnPCsi03Mk9K5kCcZzNvZ44FFmr6xfc4C2BF95PQYRG1CLj4kymdEcT2wnlY0wgpi6yTw5jGHGMR6FjRr0R0Dg6BgBU1AP4t7BDjeAEYpymdOSLrpuRMrZlIlMqIfwd2IsNlLvh3BWME11Z2jF1JUR4M3SOWuGHhDQcq/q5NxkYyf3ZqwDniGGOxM2lF95NS3w/hK6zofjJqYDG+dmx33V7VjgXGaUuMYTuFYizO9hgHtZqvEPfEJVCmY5ZkOz6hs2Mr2ipkJTU7TnOm1nwUwh6d2nGLzo4P2djxYZ0dt1r6ipPHuNs0qDXGuM8GY81XmAe1YsTinpRNO3t70+zYzsf2FOAr9BgfscQY96Zg3BXZbRrUQgYTx7iMGNIXO0yRVJ+JrkSRVC/rQMLJDpOgVugmMqPUHd0rX7fPMKgVmhIHIi+2P88/x1IxerbtaVNdBDVPHX+Cf8b3jx99jKzk8aOPqoEQgmWzoBbyTNtTXMYLef7Es5RMJ011N3S+ymdfIa93baAwAi6DZ4K/3ze4l46GsdlLtLNvB3VEOgyvy9uKoyc4WIcg+3tw6IChLj5rODFEm7oErr3RXsOgNhvjF9Rs5r2HHjbVBV53H3xAfI6UoTv3/Y2s5M7996gY37X/PtOgFvK3lge5jBdy/+FHOetpRuHz+NFnVTqgp469wFlxo+7T+KwtPds5qIa82rGJjo/gzH6+Lj6rdfgoB+uQ3f37aUfvHmOMpQxniZ89LgLZjtEuw6BWXDfDNEcPHn5CxfieFmuM/yJjjPlxICHGYyb98TdUXzEQNw+4IIOJ7bxJxd/Hd5kGtZDh5H7O0vL3iQOmQS0kmm6jeEbxf8M26wpcJ2yw5jMSjFXx86MWQS0kTanMUXUNYj/nKWu3DKVMN30LX7ulpEPqukKs16388XFOJE1kmdCBrT0vFQRneuAehhzwoEbkB4ovOw5QUXsvFsx2nFcwONSyi//biRKg4oC5tbgonelwqAsd8QKiUYtdO3NNt8t2tGggIl4aLOTsCgBiclA5HhiPFIyxPQdZobpDBWDc4RBjWG63vDmTW1JoPF6RGVQaZ1lJQj7rEXNwf2hOgHFgWnQwZsbAoR3LOoVgbLWRo4lyPSe6YbWZmXM7Vs4i2tlxtEA7VjC2HoewM6fvf+c4+wpxfWtfodhxTwF2rDTZsxLRFESzezs7Fj5LlAk7xdhqAXMyGHc4xO3kMHZmx3q7tLNjceZdYDw8LhijTNha10W9MbHJ0RMVTXZyxR2Jk3tUfPX2bScaHaXevh3kHk2ov8cXZRWrSer1tvduU7vzmtwZB3w4U7tnYDel5EW5WVCAIHEwPkhHwkconMzHDZy2yODiKzLUQ8c791F/33Hq6jnEWVLl33K/cF/727ZQYniADpx4gzzRmKkuPmPnsQ38N/i/1XUD0ZSqu+Poq+STx4dr5D8NF73Rs4W/39a71ZLXWwR0QhdNtty2GG9njNHYKZmx2kSV+CxtX7Sf9vUf5CyplfTF+jmoRKOoQ8NHLPlY4+kEbenezv9HebMZTRIE97OhAxUdxM2azAJg1nW56eV2Edi/eOI1S2op/BvKjiGvtL9uek4YgnvBZysBs5Uu7mVDx2aBcdc2SzvGveA8LwJnlP2KgFL5UJGJ1X9lRvopHj5KyXAnJcPt2r9F8v04Alk0lspISYqkzSsfFTRGUyJQHEkdttdNyhupDub/QtYViq5IFrls/LE4zy/mPGs/KOawmDzn6Y/cGQn0UBGAo012a960aPzI54Dtx+FkTno7y4Q+Yyt2dpwIdq6TDq+JLmVOBY7A6WFrjBVO0Unlt+Jg7AwbbkxxFHYLP96X1jVUshtHUt4txt+4bDlyxXlBu4WRItBz/uyc6yrXLQTjdAG6Tu4vVQDG8vOQuzY7wVh73tYCPS0rbaMLPYsGCpqAlD0h36PkUNehHTNehWHsTFfJ4ju1Teinxsk2XQXoJh1irOBm/6wVjKVx8BXa3zix45RDXXHNwuzYPY52nBxjjGVd1fbHFuPC/LFzXatA4M1inMzYb/wk0iKbIjK7+bJi0T/l/Q6nA7NPCBKFV8+ivQ9+ReXJVD57JImGNTlxb47gbCM6IUMXAY1Rtk0v0EPpr5F8ad2Pcn4jyn2/bnnFbN1/caR7K/9XOdvrRETRqLlwqxo5kMT/7XAYTYoqhrD8fytRMEbmEwGaVVAJQUA7aBPUqrpxwTBhJ3i2uC7Kt9M2n48y1kH5TG84YX1/uBdFF5seVu8U9xOPiQxhf3zQFgeUQYvr2m8SI5iNpKKMG8qN7e4RuAU8urFKEtVd/A0Kvq6dI84VOxZrsbEdowz7eXvfgjO94qyqnd+UKKWe/x2vdYUT363MefEC5jzn6zyXbcJOiPj8Que8iSkTOmOLFtXOBLQwPofX9BUQ70PP+RgE3E4Wt8rn27Xd5tMo8vfmXfk0bY3Ty34cPpkH0e/oRaCCcfMWgJunwOdRCMaeAnSdjNlbAMby8+Bn5wxj7XnbaVt38MvS5U57TnQlWc/r4N4UXYd2rDbHcY6xM12P2nzCmXjG0TYLeT98DjFWcLN/fipv6jj4Cu1vnNix16GuuObbx459Y4yxwmPr5J0uHOPx8cfKsxsfjH3ufGqjbHGR3yPOaPrdWuOrTJGfA9VCpHRjC7kj2gJO+ewSX6llUKs0WgLVC3TtgjnlmiU6Ophk0EfHluTT30wEwbgxfghWCEpDKPzfKgsLKfaJJoilvhJbK1YwLg+U2wZzkHJ/GVXk8Amb6gbKqCJgr4tni+uiU7KeH9hIEGwpXYxBGWQlCNQV3YpAhW3GtjIoembgDK1VFhai0A5ZdVTWN7Mq8oYYN7ugVsFNT7mDDKxVUGsmsTVzSSpS/J7E13Szn7dfu3nQRRisCrZ+00VelSptvNYVTny3MucFCpjznK/znKz9Nd1C57yJKRM6YyuIj83OJikCrj50HMVLDodg9fKCciMol7N6bXZuNIoOScLLY7XTDEMS7bzRgc2uLFJws+IFnsLnGs1FIo97iqqbkqzOEEJHdEYDt1XGplROr2s9Bu5XKTdBKXGwIwWaCf84YVxSMMbgaDQ/32aka51REJyPTjFWnl2dDcaikyowBtcZSdZ2LOhSQkQSJiA4M6vdP7/KLyruz2qX163yp7mpjktsLMfsmqyzY1ESZCyY2KYUjDHu075sqLwAXyG4OguzY59DOw4VaMcKxtblyLAzZxhn66akoQJ8RWcBvuKIja9Q7LiGSDowhnYseAOd27HwWRiPXamshlv9GGM8ZVwxFnZsVwYMu/SRJHkd2LFG/WP/7p0cxjXBOdQe2W6hK1F1UDSaqQnNpZGwfL7d5eLsqz5QhTSVnkU1oVk0nOigA4NPipFF4gZZXRdfD7K0epl6htbkzlTO2QWVC7nRlFkZJ5CaVjqNgxcEfqW+MlGO7HLRb+74EPli2VUAZf5y+sziz3Lw8ru9v+EzrGbZPHCF3rL0n7jR0v2H76W9/Xssg+xPL/4s0xDhPC4aXlllCd8/50PUVNbE3LyPHH0o6984qJWz3LjGiprT+Ptl1ctpB0q/TQRYnCbrLq1erp6hNcd4KWO8snYp/XHfX0zLkdFgaXblTOaGRQCIgM4qW1kdrOIOv8AY3YEPDx81xQJ0PuiijP+vqlvOZ13Ngmxgf+aU1fz9uQ1n0iOtT5qWI+MaZ9efzt+vbVhDh4fN32mMDTy5EHDrbuhE4x9zjPHZkDOnrKKHWsUZWiPB/Z8xZaXAuG4Z/b99fzW1Y2A8p3IWTQpWclktAtGscmR0jD58uxqsojtyfdE69hWdkWeyOhzzPUFPtiEkqIq84E/3UpFnqk05skTFXtHAqsTbTMPJfda6PtFQTPirWAHrirAjXaxxwGZhpenmLspu3Zxn/t6JOSxIJCGwxJdV5lSjxkNHfOsxe5hvXZl77cqRFX88UWViZ2y5S2SllQZ3yxW6eLDZLciNujMKXfydOQ+euDIWD8qLCaoJqx030MsoOzyTbGAHbY3YLfHweM05aNEVGUEJhAMOOQAz1i1ROwHjpVRwMRa/Dosgd0kzFzd53DNkXbfNdRWsThZjGnOMQcVkvb+DrICSGSi12R3Dv5U6xDigwzhkg7GHPG7ZQbtAp5HdHj9bXGpHO2CndBs1E0EDIzAWf2duxx7XDLXNvZfHY44buskqXZzFfQZNr83Pjp8DpMQxxlhkExVb3Z36fghfkU0fkztiYTfjbcd21xWTj4axxxJjpduiwDjgCGP4AUyE1r6iVptoTcfsku24QWfHVlkot3xPwo49rtzi0LGy45k2dtyss+MZlr7i5DGGPy4pAONJppq5vgJjssZY8cceR/am2bGdj60pwFfoMZ5uiTHuTcG4rmihnIk1vja6Ipf6xKJrUrCZOx+ruuiUXByQv4IULG+gSZMWERUXU2nFTCqrnCX+Tc0UZXdFrg3Nl687iVbXnm6CATLGflpbfx7/DKqbCxovMtVF8HDx1Ev4Z3y/rmm9TsHF3ZD1XxfNu5rcJaU85gvmXkWpogB3H87Vw9fa2ZdRoKyKdc+ZvZ6opNhUd+WM86iyqpF1V824gILl1ZQOBfP08PczpyxlXl3oLpx2OlVPasq6rhaQuJijdmHVIv4ZnLmzy+cYZh+xrC/3l9OqutNVjFfZYiy6EYP39dqZl1ti/O7ZV6kYv2/udWQl7517nZr1vGHuNeRm2ze2t+tngc5I2MvVzeuZPsksK42uyNUh0cUZnZSRaTbKrooAf6lKn4MAdFppo+F1MROBR3Z13XL+eWHVXFpSvcAYY5ebA88Lp65VqZAuaDzHcKzcFdkToCubL1Exvm6WNcbvkjHG/FgZWJGnh2AVXY6503HVmeQqKWEbqqg6g6TikPpv+FJsCFLhX6py1FYEFsmVmMbPA12RvW4x55f5QXljvq5AV+SAW/F/ZTbrClyn1GDNZyQYq+Lni5jqzVw85HU3qWsQ+zlvpoqx1zVrzNZuXtdMdV0h1utW/hjdoc3jjokgE57ux4ybUuzgF8Bj63LOYysWqs44VsWCxRmPLYJ0Wx5bGkceWyqAY5XseGz7cs4foozWOY9tYRjn83+a8dgaY2zMY8sBsEMeW86yOeGxHSOM83hsqQAeW1K40GbZ89hSATy2ZMexambHs98UxkZ8c4KmyRmPrZmvMOP/NLZjY/5PYT/OeGyN7LhwjHU8tjSOPLaWdgyO1eMGduyAx5YUTr+59jy2VACPLRXAY0sF8NjSWPLYmmHsgMeWjHkTx9OOC8M4h8eWzHkTBY/tSzScPOGYx7Y/fkSHm4uqAjNMeGxfp76+HXRa86dUaqCSyuYCeGzzOVZPhscW3Y+HdY2kkKldN239W8pjC93Dw4cc8dg+fORBHreS2USwg4DWjMd2a8+WLI7VmeWz6KoZRjy2+Rg3FjfSlQYYg2P13kOPcAdfO47V8eSx/c2eO6l1+NhbxmP7ofnvppA3m8f2rgP30gsF8NiiYzMaYGnPYzrr5vHYtr1E9+VwBVvx2A72b6CGuner9D3ukipLHtuUpL3/bgpQRWCxYx7bcv98KvPNd8RjW+qdSZUOeWy5Usshj61YVzjgsaUCeGypAB5bKoDHlux4bJ3544koEz6wVUR0M8XLiP/jfKH57oxoihSWDQulmMWmD1LAo3SM1EqxzHURSCV15YcWHez4gLjSDKTIRjdKGTgFnC3gQNlned2M/EK6uVTBfPcFi68MOrBJGV64KFk2Y110uBwgktLkchXnBVv5WOB5wPH65NLNtzvGCd2iGbrm2TJBZaE4kKDN8xgvjDNyF70kP2OlLMXc5qGbkM8iVtjookNwlB24KFW26q6ILr6jRFzmgut6x8iOC8FYdNAWYn2+uFBf8dbYsSi5d4ZxpY1tnqyvKLfBQrNjbALmBkVvzo7RmTs1DnaMzsqxk7BjO4wjMsbuCYLx+NnxeGEcSw3TaKqXr1fmw+aMOW4IhkeSYnFb4qvNClJzJRXuJ2+ZyJDHBtspWC5Kwo0EdDoILhF41YRqqK7IvEQP3WWhi+AWJb8Igs1wQ8CBbsloKlXqK6VppdhYd5ti3DbaRoPxAQp5QjS9bEZWUJQr4JztiXaT3x2gGWUzOPtpJqA26hht56AW19UHULmC5lDHR0RAN7VkWlaQmiuRZISOhrH5kuasrsJH+2Yxhg4CUTQ8qg1N4mymFcb7Bw5xEI/y5DmVMy0xPjR0hHqjfVTiL6Z5lbMtMT4WbqP20S7Oes6vms3BrZmA//Zo+DhfD9dFdtRM0CTq4FArr1YQSFqdkx1JjNL+wRZKZ9I0vWwa1RaZV2eAsmjvwAGmUWoomUKNJfVjgrE0EiZXqbCD2NBhCpRON9eVQKvVx8EozscGPeJYk5kk0gjU0MjNy7pKVtd4zGHWx/UCnlryWM7/SV3CI2SzXilkXZGSfXehc16IN36dzXnYhC936I998vw4Nv54IskEP2OrNz7whg6ri1WSKgwXi2Ix0EcZCRnFFB+oRu05SZUGurhWWL4uXgZM3OV8hjPXWMRiANlHLGASctaxjCSpLM9YhPENUCqD8zMjXHqB80geLnvLf3Ey0jClM21ggiOX5CLJNUnWzZ+EkH0Ar6QkicxYxlXJukYvGV5wvDAucIG6MP4MSZLL8LoiyBgiF3a7XMAlxbrGGGd0z0MspPCC4czXW4kxUwWxbkze/0RTEDiFfLPXaEUUh1fCNmS0YM3F2GWJcYx1udU6ZcgtlRG5cZ4kf8KC40I1geDATJNLKiavu0GUnOfhluJzeWjLzp28pRDvyrmlGkOM0ZYe9CLcRU9CqXm9ehYvFzecv0BGGGddXZKP3K4IeWhKHm7aYnmIXK642hzNDmOXS2DMO2omGIuM+6BuUimSdQOmdiw4bXHVoKxrbsdiY8vOV+TasV+2TSs7HlIDgnHxFZKHJFcteajexFcMcRYUgZRLcpPkqpZ1zXwFOERlLuyC7Lics3LGdlyIrwCuwHeEXK607APEOWdD3y116+wYlTZTxsSO31qM8f7nB16CB7jdIca5vqJE9hVG8xg4gztk/mJ0/bfyFTkYU6EYR8mTk9HQMO6nFOvaY4wgtSuyh/+Pz60MTKPa0DwKePJL6COpfuagHUq0c0BQ5q+nutACCnnzjynF02HqiewkpWC+fXQb1RZ5OBjOFXRJ7o3to0SmlXk2hxIIZFJU5m/Iww3de3EeFVRB0VSEqoKTOKM6rxJVCu68wAF0QVt73mA+2VJ/GZ9TVc7t5gZnewf20JbuzdQf66MiXxEtjS2nZTXL84IpEZy10KbujdQV7aKA208LJy2i02pWcfOjXDkePsZ8vW0jx8nj8tLcynm0qnY1nwfOFWSDwTt7eOgwV5E2l83ksuLcrCoEfLmbujbSgcF93JBoaslUWl13OjWW5B+3SWWiNJw8SD7PUfJ4Uhz4jCQzVOydkodxWkpQOHGISgOtVOSLk9czQOGki0p9KJ3MxhjZ+eFEK4V8h8jniZDXXUTDCTeV+adnZfwFbhkKJ4+Tz9tC1UVh8riDNJx0Ubl/Jnly5iZgPJpqJ5frIFUXDaLwn8JJ9IhAIJyfQGgZbKWnj79Ah4aOks/toeU1S+iCxrP5PHCutI2009PHXuQAFLKwah5dOPUcDkRzpSfaS88ef5m29ezizYNZFTPooqlrqblcHPXIwi0To1jmENUVwb+lyOeOUjSFUuS6PIzRmTiaaqWaojbG2+cOUzTtpZCn3mAeS9NI6qhawDsU303FIaJi7zQDX5FhSp+R1CFKZkbJ4wrwWdkS3wxyG2AcS3dSONlCyQzWFl6+ZomvOatxlaYfJY9rhEJehXlkiKQxXVcoGV6sK+Bfgyb+GPNjT+H+mNduDeSWqk38sbJ2S+jmvDqD54F1Xi/PC4o/xllZt4k/zlA/z2MSjcr+uE6eHyd246h/iIytMNQ2E9qNMrncSm50ICUoxYe385uQIOjxuLRSMlG20GbSsAS7Jo3qyysmbZSQCeLobMECd6r6kkEX5XQZOmHQoMZLPveyrJLoVOYYpbnkNFfXRT73YnK7tLNZ6UwXpaQ9Obrie69rntpoSowDQR/GkP/4RanupByMs8sszDFOyrgZUWOgjKP+LcFYlLIaNZBwy9fVl0+iPFUr9dIjIcZbfFIYi9KQHTm4CV2cV1XOGwrdEUpmthniJkpJ5+owjlEiA4L0/GYICIJhFxrGKb6uUWMBnPODvWm4ZSiZAUG6UZOlAPndK1TcxhNjSRqWS8ONtGFr5W+RHUM39Xe1Y1HK2u7QV6CU/bCBrlv2FdpiKp3ppJS010AX5XLzyePWsiYZqZ+SmZ0mdtysniEae4y1AELY8VYOit6cHQfJ716eZccaxrkCjJdnBfpvHmPFV5w8xsJXbM3BTeiKkug5Ob7iDZM5bxL53It0dpyUfYURxqUyxl4dxjtzjhZYYYyy9w5HGCPYbBvdkocb6g/mVLyDyv1atqk3epAOh1+Sf9JjjOBrLVUHtXNqQ4kTdGDwKXKNRmll86f5d5sP/4wyxX5qLF5J9cVaieposo/2DT5Kac7uZD+7muA8ml56poox6Fp+u/fXNJTQmjditHjT51TMpXfNukENWFHW+4d9v6WOSIeqo/y/vqiePjjvI2ppLzLAdx38E7UMHVR1FKkIVNJH5t/I51YVjB868gBzygInLFuVcaCz8Ifmf5Qm6zKhaI71bNszWVRF0EXm9r1z3k/N5Vp5KAJ2lC3j3xVd/B3Gc03zdbSkWsOtZaiF7jpwJwdbWkmt+IyLpr6Dzp6infmMpfrp6OhTMs0LZWFc4Z9Dk0OrVYyTmRE6En6SUsgu5eiWeBupsfhc1Y7TmTgdHXmK4jkNiyBBzySaVnKRmtFDANw2+jwHq7nvtM9dQk0l7yCffKYTGHdEXqOhZEueLgK1aSUXU9CjbaY8ePhxLp3WUxUBC6/bQ59f/glaUCWalUFean+NfrP7T3y/qi43PZXopkUf5CZPiuzs3Uu3bbuD9dTnIX8GzsGun66d+Y6nsenzPGWy1hUKbrO4bFjBGJnUzuizlJYieboIbGuCZ2kYSwnqij5HqXAnTZv8YbUUGedn/e4qqgudpwasmB+7Yy9zsJorXlcx1YUu4I0HBeO++CYaTbXmYewmP9WFzie/R9t4kaQ+Ez/vkucPLTsuSUNyKbKRNoI/rQIBWUwxTxutKxCAan4elTti7WbkjxuyzsIiCBdrNyN/XE0+98Icf4w5L3+tgI1wn3upzh+nZX+cb/PISgt/HND5430mzT99sj+26l3y9pcJ3TxKLBJPWHBJDmctvMVZLuPOmlj4Z/jsrfJzt0UXTuX8pqLbZ7JQ5U/lF0TZP0CWTQS14i9zdZOZ7XL2RwRGIqg10pXE4k2eFEDSLAKuXF3xfUraxwsi/g1POsbBgHI/kqqrYJxxhLHEixczvsdIlhMaL4xzx5QtKAFBtjWjC4yMAi7xqeK6Ke0snmOMkwZBraYrzmT06RaJO0xxw4JQb5vJzG4LO+7P6rCMRbtZtzwsYLHgVATn9sw7RCdkeysEY0k3STjDWDt/bqbdpXGFOrLj0Tdhx6m/qx2jq7YWcBn5ih06X4HnfthEVw5CVF8xKgdcRrqw472so9lxbsCl/R0+U1S/jC/G4izniIUdH3BoxziHvEv9KRtjsvHHY4GxZIBxwgHG/Tpfsd0AN9lmCFncDvV5iHs17qwJjPQdloWvMMM4nOMrWk2CWkjMAOMORxgPxtvkoFa7J+V7ZEIODj5FyYzY0IukBuSgVjLAWKLDwy9SNDWoZl/xt7iG0fNoG93Mga8Yb5oODD2RE9Rquj2xfdQTO6Bi/JeWuzjzmo2X0D04eIBe0HVYxllVlArrdZT/I9jFvyvy3IlnOQOr11FkOD5Efz14l/rz5p5NHNQKXc2O8HfIJv/pwP/jklUxpoMc1PK95ugiIP3zwT9RRD5jqZzbxb/pdfE9fnff4XuoJ9ojbwaM0t0H/8SddfXjVf7u6eNP0qGhQ6rvPjb6LGUY42zkIIOJAzSUaNGVYr9AqayAS9MdSbVRTwzzp5CO6GsUzxgzRMTS/dQZ2aj+3BvbLge12vUUQWbxxKiyaSKPiYPafF0EesdHnlXteHvPbg5q+f51XZSBBbo7IzAdSY5q53Z3/0lgrNflwFWiX+76A3WMdqkctT/e/kt+TlnPQ/67vxx8gPb079cFlC9RxsRXjKRa5ABSYIzgExyxRrrRdDsNJZS1D1F/bBNnU40EZ2P741t0uO0yDGoheKa9sVfVn/VjysUYwTnuR1u7jVj4eTEXiYogZcPVOKgV2p2q7xY9V4yDWqHby+tGZ/4YWdzOHH9stnbrzeqwLHo5GK8VUEWWPee1mgS1ij/GmlEIzviaM1oks/zxRJUJHdiKBaI1mTImX15wsSGaLSiFoKyKF8u8yLZu982lhMg4sAFY0+wIQ47Jh8y1pgPGkuRSMEgqg2yG9YhFIyxhrFZd0fBvKGcWMuyAJFp5SUYcYDwgY4wFh3VLdWDF5wvGEWPzF1wRODs5ADVdnCkCnIZ1GNsRjQsdlI5YU0thZ1k8X5TGW1OZYAI4LjceUMq2zZ+fKJNOy2f7zJ25ZvPALa2O3Vjkc7d8fkOUFdpjLJ6v/fPQMBalP3bais7QP7Qd2/uKBJc+OfcVIrgQz9m6OQTKZ53ZsUv32eOFcTyvAVOu4N958cJ23GY5ArGJOVwAxr1q9Yw1bnqMrcag+AqnGGvPV4zFigIC1zumnZNn27TyFW06X1EIxta+UI9xygnG8sZXZwQLP4uz5pSi3hiaqRB1R7WFtpl0yTo9UWTl8zfAQf3jHsVXgrp6NhONjtJA/15KhwfJPRqT/y3OmTO9dEZ2qmdf0azJjGYHTwGNpVB+PJQYymrAZKS7u38XhRM4L5igTV2vm+ri8/DZJ0bEBiLoe8yET90lhmn/IKhRiDZ0vmLaBRi6qUySs7QQjN2OYxXjhCCwRpbZXNdNr3WKIGY4eUwOosxtsy++h+8tmu7lgNRKdyCOTWVkrUYpnDxmSQEznDzCJdAoL++Pa5s1RrrRdA9FU31yJtHK3mDnEQonxTv9xLFnuW7JWFPiBlAvtwvcUKps2azH5aJnjosA+4UTrzLGZnaBzO0TR5/j71H6m2E/K+tKErlGY1lf4YHtJI2MUDx8jLOvqGbI1VG+RgZ3kDQyTKlwN0WHW4RuxGjdgnLtY5SWMUZJsRVu8Uwfn48FxsMJ6+eBbDKC7MLXFQPjsq4Qa3WzRI4QNJUS/njIdOMw2x9jzotZJAP0/jjhcO02JNaO7I/t1gqYC+yoEd/eMqHP2GZ3YzQTOFrsblkblBDsj0UdUEQrAseM9H7Goa7PwZhR7jPE55ScLPLRmVL839rxi33cgQJwi8ovozWnqBC82Fg0ONHFGOMWWfb8cQg+L6cY23F/KaPAcy5zNGbghRJfZNDtNJXMivJcrLUH1a6lRiWh2RKVNz3srwts4UBxJsOJ4MygKNlJOdAdJA+XDVo785PF2G7zSYi8W+rI3oTO+NmxPWZCsMDwFWDHXgdjhq8YJA/VFeArmuSz4TYTt3Im1NbexKRZOMZOfFBGDnrsuIoVbZzrDTryLcKOgwVgXCvfp+QQY3tf4RxjzVdwcxIbXyEV7CtQUWG3yXDyGNu/Ty5Zt5bCyU5bjMFJO6VoMZ+ptZvzhlmH5OvmSz6fLTGPQS75Unj1LObJVWhKYukhSklxbpCUWyacK/F0jLOaOCNrpSdGLHGDJnRJTmSs/Tc+F58PWpmBuPVGIwKeI+EjtKBqIf+N1Tjwb0fCrXTmlLO4a7IVNy7+TemsjL+xvm6GdSCRVLetHScyw1ymHEl12eoim5dID/Hf2ItEkVQP+dwhPnNqJ/h8n7uIy6GtxcW6Zf5p3LTKjMNWjECiff0HmSIIGVYzblwI/k3Jwu7rb7HEGLr7BsTGTyzdo+EmSVR38Tco+LqW5dML3tJp5DxosNcVAavwsfYYo6ux2xXMKTU3EhffV8jTUMC6otLhfKOsK5zriqaAdv4Y94Szsta85kKwaRFRK82sRZL9sbP1cUYakkvw7Xw9+qQMEuUwDUwkmeAZ21NySk7JKTklp+SUnBJnkinyc6BaiJRubCF3xNlG4Sk5JW83QWbVLKgdC4mtmcs8tqfklLwdZEJnbMH9ZJ+pwC2ilXWJgz0NFI+gs6XTflrQ9cj7AxlHumLMVjtCOHAuGkJwJ2GbkgCF6xFNS6xLe1AIJBobiDHY7QjJFA9SyAHGPpV6x15cBWS5TwZjt6OsrXjOyt9Y79ABLwj4YbMbK+RrKs1j8FyUM7Tm2uLZMXepbekixumTr2ujynYGzldn2UTRddUnvyspB/bmlvWTY44xEZoW2NlbkXp9J3as6Y6lHbtlOzanecnfEy/Ejr3ymKM2vqJC5yvssjaKvVWRxEcYzA0Jnb6d2THyRuUngbE55YVuxPwuK/7QXrtc9fd2GUWBha9AjMvl+5McYFwpl1ub++NsjPsd+QqMRevRYKZbqK8o5u7H44WxsGcbjGXcSn2TaThpbZtlftGgD02kuqNWpdYu7pCsXHcoIftYl4uzr9mBqtCdU3ER9cVaqXX4RXEPkbhhVjfoKSevK0BNpdNts7ABT5BpbNCZ2C67i38HlQ46HoOD1ipri+vg84u9xVQVqKJ+i6wtMnnTS0WzQvxN6/Bh03FgDNNLZ/D36H68tWfQNGuLZkjQgeBvDg8dsriuW71ukbeWz6xaid9dTm6Xn4q8dbZrMjQW8nvQRdyJHbuoyFvDzY3Q1Tj/DGq24POReUQzKeusrSSPlWhu5UzOyGYsMJ5XNZu/RxMpNI8yy9oi2640mppXNYuzt1alyKAUggQ9NdyFOFeOH75dDUJ9rjKaXHQxZ1fRZMpK3OSjhuLLKS3FqT3yaPad43pZ5dQuCrjRZAnzGKqPrDEGnQ8wRjMp66ytxPeFtakk2fkV/boC/x92uK7A+tguGyyvCancokeDMgasacB8Uu7AHwMvsAd4HYQhLtkfO1tXuHmd55fXIlZZW0msSSewTPCMbbFtbK5QpYhSS+tOX24moffIncbyaQWyBXQUPrmDmZ0RBFTewP+vvT/9sSPL8sTAY/Z2393pzsW5BRkMRjBjj4zMyqzMWjqzlq7K7i5oIKHVPZjBQFALmBEwAvRF/4I+6ZskzAwG0NfRQEu3pOpSVXdVT1dXVVZmVsa+R3AJMrg46fv2/C1mg98999r27C72+B7pj2kHIOgRPG7P3s+O/e45dzk/CCCbDQkJt9Cv+oPt8bN3DNkW8ZN31rotq+IrkQNsDzVvuObtG7AZB4y5pTl3wdRr5rKxrtY4MY7vXWcgAu7CydtfTSYEJBIYmwwdTNkHLdltr1dFPl9fbHwzD8hVD91yUThDTNz8/HAPHMcN0RbeHvPADeLcpu8HXPmzGeMlB4z5+dqfR4yxSuDN3spn/inG8fzY49jOFXUhE+bOFVwQ8HM2j5oV75xjHIeJzx4XVyCOB2VFksZyNA0Zx+escex7cwUwZn3Iqn/BglsS43N2PnbGOH6+fC9mOQZ8J35H8b7OWriCO3YXx9jMhUmMqy4YE2N8euoV88QBVWm5yYn7yda3LNclIfsDW2ldxdNJ3KBHwXQj8adOp1beJpqepsWla1SZXaBgukmBZhXq9BQ6z3t0bvqc0GlFgZdneAqQuqn5NdHBGFuBdWdW8f9fWXqVZuuzQnsWcjo6X3wePvvsDHcO//6ZH2gxwDWgOQs5H9j3T//AWNRW/ZqQE4Lh3m3blnGfMEgWmbRfsXHy+6d/Xfw8V7tAFSGPpY/NE41r4ru1KsvUrCwZfRcbLwoZH3Qwnq1dMPh6NFd7jqp+S+ii4vf0hs9eoVYV3fU9OtEwxRvifIpma/xO//6FHxmL2nqlRj9cZdx+5/xvJZoy5lgYCtkf2G+d/XWBsS4uUBz//sW/J36eqkJWDBybkZCZaojuxfgzu/g6eTMz1Ji9QNXZ0xROt6J/y/6ZWXiNvJk5qs6uUGvuSso3W9RCngeyScB4tmbaHcEFcL3C48Jc3fw8Kt6U6NBcPK9YHEtewbm6eXK7InM3oT8r804zH/tSz12vSxzzcd0xd5uXuuiIU1uugLEgexhjsmyiC1sOFjxQnagwgjqe7a96l7UFBA/EsYyAJwZ5XbEBCY9TKdkEfdFcldIg/KL4QldKBaGXI32AFt5+tEJY8Z7X+HpSqoGTHN+boqqXR7z8e5CiUZIKIpER96AbYEHkMxmMfSeMPTpjeNEh4XFi7Bhn72lwVR7JAH8fTHjoCURJ0fBgjRboMcZpIh/EGG3TX8vBjX0h91ORUjS4F/bNxw1yP8nYREt4fRwviWtHyED6Q1N4gWQhI6Ss4j2Xej5pq8t4K4Ix+0LKxxVjQdQUy1Lkt+VvFIjj6ceIY12Slo6Z8XEF9OpWDVzxWoIr8Nwva3xZiibmCsTxNUMcQ3tzOhHHrxri+HIkOTZ6jONYFHJXmqSA4/iqYxw3RBwrS2NMFj4eF8Z1B4yXElzxeg5uMmZoVXwn9uUxQs8VJwRWaa7QYTyb4YpLhsmtZg7Gg1qceRgvNCDd8u3Ud1I/Q+/9hYXfpZrUC52qLtLl2d+QflmMPSH306pysorzlPhdXCPveUDuZ77O4zIKpKvzvy81TAd9Ifez0rwaYQw5H2jRpvFi3xcWrtJvrf529P//wXP/KJLdUT7q7zNTZ+gnz/3DyPfvnf0RPT/PRUG2kJlrzNN/8MJ/GP332yvfEYWluP9EHAm5n2qL/unV/5OQ8uF7eoF+dO7Hub7w+SdX/480VeUVqVNTp+iPLv17Umwp9sXP+H+Q+8FqNAwr0v/4hX9KVbFKF9+v+j3I/SgZIXD3hekfDWiYKowh9zNfl99dTCD8FtUS0i1JX8j9rDQxfrKdaX2PGn7+BCIK5NNT343+e7n5Ok1X8zkWRfLZ6VieSNxTVKSlfXF28fzMj6I4fn3lZfo/PP8T/v4JvVGgVvOr9J+98Z/QjNQWPj+7Sv/Ry/+UMU76eozyf/LK/5nOTPMYMlefpf/76/9MSAalnof8Pcj9qNVdYHyq+ZtiMigftys0Xb0UYXyy+UM52TDoi2Jyvh7nl0vN71DNzx//6/4iLTW+ncDtFWpWTufihhXa5eb3o/9O3lPWF6vyJ5u/kcjdZgw8r+R+OObFhJxhkp/zCuZuXmVeNeQVWImecuRj6JCfduTjZap4saxbzX9Jrvbm+c5lxrxLhuK9KXNGihZooG2bb7UUH0+qTbyOLYxbeqPj2I5cjkcQg9im8gWPaV1KVPTEFizMgucLKeNaaMKzLbddIuDxMs/miCOHCV9sH0LSjcFuLlfYHl3VekIceU8Mtpj5weprnjgyukuiozGaqDD5ISHBSzu4ZRISEtwVl7clYbsbfJM6gfF9dOX9YnsN7h+zRAu51+XurzuOGEuRbOHbl1v+FuTK1ZPDmCVDtmWTH17B4JW2wWQa+mK8zRBbNHCPKMbyRb6LYdyWwt2PxIw1to4IMe6EFmta5FsJd/dlwr4a7TrIPg+0ke+H91nkmyDyvSpXYAcxjkW+j0TMC5Fv72QubuhQysLdaP6EHQTYinUmV+R7XBjnCamzr0lIfd8xjhGbu0PEMYrueUMcq47VT5MrtsWz46YSvuA29nXlCszyTz9mHBfBuJ/gFRvGaMCxViCOH1I/uJuI49NCsD4vjh8fY/BxU4PxnahR1OgwBldA2mctwRVnNeNYT/BE4MQVj4cx8PVHgPFed40eHHws/sbnLjYu0MnWS9SoDE7SQfYHHZJVo6i5+lk61bpGrepgonfU36W1w09p8wido/s0UztFp6au0UxtcLUaEkGPHr1LZ07xKuMXd/4FnVx5i+ZqyUlUNkjqoJPw++vv0kH3gJaaJ+jtk9+hlxYxgZF+/9Eh+cP1D0QXYcgEoVHUmytv0asnXhtY8cQK3CebH9Pfrf1CNJ+aqk3R68tv0hvLb4rtylmMv9r5SnQpfnD4gBp+g14+8Qp9e+VtUXRm7fbebfrZg5/Snb3bVPGq9NLiS/T2ye/SQmOwKFw7eEA/W/uZ2GqMr3557gp959R36WRrELfNo036xdrP6LPNz4QszfmZ8/TdU9+jczODOynQnXir8wXtdG6JLcFNf1Gsok5VTw9gDEmd7c5XtN25Ln6u+7Oi2MQqaZZj0SF5p3ODtjpfUi84oKo/TQuNK2K1FhMXadwC2u3eps3O59Tt74qVxvn6ZZqvPy8nN9IY7/fu0ebRZ0JSCNtz5+oXaaH+AlXlhEvSvty6Qf/69r+lL7dvUs2v0Fsrr9HfO/dDOtEanBS6s3dXdD9WjaJeOfES/fjcb9LqzGAR8vBwnf7izr+jdx5+IGScrixcot85/5t0eT6eqIpwC9q0u/0BLSxxQb/28E9pduFValZiTfEYtw7tdW/Sfu+m+Lnqz4gVVzRryuOK/d4t2uveoF54SFWvRTO1y2K1dpArAtGlGVuj0bkaur/T1edoRjyPQYwhD4RuypAUApfgmrg2N6Oz5RUoeOdHmFeo7edNya/NEfCxyvPAx1OSj5cNfAyO7Ug+XpV87OfkeZAMcuXjDcnH+5KPVZ5n3hE0CfZMFLZxYnkQJ1I5gZr05bbbPZlITWvbrTM8h9K3Gp891fq2ZWLLZ/VMMx/QPBXdzzzMvuHlMmzjCdE6fVds+WBf/fYHlm7gDmy+SJb1W/44sVQvecMY1MUw5qJHFbZqe+WTxpg1T/HHl4m1yRdFhmpfD9+KI8bzFiy63M00DMjzsDNAf76QJ142icK+WG3MK5bTcYw2+T25dYW3/uX7gsggn9KRq6ILFl9IdbTl7OXiU8IY8aDOujQtMT95cVwE4+JcsUMkZvyLcIUtjkuMYywOJB+PGuOYK3jrmIkretJ3crgiHceLlvffHeNOf18UwTAUqfWK/tgRdHDRJRmYTFeXqVlNr7YmDbI/lTkukA+2vqapef02Pi6m7okziCjAp6uDEwexbyC6E+9192imNksXZy8OFMAxDiwrtHW0Sa1Ki56bu2Tc8gud3IeHa+KM7qW5y2Jbs87W2+t0b/+uWKm9OPdctFL7uBj3giPZzTigZuUE1XMmJJRBy3a/h4mXHjUqC9SsLBoxPujdl4XtDDUrg8VAupha46LLn6KpykljHENWCGdoueg6ZYxNyA8d9bfFVtvpKooHU2zuSLkiX1zXdA4YRd9hj2VeWtUV0Y1ZZ4izoz7k+gKqV5bEGWCdBXtb5M8yrp3tO1SfO2vkeXQpVoVt3R+cWI99A3EP/bBNFb9FDX/FiHEnWKdesE++15BnZStPIa/oJs6YtixjaZExb1g+bvGxkZHzcU36mvgYEkAHTnw8STbRzaPiZHJDNk6Ja/QwbKS2LSqD7iNrvyYPszeoQhhY0uTLAtBrGd8KUQiCnM2ZNQKRJ5s9+EQhtkqkAxGz+D0hviwPs4fqfNZ53lKQ8MXLzULNGwlfFLdnqOpfSQUiXpJe8NmAHiFm5sVWvgT58guAdvBpCQscyGfcakNjjFbhrMGVPMxeIwoxWEyNAWNsC50fwI19k4fk0XBgUW5RTfqixfr9gQZHYYgzESspYiiGcUC94EvZXEBpyfH5DLHNJDHhwJqat6SuZj/hiy2A8RZnZVgl6YVfxbgJ35a4B2xhT/mGD6kXfBETv7iVOlX9F4TERtIgu4HvFzU4E75VsY0fq0dpfIpg3JW+LhhDgmRtQB82DDETm044eIBQcZz0nZK+TyqOd+V92OO4CMbMFZ/I1c8kV+CM2nM5XAHfzRyueOGx4vj4YowmGytPEOO25OMsxquSj5MYd6kXfJ6D8UmJcTXDFWg2cy+HK66lcGOuuCm5IshwRbzFWRlWl3vh9QxXTEmuSK/O9cM1wVlprmhIrljJwRhYHDpgvCd9kxhX5Jg3PMYooG7u/hVtHN1MxJtHS41L9NzsD6jq11NF0de7P6WH7c/FirgyrPBiS3OyUAPG3+y/Q2uPfkFvyf/38cb/Qq3+Obo89xsDq8FYXb6z/0tRbCQbTF2a/SHN1tMrbtCy/Ze3/ph2u3EzG5yB/YMLP6FrS+njRDd3btD/cvNf0Ho71rRsVafox+d+R6wIp+/hAf3zG/+T0NVVhuL2B2d+SL+x+lupwnn7aJv+5xv/o2gipQzFLVZ3f+/C308VzsD4xu5f0aYjxg8OfyFWSpPv9HT1DJ2Z+vVUoQaMH7Xfp/UjaPvGjchQCK9O/boocpO+WFF92H5XFFzx95unM1PfE82okoYV4AeHPxdFrTKcgT3d+g7N1tNnvve79+n+4U+pE8TjDYrbleYbtNiIt3vC2v1Nunfw17JQVUjg3PfLdKLB566TRerdg78WhXjs64vV3VOtb6fGsX5wRPcO/5Z2u7cy54Ev0umpX5MyLQqLPm0cvUN7vespjsV23xON74rzw0nctjsf0e7+u6SmZO4f/iuqVVdpuYmz33MpX6ySbnc+pCCRY6HB1FLzbVGIpnDr3abNo3dk01KF2xQtNd6iqWr6/W/31mj96BfUw0RVYmvxQuM1mq2p43bJvAKYJTVy0cgUq9xLOXkFfA8zOYjKK7xMXoEcJN0ALAzRiyC9I8U85qVXQJmPbwi92jQfz8ncLc0rQQg+vpHDxy8N7M7pB5iYQe7WyfDxVarI3g/KIEfZDbDan+TjmuTj1Rw+xpi3l+FjjHkXzbrKE2ATv2KLQpW04svYGomHVI8G7cAgTlzxrkbFLRdc+m5nOB+mkikWU8Z1dc0CMKu4FBVnneAX2u6zGLxrlRejl5Z98zuYYYsqn7PDixxQN3gnLpYHfGeo5r8lXl4uapFA6Tr8Yeb9QvTyFsEYW+6YEHTeOEjfGhLjrw2+SYxBdrcMXeJwkP5Uguzgq+vaByI7m8D4l3FyZsG4G3xoENlG18u3I9yQTDIx5hmaYrwdrfRiWzqTXf5d1Pw3ooSVi9oPNb44V/dyVNxilQ/fTxfHOO/NDXR4hpSfx+gx5ncpT/gd1pAx5Ms4RvzsG+L4YjRgsZi6rmuvL2N+vHGMbax4T/UYX4kaBdm54izVKlcTXPFzOQAOXhsTDXwGtHgcHw+MdyVnjQPjn2s7/A6PcV9ivOfIFR9oOuAjwahT3f9ONIHQ7X9u6Ixckb6MWy+4Tf0QRUb+XdT8N6Nkiovajwxc8UpU3BbD+EDGcT7G2JqNwpl9O9JXh/FydNYfK3wfb/6vdNDL02VG59sT9K3FfyC2ngLjL7b/jLY6eRzrUd2fppeX/ig6v3tz92/E9mZ//4jevvyfiv/3i+v/tWgohe2pLy/+UbTSe+/gA7q997Pc74ZC5triT6Ktzh9tfEj/3y//P6Szf/zCP6Fri1zcfr37Nf13n/6/5Ts4iMXfv/CH9L3T349WXv+fH/231Ol3cn3RtOn3L/yB+Hm/u0//j4/+W9rr7A50O8Zo/uLCS+I+XDCerp6gawmMb+//Be338mLTE2dkL83+JFqxvHfwM9rqfJaPmlelSzM/iVZ619sf01r777QYX5z5fWpVl6Oi9psD7mqdZ+emf5tmaxybWNG9tfen2jg+1foOLTVeilZeb+z+seyiPOi/1PiWKFhhvaBNN3b/N1lYD/rOVs/T2enfijC+ufsnYmtzHsY4F/zczO9HXLHW/ktq9+9pmyudmfpdUZgzbn9He70vydtv04XT/xfx/76+/9+Jxk84e3t66veild7tzqe01XlPg5pPp1s/okaFz7Tud7+mR0d/o/HFOfQfRsUtdGcfHP6FFuPF+ls0V4/ff84VdGXJYtQwkRckvjbkFTNyXHDJK7CLhZs88fv2jUHJIT3mdfuYINaN/1WZ5yk+/pr6YkFCx8dviaZ7sH7wgHrhxwY+fjUqbjHJ2A3e1eJW9a5Gk41BeEBdIx+fFxOIk2wTfUKYtxRsmjyiwoL3qptlEnAWin3xe+lZ9sErr0Wd7Dg5M3UOXJdbGhDYN40yCXhBEHh8P98Y23JjVUTNavPefn07cyRY2NPPhmua2taDMLYKYMwJGZOHrpBT3g8fA2Nywpjvx9T6fFtuXYHhe5pa0R/EYtwC4/xiIIsxzk+asThKxNuhoaiF9akv4kautGmJkT+5F/C/AzteqdUb/l1hzCs1+jjGrCRvD+bYGy3GasZ1zzD4kPw39QzwO/uWON5MxLFJiiZ4InHMz8aE8fUIYztX4Hws48axdKS9tng/5Pfnsz22OF4bAuNOAYz7BTG2vf8Ph8T4hjGOh8cYXLHnhLHYZqaVdQsHuMIs9xPI78Rcge/qzhW6AngYrsjGsR5jPoPsivGjCOP19nU66K1rfEM66D0SPrDd7j1NUcu+nWCf1g4/Ef/V7u2Iolbn2w+7dPfgXfndOnRnL7/gYu+Qbu/9PNp+/Ce3/iWZ7E9u/XEk+/Knt/9EW9TC/vWdP6OjPnPlv/nmz6nb72p9/+b+X4uzr7C/ffA34mxvnoQPfv/TrU/o1i6vHK63vzJivN97RBsSY6xM5he17NsND2hDFrJH/R1NUcu+KPYetT8Q/9UPOvSwjUkUnXdIa4d/F3E3VmpN9uDg51EcP5C/p7O1w3fEVmnYw/Z72qIWtnH0MXX6/M5vHH2iLWphu73bdNhnTtvu3KCjYFOLcbu/TjtyJbfdf6Apatm3H+6LVVdYN9gRRa3OF99lu8NxjlXwrQ7jrfPfPHovwnizo38esI2jX0YYbx7pCy4Yimk8b/4UXawpw/Zdfh6hNa/YS+TPO5a8An67AzlfvuEzFc/vW+R++tQL+Nnhvt35OKCedkKyOB/3wq+i/LhvGfOQi7JU3eTaRBe2dl0qGM70IKHadtCPPJAPFH9sGqC8955fMpvmFQIOe9kxlDywvLiYweOtKzhgbjaP+sE9R1/48AvIWNhsuwDG/N3iJlQma8sEeBwY41kz1jZTkwAuWChfN4zV88Az9Bx91YSD3rCdkSdnsts28++Xt22rpk4mwwzpplwRt2GB5gS4j8ApLophvD2E784xiGN1ptYWx4cFMH7oyBUqzlxj8/4QXFEE490xYNx1xJjPY8dx74IxzrOvFcDYrFeY9i3KFTbfu46+YYIrHjpwxXai+YqNK7jxCvvvjAljhzFP+j481BVGsT1ss8/D9hcWPg6j6z3S+ELTFiu4/n6bNtc/pmBvhzY3PiZv/0D+f/4DeZbkdXGeF02rbu7eTG0/zrPtzrZYqd1ob4imTiapHTShQmMprNJiJVinNatWYt97xMU4mlaZrosTze8+4sLl4WFGazYMU98Vfx6tv0+0v0/bmx+St39k+NOm7Y0PpO9HVt/drU8Exvib9g+Nvoc7t6m7u0YH2zeov7dlvHZvb4MOd25QZ+c+He18I35f54t73d36jIK9bfG3yRd/drY+TGBh9oWPG25HtL3Bvvvbn0TfWfdnf+tj4bu3lfA9ONJMTNySTaAS22hzLaSjALu/DsT5W5ypNVk/PKCjAGeWd6kTmDW6sQ0djaVUA0a7qXdotLnCML68kGHmlYD4PD/zsZkHmV/bko/1GtZs8NsRC2GmiWo2zh35HLD9PlzGpONsE33GNnkuw2xYHeg6XhNdylwNyZTrYWvcq362L30PioRsgR0mfG1JiZiXlj/ZkkRYX84Wu/iyv9t11ee7Pzt3X3Vdl9316l77BXxdMD5KND6w3Ucn8TueVfcSDbPi522/j3jF1OILP0MDhdg8GUO2CaLHwbg3Yl+1ij+OOC4Wm6ZkMo0xnjH4KnT0hdmfNcdkkl9GxxX8O664BQXf6d4YMO448rHyhXVHjHGSK2ymVik6jlzRc+QVvmYxrvCfIsZhhFcnMK2qyKv12afbVx3TDb4BT552g4Nc1N565T/P/J//K2FTZPrkIdHud6/QJ//iv0hpe+La2PrrYnvdXfIdzrihAMU10ZFZrfKaCltcV21FNhkKZFWAYyU7sjCka//wv6TZn+fvGMIpPp1wVtawMdusmqzsPxb91O3q5rB/Jtr78cZhNxuXL2+sdbPBPsZ6Myubpg2nwO3qrXjaWElUHYVtBQ92l7mt5rn68WRV23lMEOOMmDw6DnmFC3cPw8fueZ7nmI+F4vOL8vFk2kSv2LImnYtBTqPmeM1agXoffu73wP72AQstvdlsbbe9hK++017sra7n8v0qUpeyWvD7uRj8ily3UvB5uExNqM+vFPB1wVhprDYc7qOe+B072bBskv0e1DVd27Zzpz0X31D6udLGMBhXR+wrdezGEsfFYtPt2YXSL6uhafKF2Z9fpP87Bq7g33HFzS/4TrvzSrE4duFj5QurjRjjJFfYjD+b78WFK1S82Qt9XHN8XDFqjL0Ir7qhY6yyWoV9aqIxlPk+oHXLf09FqAVTdVGoFrHZn31J/kFn4NozdX1n4KShSzL+uJQkuGaz0tR2VFaGCR91zTzpn2zBPFvjc344exz9/4OOtqgtbTKs/b0XKZxqZJ42ZGGaTlwBnds8yZ1836ajbyj93MYEjDPc3Og45BUu3D0MH7vneS55aexblI8n0yZ6xRa6j6Q9m6QMeojonIsGGSB/0+wG2oQ35XbWqmXmphLpMqKTsHmrrBfpWfp0yrLFMIwEnaEphXONegup4p+JfHuh6XwbfHg+FRpf9u0W8wUw5u+GrrX2GSnIpdTHhDFrX6LLnW3rKeuGKizWnXzdMFbP4zQFlm11se8py3PmTqpoVgCtMwrNccxSHi2iEIMFyMw0+1ePtNYYC9P2Hj/STwvDuRFjPJ/wPXT0nTsGcVxzjONWAYxXHLmC4yzmCj6H7eLbC7cduaIIxrMFMbZtUWWJpzCsOmBcHQJjvE8nrVtlY9xWR4xxkivuOz0P+JrvwUtwxQpR+LmFK+YLcAXrETPGtrgYFmPEcbIzbF4SzL4rrRdpb9d8vn2lyY0YV5ov0HrbdGbNE9eDLTdfiM7QYtUVq6/pQtWjE83LdGnuh+KM7XuP/nuxewxblQdXdT2arZ0S8j/PzU6LgtG0HXm+Pk8XZi+IQvXczHn6Zu+OdhdCza+JRlOQ83l56RX6aF2/HRnXeH35DfHzWyvfpr+8+2+118U1oJMLW2ldzcX4lx/+VxTIAgmdkZdbV0R3YTSPMtmJ5iu00nxVNGK6vvu/GX3na5fozPT3xBnbL3f+R+NujKnKCl2Y/R2x5fOrnX9OPcNqISYuLs/+IxHHN3f/VJxhNS2evDD/7wk5n7v7f0U7XX0DS9jzc/9QNGNaO3xPnLk12YWZH4tuzptHX1rPBaPz83z9Eh32HtDD9l8afefq36KF+rfEGdt7B2iMFZsoaqPdAGj+xU2QpqvnxblYPVd41PCXhWySKlhNK7JoYgV/YAy5INN2ZGA8VWUtYs7dbDsb5hLjzkaBXKFdwHfXyRe5upmvwMen5Xiu+Fgfx8yvTaIQhSX+mFZOY9k2dMQ333NF6K2rccG2HVlx7KTaZK/Yii6Rps0WeOC8eUM8UE+v3aW6M7Ivfs+8UYbbgzNBoK24aRaEpU94hqfqP2ecaUJXZNX9tiLuVz/jha7IKErE76HgiF74PN+ZqEstX1OvscWzSwsFMOZOeXh5Fd5675XHwJicMOb7MYU2kjk1I7Vgmd/Bs5hKYDzrhLFIGI1YNBLxhllQvT6iaMMu4ga+kNNIt8fP3oXqaAfsVLdRnbEMDGPMv6ePY5aiqkaxN1qMlUTBjGUGEv+mngF+x7T6wLqacRybNrT5TySOq/7zFowvRxjbuQKdpBk3jiX9LgHxfsjvjxi1x/HJITCuF8C4UhBj2/u/MiTGl4xxPDzG4IoZJ4xFMiNxyfPMcgXuSW++/E7MFfiuegM/PD8mrsjGsR5jfDd3jJcjjFFcovNxvi+6Ii8LH9hs7Qwt1HUcy12RT7auif9Ct+OTrYTsDjrXTjfknyZ5MzN0ZuX7RNPTVJ1dpNVTv87/lloJU1f26PwMy/KgWP2Di39IJvv7F/8wWn39vfN/X8Z+PhY/Pve71KjwZ/722R9RrVLT+qIr8mKD39NfO/V9mq3PibW6vPt9aeGa0NWFnWg+n4sxviuwaM2fpaUTrwgspuYviz/hdCPnT5Oqs0u0tPim8K3PnaH5xde0vt7MLJ048V3hW5ldpOUT39f4NoimW7Sy/APhi987ufwbWl/8wb/jGcL/5PIPxOfpfFeWv0/+zILwXT7xPfKmZ7T+i0tvUm32lPBdWnqLKjOLWt+Z+SvUmntO+M4vvkz12dMa3yY15lZpbuGa8G3OXaLG3CXpm/3TIn/mBM0uvC58a7NnaHr+lZRPsqhFV+T5Ose579Vpof6qITI9Wmy8zj95Pi02lAhWvkHyR3HFYuMNI1cs1F8XXbD5U3TvszJMwqvdK7a8YiaRP89Z8gr4zQ7kfPmGz1Q8PyVydr1VqOrzu4T7dudjn6relZHxcdV7PsqPK5YxD7loUopyEm3i5X50uok8u1xAx9Zz17HlRNVNY5VfVIuOLRXQsaXx6tiKVQ9HHVsdxqxNuZ45A4FB113HthjGmIlacNJYFcToqGMrirNR69hSAR1bKqBjSwV0bElpoV2x69hScR3bfIzzdWzzMc7XseX2/W46tiwhdGoEcTyosZofx/kaq/zdLBqrZNNYzeMKBx1bGq+O7bOFcULHlgro2NIodWx1XOGgY0v5uom5OrZUQMeWbDq2rhhndGxJr5tYBOPiOrZ/KxpKuerY3j/4QHbCZZuurmh1bO+u/TW9eemfRdJA9bmTWh1bdD/eSenYztMfXPjDJ6pjC9/rO1856dgC462Nz+jty/83+f3+G1pYekmrY7vd+TKF8XR1lc5MfV+jY/tx6nx+s7JMq1PfT+nYwjaOPjsmOrZ/k1rlnQQd250u3qc4r6j7J2i5+d0BHdu97pe09cR0bBu00HjVWceWJ9PddGzjvMKuYyt2ETnq2PKY56BjSwV0bKmAji0V0LElm46tGx9Pok18YauMO6phgMXfOF+on53hom5XBha2Yk5rHyTDo7pyxtvd9L5t2QBDbT/Uz4wguMJwn0hsD0Dxq599EjIPIAVPUGMqmRz0PaJAvpC+2Kqgn33hFuAqMTGfyyyKMfvi+jW5rfDJY8yH8FXDlSmLbydBpvCtOGI8b8GiSwG63IWBSMDViny+L7qIbhKFffK86YGCNu0byC56XfGM1bYUfczDtyPPyS1YfNG99lDEJG9VfhoYc6fb5LbUZymOuXt12wnjNFcsWnAblitscVxiHGNxIDH2R4xxzBWYaM0W94/HFeh+3hsDVzx9jDv9fdrr8gQCNGOTRWrWUKjtdO8JTKary5EebZ71g67whRxJq7pAU9Ul/Xfb2yF/lhPTvc3rND2fnhRJ+YaBkNRBQ6fZ2ixdmMXEuq/F+M7+Hdo62qRWpUXPzV1KFZ5Zu39wnx4erlHdb9CluUtiq7LOoH97b/+uKGpx3VY1Loqy1tlZo/o870jqbD8QhbsJ44MeioiAmpUTkR5tnkFOZ7+HzrF9qlfmqVnR7xBD4YxCsR92qO7jfHF6AjVpeL7QqUVxiy20U5WTBl/I6jyiTrAnitrpanoCNWvt/gYd9bfFFmX44m+dYds1/PH2w1fp+OYZGpcd9lgGqFVdSU0EZK0fHtFRnzvo1ytLkR6tDmN0MwbGKGbrmUmDpMEHvvidqj8tthKbMMY9YFtyxW9Rw18x+EJWa516wT75XoOa4nnY8gr88UecV3QTk/EtS95dZMzrSe4uysdYTJp15GNMEM878nFNcvdo+HiSbMLP2CaDD7qhO1GySuFCdD4z6xvQOgUhZtx64kA19p5TuJjjixbdD4QEAXcfq4szQDj7lg0AMRNDj8TsOM4IogkVtvxVhEB0NSf4NqknfPfICysUeitUEdveBl+cINyhfnCHAtohL/Qo9E5I38FBCKsP0L8NQ17hDbxF4Zv3kiH44SvagFMgiuCKf25g1oh9exLjXQeMg8Tz4IIALxjO1eX77kpfEA6So3lx1iL7QnLhgBVeJIkdubI7J8575j0PIRUkfNtyZXeWwhCkMBj2seSFIrwZ8f3ykimeUdwiTxKeOPsjfBt2jHE2VYtxR+wmYA3MPnnhNFX9s7zlfAC3njiXh7bsopN32BKzcn64Yo/jEHG8Gp3Fy+KG8xdYERZxHCKOD7RxzBgrqZDRYZyNY88Yx115XdX5tCmv2xpxHNdlbJrieDsqbG1xDH/P4zgGdro4HuSKk1ShVQ1XbAsOQiHlhT6F3rL01XEFZBakFvZTwRi47owF4yJx/GQxxvs/WHixnvXdBFfMi5VPN66YkVyRN45Bz/ae1C+2cQVkIdYSXNGQY54rVxxSJbOiEWO8QT3hOyzGZ3MnaQ96G0KDdrtzV0ytzdVX6VTrWwOrqjDI7sB38whajX1RBJ+a+pb4O2voZLx2+ClttG/IwnaJTrVeEiu8WdxwDvTR4aekDvt8s/cerTSxDfPiQGziWtDXPex9JmRRDnrTtN7uim2//gDGAW0e3aL97qfUD3foKGjSo3ZHnBmuJFZKFcbbnW9op/OJWL3pBFV61D4UZ4dVY6yk7XYf0NbRJ2KVPqAKPWrv08nWS+I8cNawUrl19DGptefNo49poV8fWFWFQct1s/MZ7XVxPjigVuUkLTWuikIta73gkDY7X9Bu55ZYGW/4i2KVdLp6ZhDjsEPbR1/Rdve6WOGsV+bE6uds7XwOxn3a6dygrc6XQqIGhS185+rP5WK8271Nm53PqdvfpYrfpE79Ms3Xn6dKZmwCxvu9u7R59DkdBVtiO+9R/Tlx7aqfF5sPafPoUzrsPxJnSdu1c7TYwPOYzsV48+gzUeTDZqpnhG8+xrviftMYv0it6uDxjn7Qpt3eV3TQhXxUj2r+As3WrlCzgjw2s8U87NBe94aQAQLeKJbh26qs5nBsn/Z6iM0bPHngtWimdpmmqxc0+dge1fxDqvl9mS9sy1zBf6y8grlC5sfibL+eK1TuFherU4bcTY15aoUXY96i5rodmec9HJKPz5If8pnkLMZx7tZJ8PGpHNyQ5z0S44LiY5yV9TV8HNCGrFf2JR+remWyG0c9Eyu2HKh3NK2/5+SWNi8Kvp44vD3YIAMvTsWLtzkh+LrBu7kHsnE+qua/ESXkCKhu8JHcUpe1BtX9N6OkB3BjW2hA3+Q0qKmK6ya3RPeCr6kvtpxmfT2q+a+S78Vns/rBA+qFH2d8+eeq91LUaCretvB+Zgsg+2I7NJ+LSmKs0znLYtyVzyNPtgHbOGKC5K0hdzQNSzAzdS4iSE6MsE0vT6oACe75xPMQku0anTNfXje5DXhD8+w8eb/JrSRIwvMbvTAO80NhjJkzxFsebryV9MUExm3qBNAZHGyGgCIYcTF8HH+oafSEOH4rwm2cGPeD+9QLP3GKY6zqhOJdGqQx3g594jHi+LamYdGTi2PeynrXkSuQjFzP8fUlVyxZMJZX9q5RxT/tiDEG46UxYRwXEMUwNsVxU/JxMwfjrAHjN1OF/uNjrOI4jXEQblA3+EDDFZejc1oxV7yTwY19ebvu1QxX/FIz5p2gmv9KIo67kiv2csdH5opqAuMPMkdkTBhj2/s9R4yxzfqGE8aPDr+g67uqmU4SY6LLc79Jy834nBqKvs+3/kxukU0/j3PTb9PqNJ8hhO131+nTrT+mvljdSfuuNLEF99cjjFEsf7L5x9TbXae3L/+n0VbdYBrnFs/TlfkfR8UUVjI/3fqXdNAbjE2cCX5p4Q+irb0ozr7Y/le03bkzgEXDn6Vriz+JVqaBMbYLs25v2hcrkNcW/zC12nx3/126s/93A7GJwuDqwu/RfD3eurjV+YruHfy10ER96Rxvtf70zv9LnNlcnfp1mq/H5wb3unfpzv5fyEZPadxONt+iE82XI992b4Nu7f9Zamux8l2oX6XTre9GGHeDPdHoqYfVpYzvTPUcnZv+rSiOUfTe2vszOgqSW9nZsMJ7YeZ3oq29wPjO/r8RxWoWNxR1F2d+LypCgfG9g5/SdvfLXIwvzPxuarUZ26wftt/Lxfj89N+j6Vo8jm0dfUX3Dv86hyuIVqd+IBpHDYPxUR+TPv9GSPoM4nYldRYWK6n3D/9cTLZkfVHYrjR/EGMcdujB4V9QNxhspokV3lOt345WsXl1EvjmyXPVJHcnczes9O9o8orzqSLUzBWvpY5lheG2vPag8fbi5LbsfXnP9jEPu0o4d8vj47Ops7CYvOTcLY+Pl6nmv5zh43dE4TnoO0c1//UEH/clHw/GPFalmY8bCT7+VOjrDlpN8rG5c/pxt4luHsUvwTcGPaudVOLN54zyuz4i8Q/E2VvpG3yu7TKGgR9ngJThbGR+0g7DubcP5SwUXoL7sqjlK6UNRch7cmWCCyMuavN8Q3ldHhQg0sxFbdaXf+6Fn4qEKH5hsklU7MvnBdYzGAdOGIciedFpESJBjgd0Lox0XTjV+U3li9/T6e/hjOzdCOPsPaUNJIuVwCCRtOueHRchvALFEyO6opa9H8Q6lgLjbFHLXoMYB9I3HzckhMnYxCSKPo43Uh2WbXGMhFMZzu3puxd3UnHshnGYGCTcMBbnHUUxwP+W9BuM47624OLfWOdtNkPHce+pxjG6ascFVx5XvJ/gCjz36xpfWYREXKHDWF45xIrPviPGj44dxuY4Zj5WlsaYLHw8CozDHIw7Fj6+Lj6bffE57+XgJmOGsIp7L3oe/F3zO2sCo2SHZeaKPY3vboYrbmiKWlg7B+N7jhivJ/hLhzHz5EFvUxa1yQRf/V5I13f+LR32tqLV1y9EUZvVOeef7+zjXOg3UbHz+fb/nilqY9+H7U/pYfvzCOMvt/88rfea8N3q3Ka7+0hk2VB8YoU5z1Ds4t+VfbP/S1nUDmJxFOzRF9v/OvpvvqfPcn1RhHy+9aeR1u3W0R1Z1GZ98f72BU4owOMzpSi48iwUZ0ixJRfWC9qiSExPHMSfsdb+Je13VWz26ev9PxfbXfNx+1yc0423Yv//qJcquGLfvd4detjG+Ml27/CnYjU1z7Al+P7Bz6L/ftR+Txa1g7jhjOw3+3EHYnFPoqjNx/j23p9HcbzX/UYWtfkY397/N6IA53valEXtoC9j/FcJjA8LYbzW/svUGfE0bl/Sfu9GhPFa+9+lzssmfQ/7d2m7E3d53mj/nLpB/vjfCTZp4+jvMmOeTnMak5tJbsA1d5zyir5YnXTjirgfSL4hr1PczT1X8ovaeMw7cORjrOLez/CxLnfD94nPWHOfgfxcATucwNdpPs4rahUfI2dkwxnf/KIW1k3x8aTaRBe2nCCaxZQx+IqESwSiTZgc5xX6IsCzDT/yg7stAgBbzcy+vH2WD5mb28UjsLAVDNYLsJphvmNuhMXBau4m54ntGjBsX7WJW/cDdZ97DhhvSoyxgmgT5cZZgUAWMra27tj/35UvmVlmh8miHW0rNBu+uyyOLO3imaCYaHlbis2bfbB1xCwtBYz5+WJrvFlmA4nwbdl4QG3b1m+04C28fXm2T0/mccwDt774PdM3E+duxfkN3lZox5ifr/15xBj3XeI4us9s47O8K29ObBzbuaIjtj65c8U9R4wpwWmThHFPxvEdaxzjeIc7xo+i3TNm3JIYm8cEjuM7zlyhni/fi0kCAtf7Oj4nL3AzccWdBFeYxzz8u0gQrVxBKYx7LhjLia8icbx2aJZTgT2QPg8PsSpvGvM8un/AxTi2/qIQNuGGplK8LfUh7fceDfhC+sff5z8PH71Lwd62OKOKBkz+fjv6t/SfNm1tfEqdnYfU39sWv5fvx76H23dob+smhXt79GDt50bf3u4GbW18QrS/Tw8ewrej9YfPo/V3xd9bG++KlVr8wXfKM2yfhWHbb2jBGI2iYJDN4SJKj7FoKhWGYhsvn1HV+2K7LyYkUIzuCkkenW9IO92bokDElnA0pNIbPvshHfYwQRpG967zReG92+V3mn31XIEtwVgJV/du4+MiGG8c8YTaQe8OBYJn9bjtdD4T3+0oWJerr3rf3e7n4t3Hyu5B/44R4/3e19QPDh3HPIx3rrlbL8rdVP6kN/CULCqt103md+5jHufqXfNdyNxN1ACaicM0H2PMaxsWA5J83HHM3bY5dxR8bMMNY4FNtu9420SfsU13YzS9CDhXaw6oeEYI5wDNhBt5h9tyC2XPybfizTjcsyfOFeGckkshhc6U/LeZ+PFvotFI4ndMpgpxm6YoG15skK2LL+7xyFpYx4ZrYttQUMC343AXOItnjRsAAHPSSURBVAc953TPeGbckc8l3vYLYLwVdYbN2xKatkM56WG/LrDlyRQ7DnEcTznG8ZaIYxuZD4sxn0W0xLFavXKKN/YZXxzbMWNDglErEMdVh3sGV2xRhU4V4IqL8tyyZeCWZ0LHh7HLuwSsOk6xpu6Dt+f1HeO4WQDjk/Jsb+iIsX0yJzp3W4ArRHMSC1eEhbkCOypskwxs4syrkMZwx9j+PnnSV2Fsvy7RBXGm1sYVO8IHSblZJ1iU4h0umHe798SGUZNuaru/Tb3wiHY793Ofx6Ce7T8TI9Pb5GLcedgsqJI2k1BL1lit182wWd6saIkihnFLdv/V+aKZE/uuWeO4E+yIbcrchMrsi622nf62+B274T4einPHyW7MOsPno4kTtkObzRO+c/UL8vuZuQK+J+hb8kytOY7VuVvGgiy+7NPuP7Ti1hVHq7qiAZQLxtDG7Sa6R5vuA8Vyq4KjQKHzmOeaV1A4U4ArzjuON6pnirsvNwW08TFyQpyVtd8v79o6iHZBmS2UfOyWHweiBoGvjes9zkkzXfAnySZ8xba00korrbTSSivt6VowVafd75q1J58FO/i1FyicmvwGM6WVVtqzaRO9YgvtJ/tKBb4iWlnPOMxp4HA6Wm/XHVbQIM6MRkF1+Rk9B9+KvGfTjBAOnHMDItFJ2LIlQOkQoqGGeWsPWhYsRr+D8wkmi1qKhy0HjGuR9I7dgCsOsbvu4W9FXWPtv9OSfvZVWzzn+HfMM3R4Zmz427YKOp3A2PzsWGAcHX8XiKxbF3GfNXldi6uIM2i+uq0mcmzWHON4QWJcs86uDoMxuh+HtjiWjRtwfd0ZlNhaCd9RxrEv41gv85C2ZsE4rsp7PrRwxUKCKzacuAKNL0JxhEEfSHgO48VYL2ORuOMEv7oYuNuT1+87YFEriPG8/H6hA8aIY9M2QC/CmN/pDSeuwL3EPRp0vkW5YlqoA7gYj03VQhhzfFgw9pIYm1e7lS8aHK0dmrZae6JDMmy2djpxXjXfd7bOzXxma2dEN2STNSvzVPUarFG7Lz/f8+iTf/FfkH+QHiOwSvL68n8gzq2+v/4/WPIKj1478e+LjsfvPfrvc86gpu2lxT8UkkUfbvxPoomVyS7P/RYtNZ+jzzb/VK5g6+/j3My36fTUK+I8qtoyq0wUtVH3Vk90MIZNVU9Hq7e676b0ZvE3zqyaDBq1vlenqeopey5GdSEVZJLSSd/HimhuhK7Gg2dQ04bPx84DNJMyr9qG8l75+/Hqqv6+le909bTEWB/H8FG/Y8MYkkIw6M7u9dLPLmvQqIWCR0No1NowRmOhOSHVYzePGj46NLvl0nGe55ZXIDeN+dhwz5FON8Yb22q+zEFEjn7o5As+1PdoUPeLnLAi8iw7H2Pch3pA1WGhGzn9vHNe4Uf1StOyahtyTjrBNuErttPWpEdJpfBWS3OnL18IOldEu2vIG5ivi85o0LT0qeKds/jORIUiBJDNhoSEP7vqYwuF+Y4h2yJ+8s5at7NAygeGFuD8Muit4qv7nHHAmFuacxdMvWYuG+tqcTc3vbad+myhxSW6xNletEakMYr7MRu+O3fh5C3GJhMCEvIn+8uufNCS3fZ6VeTz9QnbdcyDRdVDN0AUdRATnzOeyal4Z2UcN0RbeHvMAzeIc581fjOhtSb1L+24VaLna38eMcYVlziO7nPeejYp/uxRx/H82OPYzhV18uV2ITeuOOOIMSU47WliXJQrqjKOz1nj2EdC54wxS2hUBSeGjhifc4jjc85coZ4v34t5tQzfid9RvK+zFq44l+AK85jHkj8NB66gFMZVF4xpuXAcn2x9y+JLQvYHttK6it80eIaikINBooflcfS4nZ5C53kUESuisIx8PY+C6Ubqz8ryG+TPzAvd14WlFymYbg748J8mLSy9RPW5FarMzIvfy/dj39b8OZpZeI68mRk6tfK20bc6u0SLS9eIpqfp1Mp3RMdmnT98lk+8If5eWHqDwulG6k9c1LJBkga2UL8iJG1MGJ9o8POYq12gimfG+ETjmsC4VVmmZmXJ6It7QOdpdDCerV0w+Ho0V3uOqn6LfK8a3bvOt1VZoVaVtXLVvet8q94Uzdb4nWZfw8QhVWmh/ry895esfFwE46XGNfHTVBWyYk0jbnN1Vlto+OiQvmD0na2h23pFagKfM2IMyR/IJrmNefBzzd2qUe4W56g6A0/xhID9usn8zn3M41zdPLldkbmbqAHkvZv52Jda44PSTYN8XHfM3ealLjri1MaxGAtiNYlJtIkubDlY8EB1LzqS5Vh+pepd1hYQPBDHLe6FZIImmWKZFJARW8W7aAjChpRU4BfFF7pSKgi9HOkDtPDmx4JW5RXveY2vJ6/LSY7vTVHVyyNe/j3IpChJBSTZkE0YfPzsCymaipRJiTH2nTD26IzhRYeER/zCeCKR0hV0kPCIizL+vWnDLBfkV7zcexpclUfhx98HEx76Z6ekaDhZFyRiOHHEUiaNBMavOWLMrel1uEHuJxmbaAmvj+MlcW3XOIaMkLKK91zq+aStnopjN4zZF+fQXTFGm3lIoah/S/qJ7+NdS8RxRcZm/iDEcj/TjxHHuiItHTPjimNf6NWtGrjitQRX4Llf1viyTErMFS4YTztivDxGjIfjCnMcMx8rS2NMFj4eF8Z1Cx9fjncpCK54PQc3GTO0Kr4T+/IYoeeKEwKrNFfkJ17gkDRXXDJMbjVzMI6lTcwYn0jwlw5j5smp6iJdnv0N6ZfF2BNyP60qJ6soVF9Y+F1ZFAw+D8j9zNd5XEaBdHX+96WG6aAv5H5Wmlf5/3geXZn/EdUHdEnZF3I/q9NvRv/3udkfpGR3kjZVPSH+XdnZ6bdovn4uF4uGP0MvzP84+m++pxdzfateXUj4KIwXGpDH+XaOL97fCl1d+F2qypVPyNecmfr1XF/8gdxPo8LvNHRcz03/tlhHysMNUjRK4ga8cmH6R5EkzCBuV2m+fiXCGHI+NbE4MegLuZ+VJsZPtjOt71FDFGmDhgL59NR3o/9ebr5O09V8jkWRfHYa8UXxPdWu5PpiVf78zI8ijGdqZ2ml+boW4/PTvx2tLguMWyaMf5DAuFUI41PN3xSr0vm4XaHp6qUI45PNH8rJhkFfyP3M1+P8cqn5Har5+eN/3V+kpca3M2OebocOds0kuQHXjGV30sZjkRofKwW4QkzIGSb5We6HuVtMkIoxwTTmTTnyMXTITzvy8bKoJZShxuDV3jzfOcHXaT5eNPDxy9F/YREM2rb5Vkvx8aTaxOvYwtAVTIg9i60GWI5HEIPYsKSfI3hM60JWANsusQULs+D5QsqBFKuH4PGR2KKMFVLM0uSL1T+SYvVohIOVV2xhOaMRq9+knhBH3hNEh2vi2vli9TsJAWqs2uGFxgs+uGUSEhLcFZe3tmG7G3yTOoHxfbSlqPQjcQzdpzmxqstbFrK+2K6z44hxkHgefUleC3JVJc+Xu0bzFhSQCj5/ViPcrXw7kuhAgnMaQfAD6YsmP7yCwSttg8k0tr/ythZs0cA9ohjDilHNSeSbfRsOGGO71FkNxp2EcHdfFp6r0a6D7PNAG3l0/RMi3wSR71W5ApsXx0rkG3EsRb6NcfyNbP5kjuNxYZwfx4jNaYOQOrbM4p6a8rotTRwjNneHiGNMbMwb4lh1rB5tHBfjCojVfyObSkixeuHbOqYY9xO84ooxcOtZMUbHb+ZjFcenxQz+4/NxHsbg46YGY3S63HTAuChXQNpnLcEVZzXjWE/wRODEFX055rlyRRpj4Os/YYwh+4MOyapR1Fz9LJ1qXaNWdTDRw3ZdbDPePELn6D7N1E7RqalrNFMbXK1GZ+SHh5/RehtySz1qVZeE71wtOYnK1g869LD9Ba23v6Ru0BZblU+2XhSrv9nYxLVwTXRqhkwQtGhRKJ9oPh/p3ca4BaJLM+653d+hmt+k5eYLQp8X25WzGO90vqEHh5/QYW+TfL9GJxqXaKX1olyBTtted40eHHws/sazXWxcoJOtl6hRGZwIPepviQ7CahvsTHWVFhtXqVEZLCA7/T2xzRgdghGbrcpJWmq8SC2xsp02dCfe6nxBO51bYktw018Uq5PY1jyAcdih7c5XtN25Ln6u+7Oi2MQq6SDGfdrp3BBdhHvBAVX9aVpoXBGrtXkY73Zv02bnc+r2d8VKI7R55+vPy8mNNMbAAF2KISmE7blz9Yu0UH9BFPZZQ5Mq+KK7MmJ+tnZe4Ka0cZMG2Z/No88zGL8YFbV6jAOxsqzDuB+0abf3FR10b4tmWViZna1doWYl1hSPcevQXvcm7fduip+r/ozwbVXigjLGok/7vVu0171BvfCQql6LZmqXxWptfj62J8eQbmLM451P+XnFlswr/MT4WNVwhcqPzVxRLHdTY57aft6U/NocAR+rPA98PCX5eNnAx+DYjuRjVYP4OXkeJINc+XhD8vG+5GOV503++flnorCNk56DOJEynANgwWglTYFEanogoNIBANmJjlyxW7D4oqX2oZz1WTTOfLDmKb+4nPSZfJEAq3b78NVvR2HpBu7AhmI170WMfbvcaTMMyPOwaq0/+8aTAptEYV+s0uQVy1lyUoWt2l6p9z2MklVxVs7o247IkX2fBsa4V3UOA9+t9hQwDqR8Sk9uXeGtf6OJY0h1tJ3iGLqyooufh7PsuK5+OyreDbSdx3Y29q05xvG85Z1OdtptGMm5GFc8qTgeLPoeD+MdIs93wLhIHE8exuOL4wMZx/6I4zjmCt46ZuKKnvSdVK5YtHDseDBG4YkzpsAE24ibVd0KEYqCLu10kYR2RaGsW22Ni6l71A+PRHGIbcp63FBM3RfFMzruztZOaXFTskIoyiteg+bqmGjQ4wadXFHYeii6zgwUZ0lr97Zpv7cuPnuudiZaqc2zbnBAhz2WF2tVV8R96wznifmMaUDNygmq5xTLw+Zu/P4/XT4eX17RFgVaMa4IJVe0xsAV6FvAW1hHyxW82DEqrghCdBJ25YoiGEOKbPsZxniXpVAdMJ4km/jClm9/QzZOSX4VrBKcHgha6D6y9muyYQBmQS6KwE1aP3xIveCLjMZonareC1TxTw7MGvWEoHKySU6Vqt4lsfSfDEShPSUEkpMHuPHvi3L7ZNK3J32zzXewX38lFbTw7QWfDegRYmYe28iSLzterF7wpTz4HuOGxERsgUgUw6z3eEtqPvYz29PiLc6x/5bU4EoeZsdLhsE7PRiGIC9xv8nngdk8zEjN5qz4YbBMNufAbB5mKWWzq8hXCXKPGuO+vN9so44Z+f0qTwRjrJL0wq9SuGElBs8ZW9id4th/QUhsZNvjI4YG4/iyWD1K++7LmN/JnIHD+annBp5HN/gk0xgGxS2SqSsZ3IrFcUhItrKt9Kfk86gNzRXF4nhX3odLHB/I2OwOxHG2aQNjDNx2HxPjF3LiGPew5xTHxxfjqnxHZx8zjl0xhtj9pzkYr8o4TmLcpV7weU4cn5RxXM1wxRcU0L0crriWwo254qbkiiDDFfEWZ2VY+eyF1zNcMSW5Ih1v/XBNcFaaKxqSK1ZyMP4002hFh/Ge9E1ijLNh50eAMbjioRVjFJ5f7/6UHrY/F6tcyrDCiy3NWDlNYvzN/jtCrzbZXAjF6uW53xhYDcbK5539X4qiVhlWbS/N/pAbTCVso32Dbu39VBSKyrCV+cLs92ipEW8Nh6FQvrn7V0JeKELYa9C5mbfF6mq2oL2x85dSV1fi4FXpzNRrtDr1Rgrjo/6e8N3p3k0hvNJ6iS7MfDdVOPeDI7p3+Le0272V+jysfp6e+jUpIRJj/ODwF2KlNBmbaDCFLc3JYpiTcOycy0q8NVPHepQv7wLJckVd+rZyuGIt0+CsKvl4Zmg+5rzifub9UD0n0jureMUPvsn3w0vkFd5Qccxasl/mcMWSzCtcuGJO5hXpmA9CcMWNAlzxRSYf03HFpuTjJBY1yRWrjlwBPr74RLiiOMY3hF7t42EM3/TqfD9Yo16Yh/FVqsjeD0mMuwH0jl0xxpi3Z8V4Em3iC1sUqkyMeQbCwUOqRy9iYBAnrnhXo+IWXYN7wQdaX5xnrfi8Zx+rI93glxlyTl73edl4RJHdLUMHMxzyPpVIPuGr69qHxJKLZiRG3eCdTJGRPRf8lkhY8ci7wYcGAeg61f3vRLjhBeeXNvfbUc1/O1qFxJY7Tj7zzaPz0SDERa2+oxzOXqiElQWrvzb4YhBaGjPGobyHfKF6Tt7x/XwHjBtU998eCmNsu2Gyy0ei5r8RDUJc1H6o8cWZnZej4rZYHB9SJ/iFFjecLalVrkbPoxP8XJLz4LUx0cDnYVQc/zIzqOnjmONH17W3Kt//SkJMXddFEYnMheh5jC+OMTmj5yBOeBbHjjHfg1scHw+Mkajec8IYk4zgQn0cX4maFDHGP9d2+B0e476M4z1HPv5A0wHfS/AxTyB0+58bOiNXpC/j1gtuUz9EkZF/FzX/zSiZ4kT1IwNXvBIlrMUwPpBxnI8xtmYjGWbfjvTVYbwcnfW3YzwrMeY4/mL7z2irk/fueaKwfHnpj8RWX9jN3b8R25vzfLEC+vLiH0UrvfcOPqDbez/T3INP1xZ/Em11RlH75c6fk85wbnZRFre73Qf06eYfp4rwpF2Y+R6dnno5Wnn9aPOfU1/swBjE7XTrFbow+2vRivVHG/8zdURhPei7UL8o7gMYo1C9ufsndBTk6Yt74szqxZnfF4UwML69/xe038uLTU+ckb00+5PobCm2Yg5Olum4ApNlj0bEFatRcVuMj7EgkS4Q07YYNfPjyfKvDXnFjOSs4nHcDd43dMBvyrxCcQUKOd3YVJW+iiu+pr6YLM+/C9wDGsLFBZeJK16NCi9MgHWDd7VcwQtF56KV166RK86LgjXmCsXH9JhcMSe48Hhh/IB6YR4HDYPx1WiysQjGk2oTfUIYiYa+qBUeERnyXnWzTALOQrFvKGei9NYLv5TbYhCsplbtuO51ea8kkxdTW+5tuXWFZIJoakV/EAtFi739+nbmeKF5IMHPauZTZ50EFoeGgkt8MvWDG4mVHbOMkEpkOWFes/iuyZna+Pf0vutyq+T4MOZVWl0xQPLfdh0xPiqAcZ/6wU3p25MrtTpD7H7lHsfBFxHGvFJjiuMbcusqfG8acUPiDQLl37sjsQn1z04WQxzHu5Y4VnGDmUmTFA2SC+YHfv9M0gBBVFiMN45t130UxTFj3DdizNJIxTAuEsfFMO4UwLhfEGPb+/8wEccufKzi+IaRK4bFmON4zymOxTYzraxbOMAVZrkfrPzeSJzlwkqtK1foCuBhuCKJ8U0jxnwG2RXjRwUw3o3GvN3uPU1Ry54467p2+In4r3ZvR1PUsm8/7NLdg3fld+vQnb2/M9xDSLf3fh7xClZqTXZr96cRxrd3fyZ+X2d39n4hzvbCsLqsK2ph9w8/jOSAHhx8pC1qYVudW1IOCCvG1+koyO6+iL9du78ereQe9O5rilr27YYHtNH5LMEVuqJWccVGgivM0nlxnjfqvAJ8HDjmFZuJPM+WV+xFu8n4rKUtjhVXYDLQJA3G5/T5ugcWKRqsSqq8oluAKwLDxHoeV5j5GPmMGvM4lzRxxW0po8Y/m+QXmSu2HTHeGRLjfQeMbw2J8ej4uDckxpNqE13Y2nWpYNinH8gAt+lHHsiVQVzX9mA7ct9720G7EdsPVOJl1ppjb/5e6qV08cVhdJvxFmz8jUHLc/R9YL0DbO3glwbEYdsA0JaDGvC16azymT4eLGy6YrI5wRgxdvPdLoDxPUeMEblrcnImuxUr/355Jlo1dbLF8aaMY9v342ZqokmB2Lpl8RYYuMSml8DCrAmX9DFN5MSmvpOL727UzMw9jtUZLuMdC79icawwNt8Hx5nr+3/fGTcVC8Uw3h0Dxl1HjPmscBz3tjhmzuJtwq4Yu8RmkedxL/U77txt42PFFQ8duGI70dTNxhXceIX9d8aEsQtXFHkefD00djLzcSgaRcEeOfiut78Sq5mbRzdFsxiTL4pEFJV8ptas540CG34orvd6ZtywRRqNpVDQbhxdt+rjPmpzovyw/ZmDLxcuWQ3bPNs6SvqacVO+bryyU4Arkvzad+QKlYe48bEbv6nvVSRXKMoVbrmbGn9Nd4AxhpsOPbRinM539QUlG+cTvM3blStwRvXhU+eKfuD+PHjizBzzAd0fI8YoyIGxLTb73JSwIMaTambRwWNu5gElaZjx6zpeE9tYj9x8cZ7G0GAkNk9eE+TosvNbJXH9Ar72e0ZXNfG3OAdku4+unP3syBfXrMnI51NsyWfynt2fnbuvuu64MHb5fr0CGMvnITsKu2DsHJtIQqNVaYsv/JzjGNfUrwwM+sJs9xFKvBQWNu+jAs9DreK7xib8e2OKTa+Ab9cRY4WF/VkrjNNnyUz3kPx7lBgHBXFz5xXTCtfjx7Edt2HiOH4uJlMrQa583HPkFb5mMa7wnyLGw3FFt6+6eesNjZz47wMHhAPRmZcLVc/p2rxKajf4spyLzTxxTZyBdYl7VVRjK7LZQur2le++/bpyZw66D9sTZvXZRbiiSF5RhLuL8LEbX4EDvYJ5hduYflQodyvOFZ3Rc4XDmJT2decKXsAowhUu9+LOK+nczWbD8LF7nudZF+zY+POL8vFk2kSv2JqFqinTxKXmeE00Lmm4+QptLJfW2KG8ZlZ7TGeqyKgU8LXfs7pXPvhuu4+a1KWsO70I3KHQdZ6kWsAXGLg+Z1wzq1No8lXXd/V1uedqAYzl8xDPzg1j59i0dK1N+YpOe65xXJff0XP0hdmu7cX6v05x3CjwPPj5eoXibVyxWeT9yGpomngFZn9+ccOL2ohjvijG/thwG28c23EbJo5NXTljk3qMznxcdeQVvubx4YraWLiiJhpDme9DSeKgwZEdYTQXg/7wlBPGuHbd0EU461ur6LuvxhaKa+LMKkZq+3X589U5Yr15VKso32n7dWXvh6q4vvk+KlHDxCJccVzyCrt5Q+QVbmN6o1DuVpwr6qPnCtHYy923CFdwc6MiXOFyH0leKZK70Rj42D3Pc8n9Y9+ifDyZNtGFrV7IOWnQQ0QjgnmHrzsVSSHggLjZVNtt1nM0G7RnVRc8fdv72Ju/F9+zmy/0p2wG/Sv++7T1BUv7mu+A9RBB5DMOLw3a89clvrZBSLXdB4HZBnovoX05HozdfOcLYMzPrCIbWZkMnfuAMTTabHHMUh4teS8NhzhmbTb79/Mj/TTfIHYeecvYscdmmMAi3b0vz5SPei5mU9/JxVfpoRaJ45ZjHLcKxrHC2JYoumIc+7rgpmKhGMazY8C45oixkvNQcW+LY+YsvFfuGLvEZpHnccaRY4vyseKKFQeumJeYLThwBesRs//cmDB24Yoiz4Ovt9J8wbr9FnqvsGUHX6U5i0ZP5gl2j2Zrp4X8D/42SeTA0MQKfs3KHM1Uzbj5VBU6uRWvSkuNy9YtkdC+ha00X3Tw5WZeC/XnjfcrfBpJXzNuyteNV+YKcEWSXyuOXKHyEDc+duM39b2K5ApFucItd1Pjr+kOMMaIsUZwhRnjdL5rK3w4n0Bne3euqIpc8mlzRcU/45y7McbmmPeFGsC4MJ4TTUXRYMxsFZE7FsV4Um2iC1smskWTh5SCgS8ebFqCIK87I/t6UZdGnVW9uJV41X/eGCgV73LUQQ2dM82wgwxUQC9YEjoMkjxQioLDQCDowqk6AQvCkbjkWz2BRVN0SdObTxX/kvRV0jtk7DLIvng2Jy2+SNC81O/pfSHhUxkrxjywmZI//NusI8aNBMYtC8YVqvjcKRPEVPVMyQZi94p7HAsZGMaYf88Ux5eilvhVcT963NBNVnVx5u/Z1F5bPDs5OcRxPGuJYxU3SGJMKwqsqyl+T7x/pgkoX8bNuOPYdt3lKI4Z44oRY9VtkTFuOGFcJI6LYVwvgHGlIMa29z+Wz3DjYxXHl4xcMSzGHMczTnEskhmJS55nlitwT3rz5XdirsB31Rv44fkxcUUS4+eMGOO7uWO8XADj2WjMm62doYW6jmO5K/LJ1jXxX+h2fLL1La0vuiJDPoe/W53OzXzbcA8enZ/5Dv/s+XRx5ntksouz34swPj/7XeNKLCR/Kj6PY2en3xQFrg43dEVGcQ07NfWyXD3O90VXZBTXsLn6ZWr4SxpfdEU+QbO1i+K/pqqnabp61tDxdYqW6i8muGLewhVLCa7QvR/q6stjyivAx75jXrGYyPNsecVMVFQjRu1xrLgCcoV6LWVcsyLzXIy/kL3RW0W+mzw+unOFX5ArzHyMfEaNeZxLmrgC3a8ZN86Z9MUfc8W8I8ZzY8T44nAYe1dGxsfVITGeVJt4uZ9Sx/a46tiuZ86ZjFfHNl9vrtSx1evYQgvtyhPWsf00021Qp7H6rOjY5musFtexHYVW8AuPpcc8aRhPpo6tjo9ddWwHdRPHr2PrivHT16ZkHdu/Fc2TSh3bIjq2Hbp3+NOMjq1Hc7WLWh3b7c6XKYynq6t0Zur7Q+vY6rliXDq2XEyXOra/Cjq2p4Qu7K+eju2nThhPok18YauMu9ZhgMXfOF+oX5FgQt2VgQVinNY+SPZFd7cjeb5oweKLrp+H4iXhLZ76mRE+IK4O7U9ZfDuJZAO+FeN1A5mE+mI7j372BS97gA5sYSCSQ7XKlu+LDpebRGGfPG96oKBN+4byeWBgqclthXrc4s6napuQybctByG1xfNpYMydFdNbJp80xoHsoteNttCbYxO+nZHHMUgyDPeJxLZDXFc/Uy3kSsJdTElK35pjHM9b3mnuoM1mPl9clCueTBxPGQeTNMaLltgsgnGROJ48jLlDeHuIOLZhfCAx9kccxzFXQFM9W9w/Hleg+3lvDFwxWRj3giPa6d4TmExXlyM92jzrB13hG4Q9alUXaKqqX8lBUbfTuUf98Eisjk5X410Eg/cbCJ1aNHRCsYcVUhPG+72HorNyxWvQXP1MqvDM2kFvgw57m+R7NeGLFWadQf92v7cuntlcDRNgetxwr4c9Lgpa1RXjtmpgfNBDsRiIVd26XC02cwXebfP5QvY9fOp8zHkF/vhjzN1cuSKUXKE/5sLdcLeG4AocO5gdA1fUpO9ouEJ0BnbmijYFcqJ48jDGBPH8U8F4kmyiuyKnEy7ohu5EiRSFC7nkxMnAOgUhZgrRwa7B5xbDxRxftOh+IFp7i+5jIbbonpHnEtIBIGZi6JGYHceslBfWyPcOqCJEuKu5iRy3e2/L1ZpZCkME7OAj4fbfmJFSHQVnxPfLe3l5pXKLPJmAim6JYXyIPntd6HGJNuAUkB/OEfnnBmaN2BfatneldmCfvHCaqv5ZMYOVh1v8PHgAwgsWhjMa313pi0EFydE8haE6i2fAmIDxKS3GwKwnfPfEOShsNakIcfbBhDwId6gf3BGDCsoB3ztBlcQ2xLTvvsANovEwCLjDN4/IxodxT7TzR1t2dPL2wpaYlfPDFcc4Xo3O4g1i/JD6wV2nOE5hHFYoNGK8LZ6dwDj0KSyAcVAEY5oXK0ZOGNMMVf1Vxziuy9g0xfF2lEiZ4lhISAjfjlwdmKMwnMt9Hpz0bZPnqUTKM3AFS7d4Xlt2NyQrV8TF6pT0zeOKrvRV3WWb0relKZa35eShnY+FrIcTxpAsWIvjWGzRPXMM4nhZ+uriGDqtm4k4xvs/uL2b9azvJriiQByHM5Ir8sYx6Nnek1qONq7IYBwWxfiQKmJlPg/jDeoJ32ExPps7SYvkjLnCDWOiuzRTVVzRpiDUYxzSXZquKq7YpyCUWxUzuGFV82H7c3rU/op6QZualXk62XpRnIHNvv8oktfb14W8ELoaYxv0SutqdG43fQ+BkPRZO/yU2v0d0fip3b8izgyrbchJjLc73wg9Xi5sq3SieVmcHVaNsbJY1CsHVK+o74KEWM8VFW+XZmpqRQoTnxUtV/jeDs3U1Gopkueqhivy+Ngxjsk85hXn462osGU+ntf4HiTksWy5m5LSYj4Wf2swHozjJTnm6bgCY956gisQ83Nj4Iqz5IfLGq5QeUUnwRV8bjf7PMBruA/FFTjH6Ru5Any878gVyN12huAKV4xDkbuZMYbvw6eIMccxAQdPTdB4xjhO5xW+9J384nbiV2w5Obujaa8+J7epeFHw9cLPc6VxQE6VxLlZBF83eDdXHwrkW/PfiMgJL203+CgSCU9bg+r+mxGpxwLieTpnIMlzmW3AG5rr4iwJXvTkNgckiPn6U4zDfGbbwvuZbT3cihxnKdXZC/bdE1jktVfnbY4vJjDuyueR14p9St6zn9gOCd+81uYNiUUlgfGHGqF2YPxWhBsw5i2Ad3Paq1fFs8Psm7Je8DX1w69yfH2q+a+IIldZP3hAvfDjjC//XPVeko0Hxo1xmzrBO7kafLxV5tXHiONxYYyt7Nc1GL9KvhevhPSD+9QLP3HEeIO6wQcFMH4nVxIiP45va+QjHieO8f4DszwZDSRf5xPP42lxBZKNucxWPQjSDw4VvH16KcPH6S1Zej62YXw24Ys4fkcURY8Xx03Jx3lxnDXE8ZupyZTRxfE1qvinHeP4cnROSx/H7Mtb8K5muOKXmjHvhOC3OI67kivyMJ6VGFcTGH+QOVpgwhhbAO85Yoxt1jcKYpy+28fHeFfysR1jrKR+svnH1An2BnxxrvfK/I+jghUrmZ9u/Us66A3G5lR1mV5a+ANxbpfvoU9fbP8r2u7cGcCi4c/StcWfUF10e2aMb+7+ldSoTftilffa4h+mVptDkayva7gC711yyzAmqR44csW+5Dc7VxTBuFgcF8sr+H7zpJhq0jfJx8BhR8PH5zNbVN0xhnZqL/xUwxXfooofN2tEocVxHObE8fNU9S84Ynw2dU4ThRznFePgivcz24WTXPFWhBtzxadC+3XQajKvcOWK18j3FicI42Wq+S9nMMaYN5grYOKl5r+ewng0cVyRvm6dlo+rTXTzKH5A3xg0w3ZSSSGfM8rXh0LiHyREnJHs6ESP8TJjX78ynD/NTyhhOPf2oZwhGbyntCE4MZsUJBJK3XU5QebVETW7rBdVRiBHml7ihckO8OzF3wfnBdZTpKTTDEOyksQtFMmLTl/sIEX0nLTr9LrUGdkkxnmDBAx6gh9EGGMlM05UswMsEuT3IoyR7HBRm+crE2Sp2ybO4omiNuvLP4M0kXTGGGeL2tFgjEkUfRxvSKJ3i2MknMpwbs+McRzHAWYcjRi/n8H4usZXJsgpjD8pgLE5joMBjHsF4rg38jjm39NpQ/bkO12EK8JEQunKFUcWrrif4Iq+tqhlX4i+72f4WKerl/4+RTDm81mDSVQcx5iwdIlj5mNl6TgmB64YVRx/InzE/xF6qKY4vi4+m33xOe/l4CbfS8LKzL3oefB3zdckBEbAKs0VOox3M1xxQ1PUwto5GOcVtXkYryf4S4dxNwfj9N0+PsbvO2P85fafU2dA75V9tzq36e4+Elk2FJ/YKpxnKHbx78q+2f+lLGoHsTgK9uiL7X8d/ffD9qeyqB30hd7u51t/SkGUV+wb3g9+h3knheKK/KI25gqp6Rkyf7lxRTGMi8Qx36+Jj+Mz74yDTl8YE2/JuN3WFAN5fLznjLE47ygKLv63pB8MOQe22vJ1eRwexFjF8VdiQt2NK7DCeL8Axrcc+Xg3w8fXNUVtHh/f1RS1MM6pFFf0xQqwK1ccJ4x1udujFMZ8djg/V8AOpyTGo4vjfiqOJ9UmurDlBNEsyI3BVyRcImjNYuPYViUSubAz0PAjn6TbIrCx1czsy9sO1ZY3s4HsZOJu9Q2jRJG3u9i8+XrYvmoTEO8HX0tM8MKYxaJ74dcSY6wg2sTfcVYgkEl2fsEVG7YwdR0wDiXGO/IgP9+73rpiy4i498D87IAAtoGIn0Ik7SbzxHYUGP+OWTi7H9wugPFt2XhAbdvWEw9vtenL8zr6pCSOecRxP7r3fJPnbiOM+d711klgfNsZY74Hb2QYq8/GFnZXjMcZx/g9s+Ee29F2rNFyxU4BrlA+2w6C8uqz9xz4eHMIjI+sfIx/F0m4iGMbV2AS05UrEMePop0d5thMxrGNV7zIp1Aci3vJTz6V4TtF5+RFbJq44k6CK4pgbObCJMYYH8yG8fbREFyhVjJHzBWCt2wY347Ovu73HhkxfnCIArtHnf4+bRzdNPiGtHF0gzr9A+qHPfF7euPP3uuCv0O6t/+B0ReF99bRrTHlFcrHPC4lP7sIxmLMscaxGvNQyOQXXLFhG3XPkY/BxYqPbbj1huJjlzgOIq64WzCOdYsMWa4AxnsOXBHIM6rpBkxmrtBNHML4s0Ve48QV4Kn1VP6kN3w2F5XYqmzGOM7vimG85oCximPsfDDHZhJj/UR1EuPOEHG84RDH5lrpuNtEF7bpboymh4RztTayU7Nuh/Lwvn3GAnv7+R56Tr78spjJHBZ3jjsogIELFgdRN0v7dWUhLnxtHdLa8nslu7Hpr6ySdzfDGRX7BEb8vTBrbMPC40P+jgO3mp1Tf+sNhedGAYzlPThhfCgLcvt1edZtL2qQMNo4Hi/GfPYlfKoYF4tjF9/kO2IeMOP7CKwDJt+Feg6HY+GKdBdLnR0W8MV3SjahMhnzpWqmYvfellzRt/uKeOg63HMyju3jgopJdYZLb+DWzcJxzPdijuOwMFfsjxVje2wicU9i7HJdN66IzuiPHGPmy93OfasvVkwPe1uiWZQ9rwhpr7smzsgGcrVJbx7tdrEVu01HgXlyDX0j4OvOFe45iEqC3fKxw8IYu8WxGpPc8wrmb5eVKdWsqlsAN3c+DpzGvHFxRVGMcc7chStw8lcVy65c0XF4fjgzuhUVim7XBRY2jHlHTvJ33DDedsCY+dINN45jd4y3h4jjnsOVXd7l42sTXdiWVlpppZVWWmmllVZaaaWVVtpEF7bQfrIbDlejlbW+9Xa6AUBLdFW1r+5AnHle3oO9uTR3XQTceokMZbgHtqkCGLhgwT5ZPbL863JLcdZxs80GNeX30rdCT15ZdEmV4uR2Qyv0aUeMWRTdHhc41L+QEFK3XZcbECQbEeSbFzU2ccNY3oMTxsC25nRdbgAwI6SeXKxYHI8XY3SYtm3LGjfGbnHsyzh28U2+Iy6U25J+eskCZfFzaI2FK2IuMlmrgG8tktOwG/Ml87GL97zkCntXR46dmsM9J+PYPi6omHSJY/YpFsd8L+Y49gpzxfRYMbbHJqQ0khjTCDFeGhPGzJez9dNWX+i8QipotnbKIa/waKZ2klrVRSHXY7ZQyARVvSY1KnPWtR34unOFew5CIh5c87FWYYzd4liNSe55BfO35+hbceTjVmE+9p3GvHFxRVGMIWPjwhWe5IqZAlxRd3h+oRjLRW5agCsgZWPn7mG4Yt4BY+ZLN9w4jotgXDyOqw5XdnmXj69NdGHLhGp+SErGgzvQDbb0TppPaBuPFvZIpk5arosOf9BQ86ninbP4zsSFonjBTIbA4yLc7otgnncuHtT10GbdRjYV2fXNJ3QENndIq3oXJMZNB2JiXS3u5qbXtmOD5EfNAWNPYszajBCZNludfCkgXvXNzw4IoL26+Mk7a/FFxzz24d8xv14V/3wBjNFxEQPcrPieJiLDPXAcN0RbeHvMI44hzn3WgvFsAmO+dzeMzztjzPcQjgxj9dk+LTtj7BbH80PFMeLfbDzpw1yh18wcjivmCnCF8rEXc/Fnzzjw8eIQXNGw8jHL0TRkHNu4AlrSRbhiWcbSBUtsJuP4nEMcnysex+JezJOj+E4cP3hfZy1cwR1ii2Ns5sIkxhgfzIbxdnkIrjg3Hq4QvGXDmLkCWrXQwjVhfKp1TUjvoIPxUuM5g69HS41LVK9MUcWrit/TG3/2TI2lbs5MvWL0haQQpIfGk1coH/O4xL5LhTEWY441jtWYh+LTtogByZ+qIx+DixUf23CrDsXHLnHsR1yxWjCOa45cAYxnHLgCfNwUeYOdK+qSK3DPOuPPZo1YF64AT51I5ah6w2fzZA5kemwFqMrvimF80gFjFceq0CcnjFFjuGFcNI6XHOLYXCsdd5vowpYf0llDkQbiiGc+qt5lbXLLA3H8AopW85qEleUlXor+u+JdNARhQ7ZJ93LvaXDFGATNjwXFuP66SsKDE0kWx46lDQa9IbPB3x3kD9mEwcfP9wiZlIqUuMG9oG267uWFTEoSN4/OGF50fJ9YOscTiZSu2EBb/lMZjOPfTVtdStzw/ftCH00lXl6OvMRrEcaYpUP79nxflvtR2mnQOkNb+EFf/hlSNKoVPWP82lgwRkt4fRzj+1xyjmNI3CireM9ZMI7j2BdaaqsFML6s8WUJjzTG1wwYX8tgbI5jfwDjaoE41hVp6feySBwzvtOG2drVglzBvpDyceeKhoUrTie4Ait6Z7UJD0/wTWf4WDespL+PHeM4FoUUkyYp4Di+6hjHzMfK0nFMOXH8+hjjWOFWt8Tx5Wg1geP49Rzc5HtJq+I7sa8nv6uOK04IrNJcocN4NsMVlwwJUjMH41iiy4zxiQR/6TCuPQGMX3PG+Mr8j0ThmOcLuZ/V6Tej//vc7A9SsjtJm6qeEP+u7Oz0WzRfP5eLRcOfoRfmfxz990rzJVppvpjrW/XqdHXh9xJ5xbTh/VBSNJUEV5yycAXHvCgWxbtk4oqpoTDmeKo7xTHfr4mP4wkcxkG3OoUdHcm4BXfNOfLxjDPGGM+QO6h/yxpyDj/CjcdhfRw/n9j9ZOMK6LeeLoDxRUc+ns3w8WVDoZ/lilWhbZtvnFOpOK4U4ophMPbGhLGOj5dTGKPG4NXePN+5FMaji+NKKo4n1SZexxbGbdPR1GJHNhwBeWEGYypf8JjWpQxIjzzMAHnLGiHlQIrVQ1T6CPOeYjYHszT5YvWPpFj9AXliK9gpMVOcJ0DNTZGUyDfPrvMqUJ7INzqkbSYO1oM09ULqfN2DRIK4oBFSb0tRaSVWrwSo88XqY1FpCKlPSwHqpVzc4ufRly/Wgly5yvPlrtHcnIGF1HlW1ddgDOHuQyvGwIxFvvfIE1tBTornly/yvROLfIutP8vSd3BLESQkuAvjRrQlDjPGSX01PcYQUj/riDES9lUNxmj4cF90/UuJ1YsV2Lw4ViLfiGMp8m2M43FivC020RTH+JxGSL0oxgmxejIJqWfjGJNH84Y4Vh2r7XEcx3xHDiYYaOZynwdL36jmGjauULwCrsA9To+IK7rSF40wcE9N6Tv47LhTNHDbdeJjdAd1w7gv+dg1jh9KPlZxfFrM4D9+HG+L9yMdx0gGmpo4RqfLzacYxz3BE4ETVzwexsDXf+oYYwLirAbjQ4nbaDHuBx162P6C1ttfUjdoU7MyTydbL4pV0uz7jw7J6+3r9PDwc9GtGCu5K82rdKKJhDmLcUCbR7do7fBTavd3qOY3abn5Ai03r1BF6t0mMd7pfCO6KaP5lO/X6ETjEq20XqSa3zqmXFE0jtX4qOL4rFjt1/MxOLYnc5C5gnw8r/E9SORufoK7XfhY7d4bxBiSNDzmFY3jMJG7zT1BjBVX4P3vSK5Q+bGfk4NAzsaVKzYkV+xLrlA5iI4rVO5m44qiGIOP18eM8ZTk48fFWMXxlsxBEMdcxLrHMWLTvnX8uNszUdjGRHYQJ1IGgWEWM1bSFEikprUzFKoIZV+8gC2LbzsKKvbVL4qzViQHFSd9Jt9OQq5kyhh8nFiqrnzYfqDfKsGJpRqsgFt9hBije11XbqvgbWn5vqH07ciV5wWLL1rDH8oZ4kUjbiAyoZ3n4Zw1rqvfKolrou08YcuvZoCPfdF2njvXibMkRiy63KEwDMjzsDNAf36BJ142icK+mFnPK5bTGEM+pTcGjCHV0Z5IjHlb06gw5gFATdCobcKj54rBou9XiysmLY4PZBz7TzGOe9J3Urli0RKbTwJj4ND6Fca4CFd0E5PrLcv7UYQrJg/j8fFxO1IzcI/jUHLFOOIYPU54m/BoMebFjlHFMTRoQ2euKIKx7Mr/lDEeX17RlpM59jieJJv4wpZvf0NqMyW/Cm+3ywYttL1YpyrZ8hqzIBdF4KavjdmPtYwvZkEwWzKbMzP3ICPn48stAumXXWhPCRHqZGtz/Pui8E/79qRvtv029uuvpAJR6LiJ+822/p+RW5ErGZKBFllWwqIlcasNjTFm8Hvh9VR7fMz8YftKtgFTP3xIveCLjMZonar+C1QR5xdiQxt2FgZPYlGlqthymt4+gVn8nhC43smcz7rAWxVTGEMk/NOMvhcKrzNU9a9kcOuJe8hqPmL1Q2zPSeEWUC/4UojNJ3HDoCm2mSRmFFlT85bU1exntvXEW5zTGH+Vis3xYnxZzNymfYti/ElG3+94YyxkBYSWXFKipybfpXTBgUGV3ycXrjiQXNHNcAVmbBdyVkruZ56djiu68rquXAHfPQeuCBJckbQp6fs4XPGN5IpsHON5LDjEcUPG8cpjxjFic9chjtuSK7JxvCrjOIlxl3rB5zlxfFLGcTUTx19QQPdy4vhaCjeO45syjoNMHMfbb80YT0muyGK8Jt4nd4yBxaEDxnvSdzdzBu78CDD+bEBX8/hj/EUmV9BhvCnjOIvx82KVxw1jxPHFHK64nyNLMy85y3PgCpzhPvlYXJGP8Zx8/2OMWcP97hPEuCbjeNWJj3lb/pIDxl6Cj70h47gvx7xsHC/JMa/xGBgjjm88VYyLxfG4uKIoxjeEXu3jYfzSwM4RzivWMpJJVfnezTjkFRWZV8wPHceTaBNf2LIItU4zEA/qYjRbiBcxEMGXbxXvalTcclGrF5bGnnWVsPJWYVw3H0oOrKUE2d0y6FnOi20X8YByy6A7hcGCCzouVG8bdMCQWOIQuy998cLqtH3x4lyIXvRCGAd3qBd+ofWt+W9EBNkPH1Ev0AvLV/2Xo8IL21i7wS+1GOPcAzd34UmGTvALLW4gvVrlxeh5sG8+bkxkr0mMA3EPacLNnr1+Swz0wLgbfGgQ2W5Q3X87wg0kysSY++2o5r8drfQWwxjFwIdPAeOzVKtcTWD8czkADl4bBZo6Iz1ejL8QWxZdMMZWJU7Q8o3fpdYQXIEJMD0HccKzmJgASyckaVuQzStcuGI6Or/LyeftzKBm4oq7BsH2qnz/KwnBep0OoC95RT2P29QPv9QiUfPfjAb6YnG8Td3gHUMcX4maf3Ac/1yrtTh8HPdlHO85xvEHFNJ6ricmoer+d6KioNtHsfyNBomK9G0NgTES1Y8MGL8SJazFMD6QXJGPMbZmIxlm34701WG8HJ31t2M8KzH2R4xxVfKKwvhr6otJxieN8QtR80OsWHWNGJ8Xif74uQKYHThxxWgxfivaIloM4y3qBu9qMa56L8jGQy58jE7WK4kFia8NGM/IcWGYOH4/MwmftKbETcUxCrm7o8c4WKNeaML4VarIpntFMC4Wx50EH9NjcsWceE+PE8Zc1CJP13mvRsUtF7W63IZkIbyQiGO8/6E1jifVJnrdmbfGbJo8oqSX96rrSJRNJb1M0OlZ9sErr8nVCZIJsH5+AIMpb83hn/XECNuWW1dIJogmMeWDxCCyaxG3xsCkVtbahqIWBlLeKoDxerzSpn1p2bcX8L8DO6xmmAyFiMKYf0+PMWbM+F7he9MoCg4SAoHy731jxA3kpmYD+fzErsF3T5yb4J+3DQUX7CgRbzjLoS928F364jsNg7GuAM7D+EsHjHsJjPWxiYQlxviOUURcvB9K8NwJY343xRaoQhjfccQ4sFxXvfPDcIXtuo8KcAVvAXPjChSmarZ815Cokvw39QwODUWt4gp+P/heTOL2QYor+mL1RWeI3S8LxPGXBbjieiKObxgxRhwjdoaL470CcZxXcPG/ZuNYXwzwHfN3csU4yRW6AngYrkhifNOIMZ+PdcX4UQGMdxN8XATjAwvGWM2J+Ri8+HT4+KsI475lzMP4ojDm93WUXKGewaGhqBXfKOKHwIpxL4Fxd4wYm7mil8DYzsebUQ7CMWrCeC/KO/ispS2OFVdsGgouGJ/TjzG+6xjH3QJcERgm1ofFmGO3b+FjjmPGjXOmjuGOwRXbjhjvDInxvgPGt4bAeJgaxOT7UB4PUjlI6BTHk2oTXdjGhZrJsE8/kAFuIiXYgXxp2hZSgvEZEg6A7HaerCGIcC6U/7aZ2tqpXsqn4RtvJXLBeDdqDmDDmM9YYHZp2zJgwjCztClXxE0JMwyfzy9vILZjmDcioJEKjLelm8wTjVfYVz97pkz58O94jr6cfBnvV5BYvwDGh0NgbIsLbqYWY2zxdsbNS2Bhex6xTzGM7ztjzEmHbSNLWxZy6uyL8S64WZwzVzBnjY8r7O+0up6Lb8wVuwW44mGBOFYNLkzGzW3iuHfhCpy1XrM+6/j9d4nNYbmiSMybLExwhQvG20NivDMmjF24osjzKILxvQIYPygQx9uJMUyfiMcYbxfAmCfCstvd8yz+XqPOK7YL+wYO3F0M461Ek81xYOzGx3G+5I7F6POKu6nx13QHaYxDR4xd4pjzCc71XLkCZ1QfPn2uCNyfB0+ceRaM7xfGOO7rYbJeIg85KpBX7JHdXMb942t2pd5jbOg+5mbYeuM2A8FdylwNgeXaQQz3iqBy2fmtEuV+Ad/eiH37ctbIxVf6W8mODX7OvnhpDU0qYvPkNXsOGCtfmC0uQtkoghzIA97sw79ju49O4nc8q5Yd7lVd3+U+4tW8p41xxxnjcGwYdxwxxndzj3m3d5TkNb0CvkEB3+TfJlOx3h05V8DcuSJwfB6SKwrFsf8UuYIeI45t1i0cx268MmkYD8sVpt1Mw3OFO8bgY0fuhp8TVQC3oyEwfrp5Bcxt/FcYj4srnFwlxm48Dw70CmLsNqYXGfOG4YoxYOyY48W+7nHMi0RFuMLlXtx5JZ272aw4H+NbupkLZklf1zhGZ+fJtYlesUUbcDfDAeqa4zVrBep9+LnfA8PtEi7q8ysFfKsj9oXYOc7PVgtgbBZcVwY/Z1/P1TeUflUHjJUvzBYXXqJRgL57Xuyt9D8bDvdRT/yOndC5cZH9HtQ1TZ0onyzGdWeMvbFhXHfEGN/NPebd3/8i160WoOYi77SK9drIuQLmzhW+4/OQXHFs4tiO2/BxbLNa4Th245VJw3hYrhiU/hgFV7hjbO4MnvIV2rEuvqH0K4rx080rimM8Lq5wH0tdeT7mQHeM3e6jyJhXOx4YF8nzCnIFNzcqwhUu95HklSK5G42cj4vlCqOvVzznvOZ42kQXtnqR4aRBDxGJ1LzD152SA2DTIVhUK228XPoW4HFgq3be6Q6p+d78vfien44vizi7YszacNAPs2HM7fnR9ArXtyUbIEa0eWcdPLPh87nzqy8E2s3EpESzoQlmtlDorbFvUuQ635QP/07o6MvNwoz3K7tPumPckhg3CmA874DxyQTGFm9n3MIEFrbnEfsUw/i0/X6jDp8zDgMbpHHq8t134YpWAa5gzhofV9jfaXU9F9+YK2YLcMVKgThecIhj1sqN496FKyAjcdL6rOP33yU2h+WKIjFvMi/BFS4Yzw+J8dyYMHbhiiLPowjGZwpgfKpAHM8nxrC6A8bzBTBeTmBstvh7jTqvmC/sq8YGkxXDeEFivOiAcXMIjN34OM6X3LEYfV6x6ohxNo49R4wXCmA8VYArqkL54KlzhX/GOa9gjEMLxqcLY4zawl6EKvnBugN3e4m8Qi9DFJvLuH98baILW04UF00eojMa+2KgT0sQ5HVnZF/8nnmgSLbERydTU8CyLIeaqTxhgR1koEhjwZI0I/iV7MispVBsJIK1aQnualRIumF8QvqyDIHJt+rzvwM71QlTexf+CxHG/Ht6jCvepahLXdV/zkgK6Iqsut9CnNuEG7oi82AJEjspOhTqfWeijtaC1GXs5VsjEW8t0e1PbxWqiO/kivGVITG+4oBxNYGxPjbRTTbG+JzE2NO/HzLe3DA+GQ8ChTDmn+0Ys/SOyfidH4YrbNflRNWNKxYKcMV0oqietQyE+Df1DPA7g+L1sbHmo7hfcS+mCSglf8ZxXPEujymObVxxORHHl4wYI45VR0uOn0aBOJ4pEMcntJ7ZOMY96c2X38kV4+fHxBVJjJ8zYozv5o7xcgGMZxN8XATjKQvGFfmdFMaM95PH+PkI44plzMP4ojDm93WUXKGeAX5Hr7vMn6menQ3jagLj2ogxvuKMcTWBsZ2PMUGsVkttfDwT5R2IUXscK66AzBsrbORbU+Y0CuNVxziuFeAKf6R8zBhz7FYsfMxxzLhxzqQvsJkr5h0xnhsjxheHwNglr4glo1Q+Yvb1EzmI5xTHk2oTL/dT6tiWOrbQsVXt4pWVOrYu+p9XnrCOrU4r+IVMHD8rOrZVOaA8ro7tA0fN66I6tq6a109ax1anm/is69jq4thVY3VQN3H8OrauGB8HbcpR6Ng+aYzHqWOr44px6diezjyPcWNc6tiWOrYuXHGKqv7VUseWSh3bY2fc7Qskjb/N51m4KdKuJEhsxZzWChJzoqY6n1bllkKTb1smrGr7oX72iQ+2q0P7UxbfZOcz+OpnZ7k9vRoIm8bZF+4CqwY387nMYhgHssNbV25fmTPixr4defZlweKLzqqHgoh4G60eNwz2YbhPJLZr4br6WVQhpRHuYrpM+ppwO6JADt6+WGU3YdGlAJ0Ew0AUOWolM98XHS43icI+ed70QLGV9i0xzsMYWtTeyDAOEx0K1dafcXAF3mnvV5gr0Jm7NwauQGfl9hBcsWjB7UByhT8hcVxiPIhxKDHWHw/gTq1bzzDGRbiim5hga1nG0iJcMSzG2EqsjniNEuOa9LXlbvjjj5iPj1scPz2Mi8QxpI1CZz5uUyAn4ycF4/HmFUdOcTxJNtFdkdMkCt3QnSiRonAh96FyMrBOQQhNMnSwa/C5xXAxx5dbvPN1ESgYVOYpDPmcWNpXttMWpNSRzZTmKAznBl5IlSyzb1uu1sxSGOIlG3wkcRt7NajMiO+X9/LyCs9WYlCZkr6DLy/P2m5J3TrcU1P6tjQJ8LacELBh3BOt5tFqXXSZDrENdJV8sSKVxQ1t0B+I9unoGueFdXF+gc9+DOIW0CMxc4sZbC+ske8dUEUInVdzSBSz3fDdIy+sUOidpIoQtR4cZINwh/rBHTGoeKFPoXeCKoltiGnffaFjFoa8+hh4i8I3j8jw7OArJAMoID+cI/LPke8NnsHB4IC29KzP2CcvnKaqf5a3Q+fGJuJnlzyvL2MO4uIz2jhm315EZKY4Rrt3z+M4Zt/8OC6G8bZ4duPHeF6sGOVjzHHs4Tt6wKVHYei5xTG1xCqJH65oMeZ3ujcGrlByLDauUNIt4ArcY/spcEUmjmmGqv6qJo6hA3pf4BxxhRZjSNisJbiiIbniZC5umJnvB3fHwBXZOF6Wvro4hk7rZiKO8f4Pbu9mreW7jnGc5YoZyRWLGozvSS3HcWN8SJXMylyM8Qb1hO+wGIMrmrkJMHPFpGEMLDoJjPm8ow3jincoz+09Hsbj5wq1wluAK44NxqctGIMr9kWTHd8ax8grdsSeA79QHC/JMU8Xxxjz1hNxjJifGwPGZ8kPlzUYq9zNhjHLJvHzKIixE1dIjAtzhSvGocjdzBjD9+GIMc7mFTWZK5jyiq2osGXfeY1vNq9QvpPdOOoZ2YoMwr2jaWM9J7fKeVHw9cLPc2VbkCxWvHibE2+/UWLxWcO2unNRAPCLeFcmfVlDgns+Gixi4eU8nTNfXje5fXJDboccvGNPvOjxCxmGOxRSvnYZ4zCf2Q4JkenBx89bHE9kML6tkSDJYtymTvBOZutkcsvXawmMe9QN3s1snVK+M1Tz30jgFlA3+FCKpGetQXX/rQg3FmnHFsC7Oe3Vq+K6mH1T1gu+FmL3g74+1fxXyE9g0Q8eUC/8OOPLP1e9l2TjgXgbWTd4P4Mb++LMkDrfwr57Aou8Fva8XffFBMZd+Tzy5BWmZFyMP46LYYwtwNc1GL9KvhefaekH96kXfuKI8QZ1gw+cMB5dHC+Je352uQLJxpwjV2AwXsrE8Tu5sTkYx0UwBle8IxL2x+OKJtX9NzVckTXE8ZupyZTRxfE1qvinHeP4cnROS48x+/J23asZjH+pGfNOCH6LMe5KPs7DeFZiXE1g/EHmaIEJY2wBvOeIMban3iiIcfpuHx/jXcnHzybGoUjW1zVccTa1UyAMMaH9wJEr9iW/uXDFs4RxTY55rnH8Gvle3LsE2qm98FMNV3yLKn7crBGFFsdxmBPHz1PVv+CI8dnUWVgUcszH48D4/czRgiTGb0UTJIzxp0L79VcP42Wq+S9n8grkK3lSRU35nlYSK8B3c44WkCyGz2XyigcardqK9HXrGH5cbaLXnfkBfWPQZtpJJYV8PiNfdwrFVZAQceaEUqdRpc69Kd91TaIqPlUEXDx/kL6ntCE4MZsUJBLKvESVP5WvK7XQQmjD6gW5cb+Rppd4YfITVfV9wnAvg7FOVzP9fbrBRwaMN2VSyIaEMq+oZV+cF/os+m+cjcwfiGEdHpwkxlj9iRPV7HdEgvxehDGSHS5q83xlgix128RZPFHUZn35Z5Amks6Y+LNFbewLMu6LXQMx8et02TCQpmPznkEz8CCF07jiOMCMoxHj9zMYXzdg/EEG408KYJxNVNMY886MYeM4X/sSSRAPpseBK8JEQunKFUcWrrhfgCse8XaxKI7f08Ymx3GcFOLdcsWYzxnuGbgCE5ZsOLen54oj+bmUE8fkwBWjiuNPhI/4P2HHEsfXxWebMZbvJd2NMEZs8HfN13AERsAqzcc6jHczfHxDUwzA2jkY5xUDeRivJ567DuNuDsbpu318jN8fE8afjRDjj2JksCJnxDjmY+YK3fvBPMm74BRX5Be1MVdITc+Q+cudK54Wxp87YnxUAONuCuO+NY7fT8Txniy4sr4qjj8WW23jOP4w55oqjr8SE+puXIEVxvsFML41JMbXNUVtHh8D4/uOGD8qwBXHCWNdfvwohTG/dzr9XezijHs38PucV9TCsBCSjNttTVEL4/F+wtc7J7uw5QTRLAoO0hJJrQhaXULJhu0oIpETCWB+wRUb9v935UuG5XyTIZDb0ZY3s2FAkYm71TeMEl/eUmDzVtfbcRCJVr57DhjjrEAoZq5Cy7XFVhSB8dFAU5X85wHcArGdz3QHIFk+vxHKZhQm64otI7BeYLou3wW2jYifQiT4JvPEdhQY/46uiGLrB5iNgxdIySz03Qtvyzhua4uB2HDmJRhrHPdDvne9dRIY33bGmPHzRoZx/NlF4hirmTriZ+PtTOPmCl3CNSxX7BTgCuWz7cwVOCagH4jZeuHXCYx3HTF24Yo1TsLDvgNXYBLTlSsQx4+inR3m2EzGsY1XvMinSBzzvZgxxneKehEIjE18fGdIjM1cmMQYz9xsHRk7Rbnizli4gnnLhrHkY4w5VoxVHLcHGtc8HsY7CYxtuB1FGI8+r9gqnFc8XYwfOGLMny3yGqc4BsbrqbF9VHEcRFxxt2Ac50+WD3IFMN5z4IpgiDjWTRyOG2N8NheV2KpsxjjO74phvOaAsYrjbe1kwCDGuKbZV2xRxmSSU17Rlrm0S17Rs9ZKx90murBNd2M0PSScq7UFiVoFOXQoHJTBt2t9CWLfwErmsLgD4kEBDFywkDNSTr6H8iVIdmPUGTDAeQv7IMgzQnvy8L59VgjnJ3DOwlaUsC8+v+fw/Tw+5O84cKvZOfW33pCwyzOhDlioz0b3XRvpxrHm8jxCWSC5+JKM906BOB4fxnz2JRw9xmOJ4/0xYhxYB0xY/BwOx8QVLt+PfYICcVwEY9VMxWbw42fSt/uKz+86fL9kHNuLfPW91BkuvWGSarNwHPO9mDEOjxnG9thE4p7E2OW6blwRndEfOcZ4P3qOGDNfogh1MYyN48CYxxlXrnDPQVQS7JpXjBdj1zhWhVwRjNvOGLuNeTLenMa8cXFFUYz3HTEOh8C444yxKhTdrgssbBjzjpzk77hhvO2AMb/Lbrip3KpIXoFcz2WF9VA+C3su7fYuH1+b6MK2tNJKK6200korrbTSSiuttNImurCFhpndcIAd7cL1rbfTDVnQuW+wm1q+wbfmCGNL+unb3ivje4BNFcDABYupArhxS/H4XkwGDCoDWnL5hsPpM+TTnMPqDgSwoas37dTAmz+/6vD9cKh/ISGkbrsuNyBINiLINy9qbOKChfps1i4NHWPN5XkA14ajL8l4rxeI4/Fh7Im/vdFjPJY4nh4jxvCzi6THz6E1Jq5w+X7s4xeI4yIYQ5LBxYR0g3gm9q6O/Pk1h++XjON5K2ep7+USx+xTLI75XswYe8cMY3tsQkojiTGNEOOlMWGM96PqiDHzZV431TzD2DgOjGON7NZIcxAS9+qeV4wXY5c49iTGMwUxbjpj7DbmyXhzGvPGxRVFMZ4ugPF8QYzrzhhzburOFZALsnP3MFwx74Axv8tuuKncqkhe0XDKpUlcs+KUS7u9y8fXJrqwZUI1PyQlMcFd/gZbeifNJ7SNr8hubnFH13yDrEpNdjCzvQiNSP8SnYHNhsDjItzui2CedybS+Hr2ojL2nXHAmFuaC50vy7Uh+8MYN4SEhP15ADefKt454x2AQJVuIATpzVYn31sRP1V903X5LtDCXvzknbX4omMe+/DvmF+vin9efgK6Lpu70FW98zKOmw7kz/pw44zjisf37obxeWeMGb9wZBjHn10kjpH0mJNQ3MP4uSLuIDoarpgrwBXKx17Mqc+GnJdt4q7qXUhgPOuIsQtXQI4GepkVB66AlnQRrliWsXTBEpvJOD7nEMfnCscx34sZY3wnjp9ZibGJj88NibGZC5MY45mbrS5jpyhXnBsLVzBv2TCWfCwKJBvGKo6bYkwbHcZzCYxtuDUijEefVywUyCuWJghj/mzWL3WJY2B8IjW2jyqO/YgrVgvGcc2RK1Shb+MKvwDGdYkx7nkcGNt88dncFR0yPbYCVOV3xTA+6YCximNV6JMDxrimbTEOmFUd84qmzKVd8oqqtVY67jbRhS0/pLOGGSEQbTxLUvUuawsIHojjF9ATg7yu2ICEx6lUK3R9IGAGBsWcl3tPgyvGIGh+LCjG0QI835SEByfrLI4dSxsMekPKhL+PGAAEbvkkxnI/MxmMdaGS/j5oV67HeFHIKigT7fw1yS1rX74Y/XfFuyhxzrO6lAbh7+MLfTQ1YHk50gex5BBm6dC+Pd+X5X6Udhq0ztAWftCXf4YUjWpFD2LC5wzixr6QoqlIGSHcC/vmEyRkUtKxecZAplMpnMYVx77Qq1stgPFlA8avZjC+ZsD4WgbjV40YK6mm4eI4fwIBAwOufTy4gn0h5ePOFQ0LV5wuwBWQ8JhOxPHr2gkEjuNYqgnvlivGQiZIM9AzV1yN/rviPWfgiob8XMqJY8qJ49fHGMcKt7olji9Hqwl6jOV7SasRxogN/q46Pj4hsErzsQ7j2QwfXzIkSM0cjOPnbsb4ROK56zCuPQGMXyuIcd0R4xdHiPHLMTJCJ16HMY9FcV4xbXg/lNxPJcEVMX/lcwV/d5Fki3fJxBVTxwDjq44YN4bGuGKN49cScTwjcod8X8Txt8iPcKtLLHRx/Hxi95ONK6DferoAxheHxPiyYTIlyxXA+PSIMH71MTH2xoSxjo+XUxjze6eb/IHcTzwRye+zbpW1JnNGZcgpdBP3PN5n9XQnzSZexxbGrenR1GJHNl0BGWMGYypfVJrWpQxIjzzMAHnLGiFlXAvddrdl8wAQN4LCJI68LQ/Bsziy0MfMEbYXzZkicWSeXUfAZcWq2R+tvTcTB+uxOukupM6+OiF13K/qhoeXRSekjgPnO44YoxnBfdGRTghQU0vMggmcc4W7lZD6EXlUl74nc3FDZ8e+EO4+JE9stzslZj7zRb43pcj3Xiyk7ulEvncSQupYUVqWvoNYQEKCuzBuRFviMPOb1FeL76MthbsfsZA6QUgdvvMakW8l3N2XCftqtOsgi1sc84h/TGzMy9VBncj3zsjjeDiMt2Ox+kIYn9MIqRfBuCdx2x0ujv1VuZPgyWEcC6l3HLhC8Qq4Avc4PUKugO++A1cgjiHXsZaIY71YvTvGfckV9yRXNMS7r+eKh9QP7ia44rSYwX98rtgWHJSOYyQDTU0co9Pl5ojjuBjGwDd4AhgDX/+pY4wJiLMajA8lbscR41O5XDEujCeRK+LxUWF8VqxEP1mMN6gnfBXGKgd53Djek2Ne0TjGcYk5sSqZt919/BgDi47EWOVueXke5GyKYIw43nfEWOVuo8YYfLw+ZoynJFcsG/IK5Ao9WaSqPE+XV2zJHAR5BRex+b4HiRoEE+U8kZ7l+Um0Z6KwjQPgIE5WDQLDLGas5D9QEExrZyhUEcq+1ejsqd63HQUV++oXxVkrkoOKE2uTbychCTNlDD5O3lVXNWw/qFkmBdRgBdz024N4UmCTKOyLWd+8Qi6NMbrXdXkLhNwmnO8bSt+OXHlesPiizfmhnCFeNOIGIhPaeR7OWeO6+u2ouCbazhO2SmoG+NgXbee5y504S2KMtyIYF4ljJicubPkM0NOI42IYH4c4Po4YDxbWv1pcAaml3hi4AnIo7TFwxYHkCn/EXNHlbqZhILfn6c86iUkB4TupGC9aYvNJYAwcWr/CGBfhimRn4Jbl/VAYhzKOf3Uxhj5q6BzHkNLZKRjH48S4xUcaRo4xCjQ+MnW8MR5XXhEkuhQ/zbyiLSfM7XnFJNnEF7Z8+xtSmyn5VXi7XTa4oO3FOlXJlteYabooyCF9bcx+rGV8MQuCGanZnNnPrKCyL7cIpF92kACEzdOtzfHvi3IbcNK3J32z7bexX38lFYhCx03cb1YfEiu8p1LEwCQDLbKshEVL4hYTA+s93pKaj/3MlpN4+60yzHz2wuspuRLM/GH7SrYBUz98SL3gi4yOa52q/gtUEecXYkMbdhYGT2JRparYcprePoFZ/F7waUaPFOdaLvBWxRTGEAn/NKPvheL2DFX9KxnceuIespqPmJkX23MyuPHzyLZ5z8e4SByLlvdClzApH1OTz3lqDHGM2cT0OY5iGHfldUcdx0EijpM2JX2fFMa78j5cMD6QWHStGPNKyf3M+6HjiqIYw3dv5Bj3w5uSK4IMV8RbQ5VhNYO5opfhCvDKggNXNCRXrDhyxWWxAjEYx59kdHV1cdyWXLGZ4YpVyRVJjLvUCz7P4YqTkiuqKYzx3QK6l4pNJNg1/1oqNkeD8ZTk4yzGa9QLviyAMbA4dMB4T/ruZs7AnR8Bxp8N6Goef4y/yHCsDuNNGcdZjJ8XqzxuGCOOL+Zwxf0cWZF5yVmeA1fgDHd6JR++iJ/Hw3hOvv8xxqx9ffcJYlyTcfw4GI8rjnUYL1HNf+kxMUYc3ygxNo556VVmzvOwAzQrKdRMbdVXvtCcZf9kXlGXY2krJ69Yy0gmVeV7N+OQV1RkXjHvlFfwtvzBHYKTZhNf2LIItU4zEA/qYhRYILvAIGRe8a5GxS0XA3phaexZVwkrbxXGdfOh5MBaSgwotwx6lvNi20U8oNwy6E7hJeOCjl+u2wYdMCTvOMTuS1+Qok7bFy/OhejlBYlCZDrfKlTz347OJ2BLSC/EgJKPRM1/IxqE+uEj6gUfaHxxjuPlqLjFNtZu8Estxjj3wM1duDjrBL/Q4oaBpVZ5MXoe7JuPGw8Wr0mMA3EP6UEt6TtDNf8tMdAXxdgcx7705TjGNhom3Xzj59waIo5R1OrfDy6OFh0xPku1ytUh4jiQ95AkXFMc3zWIiVfl+19JiKlvTRDGmABLJyRpW5DNK1wwno7O744TYyST2BaabxWq+29HkwIQue+HX2qRqPlvRltEuaj90JErtqkbvGPgiitR8w+O459rtRbTcdyVvp3ca2OiQZ31x/Ngrthz4opu8IFMdgY9kfTU/e9EEwjdPorlbwwYfyeKzWIYoxj4yIDxK1FRUAzjA8kV+RhjazYKDvbtSF8dxsuy74ELxrMSY3/EGFdlHCuMv6Z++NVTwPiFqPkhVqy6RozPi2Jq3Fzx9DB+K9oiWgzjLeoG72oxrnovyMZDRTFWcZyP2+PF8fuZSfikNSVuCmMUy3dHj3GwRr3QhPGrVJFN98aLseLjx8V4Tryn8ZiHuDxwzCtQTG4b8oqL0fPA0SqeLM+/C36XmomiFjmkzns1Km65qNWNuyQL4YVEXoH3X1f6LUaNPyfVJnrdmbfGbJo8oiDi8wA6EmVTCVm80ma68pqcfSGZAOvnB0D0vKWBf9YnqrBtuT2IZBJuElM+SLx8uxZxaxCsWllrGwouGFaJtxLnDPSJOL5LP7gRr2ZqiVF4UC/gfwd2WM0wGZJkhTH/nh7jfnhDxgN8bxpFwUH0IFD+vW+MuGEAUTOufH5i1+C7J0kOdlgAY1scB1GywImGjhjVfTwcMo5t130UxTFjrI9NJCwKY7c4VrPle4YkiuS/qWdwaCi4xF1Gz44x3poojO1cwVvA3DDeT2C8OyaMwRX6wRXfheOGuaIvVl90Bn74MsEVuskyeRfBlwW44rrcgg3fG0aMEcf4Xvx7dyQ2oZ7nZYwxV+xZuILjRmzlyy0G+F/xmfHYdGgoBviO+Tu5YpzkY10BnMfHXxbA+KYRYz4f64rxowIY70Z8XAzjAwvG/UwcM95uGH8xQoy/ijDuW8Y8jOEKY35fR8kV/AzE9lUrxoxrYMW4l8C4O0aMzVzRS2F8wxnjOI7JEMdcDPFZS1scryUw1hW1MD6nH2N81zGOuwW4IjAsXgyLcT+BcWDBmPM1zks7I8J4J8I4nVfn3nGUS/D4qytqs3lF3/B+8F0Mn1foJ+HVv/P2Z5WDmNYzsQ09ueo7eTbRhW1cqJkM+/QRXNuWJBF2IF+atoX4Ybz3ngMgu50nawginAvlv22mtnaql/Jp+KqXtR8VavqrYvsMTxxkt23m3wPPLm1bBkwYZpY25Yq4qSiBoTkBv7yB2I5h3oiAJh8w3pZuMk80BWFf/eyZMuWT3p6rM/UcXHx3o2Zmdq3QtiRcdS7DeMfcyMw5jvcSGJMTxm6xuT2E77ON8fi4YmcsGKv3xHRVbMtlrnjoyBXJJnsm4+Y27L/tyBU4B7xmfdZ9Z66gobjCjlv82aPHeHtIjHfGhPG9Anzs8jyKYHyvAMYPZEMcV4zVGKZPxGOMtwtgzBNh2e3ueRZ/r1HnFcn337yFUT2zwMG3GMZbiSab48LYXDwk86Vx5RXFMS4Sx6Ejxi5x3JYYHxTgCpwDfvjUuWL042My97flFSpPUH09TNZL5CFHBfKKPYd7dvlex9fsSr3H2NB9zM0wU+I2A8FdylwNgeXaQQz3iqBy2fmtEuV+Ad/eiH37ctaIO7HadNawr5997QY/Z1+8tIYmFbF58po9B4yVL8wWF6Fs3EMO5AHvo0IY8++4+Cr/Ir6u7weu6RXwLYrx043jycQ4KOCb/NtkKta7Y8LYlSt6jr6SK6JVaReu8J8iV/DZJfF3Aa6I+cVk3SEwPnoGMQ6HxNi0m0lZZ4wYHzk+ZxkPTlQB3I6ODR/z9wsLYGyzcXOFk6vEuOuI8dFY4ljlHm4YD8MVY8DYMceLfd3jmAvFIhi73Evx3M3NN5TjeX8MOYgLZklft3vgzs6TaxO9Yos24G6GA9Q1x2vWCtT78HO/B4bbJVzU51cK+FZH7Auxc+z5rzuRDTfVMQuux951d1/P1TeUflUHjJUvzBYXXqIZg77LXezdKIQx/45rvMG/iK9rbFYLxnxRjJ9uHE8mxq7UXAQLFeu1MWHsyhVVR1/JFYZOlMeLK1j3U/xdgCtM3TNjqw2BceMZxNgbEuN8veS01ceIsblLaspXaMe6+IbS73jwMX8/bwwYj4srHJ+H8Ks5YtwYSxyr3MMN49rxwLhInleQK7i5URGMXe6jeO7m5uvJ8bxIrVA0H3P1rYy4tjqeNtGFrV5kOGms98R6TravOyUHwKZDsKhW2ni59G3W48BWLdPTHVLzvfl78T0/HV8WccZh/dPWq7JWH7TGlq0Yc3t+NAvC9W3JBogRbd5ZB89s0C/jzq++ELY2E6QSzYbumtnCCAPoqNlM+Siszaaeg4uv0kOdcSB/tI6vy7h0ieNWgTieSWBstkiY3Ck254fwfbYxHh9XzI0FYzeu4C6q3JzChSta8t23JX+sR8z+845cARmJk9ZnXXHmChqKK+y4xZ89eoznh8R4bkwYnynAx6sjxvhMAYxZD9UdYzWG1R0wni+A8XICY7PF32vUeUXy/TcXR+qZqbHBZMUwXpAYLzpg3BwSY3tDncqY84rRYpyNY88R44UCGE8V4IqqxPjpcsXox8dk7m/LK1SegAaLtuJSyQTVHbjbS+QVeqmn2Fy+1/G1iS5sOQAWTR6iMxr7YqBPSxDkdWdkX/yeeaBItsRHJ1NTwLIsh1rVOGGBHWSgSGPBkjQj+JXsyKylUGwkgrVpCe5qVEiCyNCJTm8+VfxL0pdlCPTmUdXnfwd2qhOm9i78FyKM+ff0GFe8S1Hnuar/nJEU0BVZdXGGOLcJN3RF5sESA8VJ0aFQ7zsTdbTmAsYVY1scK9ko+LIsjMk4HoeJY9t1eYCPMdbHJrrJKozd4lgVfDMWksa/qWeA3xkUVo+N9QhjjBcmCmM7VywU4IrpBMazY8K4FXFovvkybpgrKt5lg68Xdb8cPVdcjrqRVwV3+cY4Vl1D+bvpV0wEz8sYY66YsXDFyThhlLGX58lydGpsaol7MmN8qQDGw/LxlQIYP2fEGN/NHePlAhjPRnxcDOMpC8aVTBwz3k8e4+cjjCuWMQ9juMKY39dRcgU/AzEJbcQYuQTj6lsxriYwro0Y4yvOGFdTGF9ywLiZiWMyxDEXR4hRexyfTGDMChv5lsV41TGOawW4wh8pHzPGlQTGviPG540FdjGM5yKM03l17h1HuQSPv/OOeUXF8H7wXRTLK1YyNYjN10/kIKYCG4tJbjtcj6tNvNxPqWNb6thCx1a1iz9+OrZohrB1DHVsq5LsSh3b8enY6jAuqmP7wFHz+nhoBbNu4u0czevH1f981nVsoU15d6T6n+PXsXXF+Djof45Cx/ZJYzxOHVsdV4xDx/bxNFafvFZwqWP7q4PxKar6Vwe4otSxnVyb+MJWGXf7Aknjb/N5Fi44diVBYrvrtFaQmOFRnU+rcquAybctE1a1/VA/+8QH29Wh/SmLb7LzGXz1M4fcnl4RSNM4+8Jt1tXgBtz0M2DcGXCTKOyT502TnxGITvsGsoteV25fmTPixr4defZlweKLLnOHgoh4q7IeN5BkGO4Tia1EuK5+plpIaYS7mC6TvibcjiiQib4vVtkbI8K4WBzH3fPUtpRxxDHizRsRxschjicP42efK9D9vDcGrkBn5fYQXLFowe1AcoU/Yq7oUoCJsDAQmurZCZS0b4nx42EcSoz1xwO4U+vWMxzHRbiim5hga1l4/klgjAlitc1zlBjXpO9oMIbsTjhWrigxLoZxmwK54DGe3A1je91y3UCOu7g+byV+ennFkVwlN+cVk2QT3RU5HXzbcnWOk1UKF3IfKicD6xSE0JPqiYP74mxouJjjy5IbfF0ECgaVeQpDdRYv6SvbaQtSwmCBbQdzFIZzA6SnkmX2bcvVmlkKQ7xkg48kbmOvBpUZ8f3yXl5e4dlKvIxT0nfwJeNZ2y2pW4d7akrfwUEIgwNaprN2YJ+8cJqq/lneqjuAW0+0mkerddFlOsQWxVXyxYpUFje0en8gWq2jO6AX1sVZBz77MYhbQI/EzC1m/rywRr53QBU6M4AbD1SYJYTvHnlhhULvJFWEqPUgOQXhDvWDO2JQ8UKfQu8EVRLbENO++0IrDmLb4r+9ReGbNyAXw7gn43jXIY6DRMxz0YXBOAxnDHG8HZHjKOMY9+F5ihw9QxwrWZGnGcePg3Fd4vbkMY7lWGxckcQY99h+ahh7WOHxgEuPwtDT8jFLC+yR5/Ulz/oajCFhs5bgiobkipO5uGFmvh/cHQNXbAsOirliWfrquAI6rZsJrjg3sBoV6wCDY6G/GJAfzouVT9+bd+DjGcnHeeMYtFbvSS1Hycf+KvnhyhgwPqSK2P2Qh/EG9YTvsBiDj5u5RQbz8aRhDCw6CYz5vKMN44p3SP6oMZZnSV0x9rwlOebpMIaO+foEY3zagjG4Yt8RY+QVO0PEcVGMEfNzY8D4LPnhsgZjlbvZMGbZJH4ek4KxGvPUTgWMedzzxZ5XwHfeOOYNl1fUZK5gyiu2osKWfec1vtm8QvlOduOoZ2LFlpOzO5o21nNyq5wXveC98PNc2RYkixUv3rrA2290ItvYunguCgB+Ee/KpC9rSHDPR4llLLycpw/ny+vGLw6KJ94OOXjHnnjR4xcyDPGy5GuXMQ7zme2QEPIefPy8xfFEigy6wbu57dV5u+6LCYzb1AneyWydTG75ei2BcU9cN73lRPnOUM1/I4FbQN3gQ43AdYPq/lsRbizSji2Ad3Na2FfFdTGLrKwXfC3E7gd9far5r5CfwKIfPKBe+HHGl3+uei9RxT8zFMYcx7c1Mi/ZOO5K37yW8FMyLso4LjEeliuQbMw5xjESnqUxxfHZhC+44h2RsD8eVzSp7r+p4YqsgSveTE1Y9YJb1BfbIfO44lXyE1j0g/vUCz/RcMU1qvhxc5cg3KBu8EEGN/bF2beqfzHDx+9kcGNf3oJ3NcPHv9SMeScEv8Vc0ZV8nIfxrMS4msD4g8zxDRPG2AJ4zxFjbE+9URDj9N0+Psa7cswrMe4H96gXfjqGOH6WMK7JvMI1jl8j31t0xPhbVPHjZo0oZhnjMAfj56nqX3DE+GzqLCyKZc7dxoHx+5ntwkmM34omUxnjTynIHZueHMZYjeec3mXMa8taIW/MS2/tN49503Kc9hI1CHzzpIqacnysJHYy3M05WkCyGD6XqUEeaLRqK9LXrWP4cbWJXnfmB/SNQZtpJ1VA8vmMfM0wFFdBQsSZi0+dvpg696Z81zVFrfhUEXDx/EH6ntKG4MRsUpBIKPOKWv5Uvq7SkIM2rF6QG/cbaXqJFyY/UVXfB+cyk6Sk0wwDySdx6wYfGTDelEkhGxLKvKKWfXHO4rPov/vhLU2iCuvw4CQxxmpxnKhmvyMS5PcijDEQc1Gb5ysTZKnbJs7iiaI268s/gzSRdLpjvJ+JY512aTpmQjGw6nTODlI4Pd04DhODxNOK4xLjQYyPLBjfL4DxoyeCMZ/P2jNwBSYs2XBuT88VOE//YfRfAVYncotaHVdcN3DFBxmu+MTAFZ8IH/F/QuavQdzYF5+Jz2ZffM57ObhJ7iOszNyLngd/13wNR2AErNJ8rMN4N8PHNzTFAKydg3FeMZCH8bpMVOPvNIhxNwfj9N0+Psbvjwnjz0aI8UcxMliRM2L8/pAY78liIOs7yRh/7ojxUQGMuymM+1aM3y+A8cdiq22M8Yc511QYfyXOs7pxBVZ87xfA+NaQGF/XFLV5fAyM7zti/GiEcZzEmHMd85infAPLmLcdFZDxAphuzNvP5G7IzXT6uyim494N/Ht5RS0MxfS93HsaNB7vJ3y9c7ILW07CzULGIC0RUCIQdUk7G7ajiEROJID5BVdsOGPRlS9ZtjlQ1pAktqMtb2ZDkS6LI6tvGCWKvKXA5q2ut+MgxC23aogXxiwg3gu/5u08ooGO+dpiK4rA+GigqUr+8wBugdjOZ7pbkCyfkQllMwqTdSkIuYFALzBdl+8CW23ETyEIzGSe2ObijrEaUPcc4nhTxnE7dzU8bThXFIw5jnXJQDKOdwvE8U6BOFY+285x/OxivPcrgLELV6xxwR72HbgCk5iuXNERW+jUzg5zN8mYK8z3oLiCffh3dIkRWy+4LTnokSHZYcN3inoRiNg08fGdAnycxNjMhUmMMT6YrSOOmCS/pzvGnhMfF8P4oQPGt+NzmVaMv5EYtwca1zwexjsJjG24HQ2J8TdWiZLJw/iBI8b82SKvcYpjYMyFSX/EcRxEXHG3IMb5CxKDXAGM9xy4IhgijnUTh+PGGJ/NRTK2KtviOM7vio55fatvfPb1yHHMw3PLnziIDZj1HPOKtsylXfKKnrVWOu420YVtuhuj6SHhXK0tSGCYfTl0SLiUwbdrJZrYN7CSOSzuHHdQAAMXLOQsk5PvoUxAtxy0t9oyAbQnzDwjtCcP79tnhXB+AucsbAkz++Lzew7fz+OmC45JvpoBVX/rLYxnpB0xZt9kp0CddSWBuviGkkBdfOPnVyyOuw53oT7ffh8xXvsF4tjl+z3rGB8MgfHBMcDY5R6YL1UzFbu34oq+I1d0He45yRX2hEdxoDrDpTdwq+IV94kGvhczH/N36hbg4/2xYmyPTSTuSYypAMahBeONMWGM+O05YsxjEopQF8PYOA6MeSx3HfMkFgI/S5LvPD4+CYxd41gVckUwbo8JY3scxznI047jfUeMwyEw7jhjzAWaO1eIRoZW7i6SuxUZH9W47+Krxv0ieQXyEJcV1kP5LOy5tBsGx9cmurAtrbTSSiuttNJKK6200korrbSJLmyhr2U3HGBHS3Z9C/l08yZ0thzsepZv8K05wtiSfvp24cr4HmBTBTBwwWKqAG7cUpx1NW2zQcCrPqBzlm84nD5DPs05rARDWBuH76edGnjz51cdvh8aJ0iBbfm3+brcgCDZiCDfvKixiSvG7KuXQoitFklI2Q24Nhx94+dXLI7tAt7x97LfR4zXYHdCfRy3niLG/jHBeGoIjKeOAcYu98B8CUkGFxPSDSJ+Ko5cUXO45yRXzFs5S3GgJ7jCvL2QfeLfMZniKb4XMx/zd6oV4OPpsWJsj03IlSQxphFivDQmjBG/VUeMeUzK61ibZxgbx4Gx0sh2G/MkFgI/c8x7zuPjk8DYJY49ifFMQYybY8LYHsdxDvK043i6AMbzBTGuO2MsctMCXAFJJjt3F8ndioyPatx3zStc3mdlTZmH2HNpEtesOOXSbhgcX5vowpaTYPNDUnI0rAdoTpp9Qtv4iuzmFnfNzTe05q7JLnE2UmhE+pfoDGw2BB4X4XZfBPO8M5HG17MXlcrXJ3TuNXdIq3oXxHcTenWWa0P2hzFuCAkJ+/MAbj5VvHPGuwWBKt1ACHmbDUU4C4hXfdN1+S7Qwl785J21+KIr4dkCGKvOejMOccyt+blDo438WYNvvHEcdwXUx/FsgTieKxDHysdeaMSfPWqM548JxjPPMMYqjl24Ap0noQVYceCKWVFkuHPFsviJu42GTlzB92DeXqjuk3/HPBRX/fP8CeJezJOj+E4cP+DjWQsfc3f/4hibuTCJMcYHs2HyYjn1PUeH8dkhMF5xwPi8xHjOAWPuXoqYx5g2OoznEhjbcGsMifFZa3H07GLMn806vC5xDIxZ6aAy4jj2I65YLYhxzZErVKFv4wq/AMZ1iTHueRwY23zx2dyxG1JItjiO87uiY565cI9llVQR6jLm4bnZFuOAWdUxr2jKXNolr6g6LjAcX5vowpYf0llDYCGRi2d1qt5lbWDxQBy/gGjRrQ9CyP2cSrVC1wdCNdXCO3tPgyvGIGh+LCjG0Vo835SEByeSLEAet90f9IbMBn8fMQAI3PJfXpZJkQmzx23TdQQJuZ8kbjX/ZQPGi6LlvzLRzl9TFIBkISOkrOJdlDjnWV3IQCiMfaGPpkjKy5GXiCWHMEuHFvn5viz3o7TToHWGtvCDvvwz5H5UK3o3jKczcax7HdMx49EZw4A1lcLp6cYx++J7ji6OTxeM48fBWFekpd/LycO4MUKMl8eIcRzHQlJMM9AzV1yN/rviPWfgioZ4p5X5QndRl3iBK17PcMVlA1e8muGKawauuBZpJ+J38LuDuLEvPjNaTRB8/HoObpL7aFV8J/b15HfV8fEJgVWaj3UYz2b4+JIhQWrmYBzLoJkxxj1dSn2nQYxrTwDj1wpiXHfE+MURYvxyjIzQiddhXMuMeTaMX0tgPCPGtWcL46uOGDeGxrgyEozl9/G+Rb5YmFEYv2LA+PloddfOFdBvPV0A44tDYnzZMPGa5QpgfHpEGL86JMY8DpvHPOXrW8a8+XhCWYyPq4YxbzqTu50yTP5A7ieeiOTf062y1uRYO3hPg8bjfVZPd9Js4nVsY8FjNLXYkYevkbgtaMWR0VUNLe9xiNrDDJC3rBGrxrX25CF1HOhGwCMoTOLI2/KwOIsjC+3GHGF70ZwpEkfm2XVeBRoMetbJ2kwcrMfqJGZ2BosblvLAdQ8SCSJ8B5Mb1tTC/apueE3p29KIfCvh7r7YksIi37winvZFM4L7oiOdEPmmlpi1EzjnCncrIfUj8qgufU/m4obOjhCVFyLfYrvdKTHzmS/yvSlFvvfIw3Z0iHx7OpHvnVjkW2z9WZa+g1hA3oC7MG5EW7Ew85vUVxsO415CuNsWx0Ei5mORb14d1Il874whjg+kr0scq5hHHHuSyEcVx/Ddd8Q4KaQ+KRir5hrPGsb5YvX5GPclV9yTXNEQ776eKx5SP7ib4IrTYgb/8bliW3AQGilhwx1zBZKBpoYr0E10M8EV56JiIH0fbcEr6HyMu8dWvooPXpnX8DEkUdYkH89IPs4bx3qCi4MkH/urckfMaDEGvv5TxxgTEGc1GB9K3I4jxqdyueLZwBgxPzcCjFUOojA+K1ainyzGG9QTvgpjlYM8LsZ7Mq8oijGOS8w9RYyBRUdirHK3vDwP8jxFMEYc7ztirHK3UWKsxjzVeLYpMWtaxrwwMea1HnPMU3kFcoWeLFKVry6v2JI5CPIKLmLzfVVegdwNBTpPPGd5fhLtmShsSyuttNJKK6200korrbTSSvvVtYneilxaaaWVVlpppZVWWmmllVZaaWVhW1pppZVWWmmllVZaaaWVVtpEW1nYllZaaaWVVlpppZVWWmmllTbRVha2pZVWWmmllVZaaaWVVlpppU20lYVtaaWVVlpppZVWWmmllVZaaRNtZWFbWmmllVZaaaWVVlpppZVW2kRbWdiWVlpppZVWWmmllVZaaaWVNtFWFrallVZaaaWVVlpppZVWWmmlTbSVhW1ppZVWWmmllVZaaaWVVlppE21lYVtaaaWVVlpppZVWWmmllVbaRFtZ2JZWWmmllVZaaaWVVlpppZU20VYWtqWVVlpppZVWWmmllVZaaaVNtJWFbWmllVZaaaWVVlpppZVWWmkTbWVhW1pppZVWWmmllVZaaaWVVtpEW1nYllZaaaWVVlpppZVWWmmllTbRVha2pZVWWmmllVZaaaWVVlpppU20lYVtaaWVVlpppZVWWmmllVZaaRNtZWFbWmmllVZaaaWVVlpppZVW2kRbWdiWVlpppZVWWmmllVZaaaWVNtFWFrallVZaaaWVVlpppZVWWmmlTbSVhW1ppZVWWmmllVZaaaWVVlppE21lYVtaaaWVVlpppZVWWmmllVbaRFtZ2JZWWmmllVZaaaWVVlpppZU20VYWtqWVVlpppZVWWmmllVZaaaVNtJWFbWmllVZaaaWVVlpppZVWWmk0yfb/B1JcWQR4qHZaAAAAAElFTkSuQmCC", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid = Grid(in12)\n", "naked_plot(path_states(hill_climb(grid)), 'r-', size=(12, 6))\n", "plt.scatter(*T(grid), c=list(grid.values()), cmap='YlGn');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 13](https://adventofcode.com/2022/day/13): Distress Signal\n", "\n", "\n", "**Today's input** is divided into paragraphs, where each paragraph consists of two *packets* from the handheld device. A packet is a nested list structure, with integer leaf values. The format is the same as Python lists, so I could parse them with `eval`, but the safe alternative is to use `ast.literal_eval`, just in case the input contains `__import__('os').system('rm -rf *')`." ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 449 strs of size 0 to 289:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "[[[[],[7,10,6,5],[],[8]],0,1,[[8,10]],4],[[[4,0,3,2,0]],7],[[],3,[[0,2],8,5],[],[[2,10,4,6]]],[3 ...\n", "[[0,2,7],[],[10,[[0,7,3,6]]],[2,[8],3]]\n", "\n", "[[],[[0,8,[],[0,8,6,7,10]],4,10,[[],9,[1],4,10],3],[[7,1,0],10,[[1,10,7,8],[3,7],[3,6],5],1,0],[ ...\n", "[[[],0,[[4,5,10],8]],[0,5],[[[1,8,8,8],2],0,[7,9],3]]\n", "\n", "[[3,[[10,2,8],3,0,[2,1],7]],[[[1,9,5,5,8],1,9,[9,2,4,5]],2,1,[[],[4,3],3]],[],[7,[6,4,[7,0,5]],[ ...\n", "[[3],[],[[4,4],[[5,4,3],10,[1,3,9],9],3,1],[6,[0,[9,0,1,1,1]]],[]]\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 150 tuples of size 2:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "([[[[], [7, 10, 6, 5], [], [8]], 0, 1, [[8, 10]], 4], [[[4, 0, 3, 2, 0]], 7], [[], 3, [[0, 2], 8 ...\n", "([[], [[0, 8, [], [0, 8, 6, 7, 10]], 4, 10, [[], 9, [1], 4, 10], 3], [[7, 1, 0], 10, [[1, 10, 7, ...\n", "([[3, [[10, 2, 8], 3, 0, [2, 1], 7]], [[[1, 9, 5, 5, 8], 1, 9, [9, 2, 4, 5]], 2, 1, [[], [4, 3], ...\n", "([[4, 0], [[[5, 7, 10, 9], [1, 8, 0, 3], [10]], 9, 10, []], [5, [[1, 3], 5, 3, [], [4, 8, 0, 2, ...\n", "([[], [2, [[3, 0, 5]]], [1, [7], [0, [10, 3, 9], 10, [8, 2, 4, 2, 2], [5]], [[0, 2, 3, 1], 3, [8 ...\n", "([[7], [0, [2], 3], [1, 0], [[], 2], [1, [[6], [4, 3, 10, 2, 5], [6, 9, 3, 3, 0], [8, 5], 10], [ ...\n", "([[0, [0, 9, 7, 4], [[10, 8, 8, 4]]], [[[9, 7, 0], [9, 0], 5, 1]], [], [9], [0, [4, 4], 1, [6, [ ...\n", "([[[[4, 4]]], [3, [[1, 5, 2, 9], [2, 2], [8, 0], [7, 2]], [8, [], 7, 10, 5], 3]], [[[1]], [], [3 ...\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in13 = parse(13, lambda par: parse(par, ast.literal_eval), paragraphs)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Determine which pairs of packets are already in the right order. What is the sum of the indices of those pairs?\n", "\n", "The instructions define **right order** as follows:\n", "\n", "*When comparing two values, the first value is called left and the second value is called right. Then:*\n", "\n", "- *If both values are integers, the lower integer should come first. If the left integer is lower than the right integer, the inputs are in the right order. If the left integer is higher than the right integer, the inputs are not in the right order. Otherwise, the inputs are the same integer; continue checking the next part of the input.*\n", "- *If both values are lists, compare the first value of each list, then the second value, and so on. If the left list runs out of items first, the inputs are in the right order. If the right list runs out of items first, the inputs are not in the right order. If the lists are the same length and no comparison makes a decision about the order, continue checking the next part of the input.*\n", "- *If exactly one value is an integer, convert the integer to a list which contains that integer as its only value, then retry the comparison. For example, if comparing [0,0,0] and 2, convert the right value to [2] (a list containing 2); the result is then found by instead comparing [0,0,0] and [2].*\n", "\n", "I was confused for a while because the rules don't say whether two identical lists are in the right order or not; the rules just say you should \"continue checking.\" I decided that I should implement the Boolean truth predicate `right_order` in terms of a *ternary* comparison function, `compare`. By convention, a Python comparison function, `compare(left, right)`, returns a negative number if `left < right`, zero if they are equal, and a positive number if `left > right`. I'll implement that:" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [], "source": [ "def right_order(packets) -> bool:\n", " \"\"\"Are the two packets in the right order?\"\"\"\n", " return compare(*packets) <= 0\n", " \n", "def compare(left, right) -> int:\n", " \"\"\"Compare two packets' ordering. Negative for right order; 0 for equal; positive for wrong.\"\"\"\n", " types = (type(left), type(right))\n", " if types == (int, int): return left - right\n", " elif types == (int, list): return compare([left], right)\n", " elif types == (list, int): return compare(left, [right])\n", " elif types == (list, list): return first_true(map(compare, left, right)) or len(left) - len(right)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The call to `first_true` (defined in my [AdventUtils](AdventUtils.ipynb)) says to `compare` respective successive elements of the two lists one by one, and to return the first truthy (i.e. non-zero) comparison. If either list is exhausted, return the comparison of the list lengths. \n", "\n", "> *Note*: I'm beginning to catch on to some of the strategies that [Eric Wastl](http://was.tl/) might use to make a unique puzzle variation for each participant, yet limit the amount of computation required on his end. For this puzzle, it could be that everybody gets the same pairs of packets, but in permuted order. Thus, everybody's sum of indices will be different (so you can't cheat by submitting your friend's answer), but Eric doesn't have to generate different random packets and determine their order for every participant; he just needs to add up different indices.\n", "\n", "I wrote some test cases to gain some confidence that I got it right: " ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [], "source": [ "assert compare(3, [3]) == 0\n", "assert compare([1,1,3,1,1], [1,1,5,1,1]) < 0\n", "assert compare([[1],[2,3,4]], [[1],4]) < 0\n", "assert compare([7,7,7,7], [7,7,7]) > 0 \n", "assert compare([1,[2,[3,[4,[5,6,7]]]],8,9], [1,[2,[3,[4,[5,6,0]]]],8,9]) > 0\n", "assert compare([1,2,3], [1,2,3]) == 0" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "At this point I'm ready to compute the answer, and was happy to see it worked the first time:" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 13.1: 0.2 msec, correct answer: 5882 " ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(13.1, 5882, lambda: \n", " sum(i for (i, packets) in enumerate(in13, 1) if right_order(packets)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Organize all of the packets into the correct order. What is the decoder key for the distress signal?\n", "\n", "The puzzle is asking us to:\n", "- Take all the packets and throw in two divider packets, `[[2]]` and `[[6]]`.\n", "- Sort the packets.\n", "- Find the 1-based indexes of the two divider packets and multiply the indexes together.\n", "- That's the decoder key; submit it.\n", "\n", "I foolishly tried to call the built-in `sorted` function with `key=compare`; that's a **bug**; `compare` (or `right_order` for that matter) is not a `key` function (of one argument), it is a comparison function (of two arguments).\n", "\n", "In Python 2, the `sorted` function accepted a two-argument `cmp` function, but in Python 3 that functionality is gone. I had to look it up to find that the `functools.cmp_to_key` function converts a comparison function to a key function. " ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 13.2: 2.5 msec, correct answer: 24948 " ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def decode(packets, dividers=[[[2]],[[6]]]):\n", " \"\"\"Sort the packets and the dividers, and return their product of the indices of the dividers.\"\"\"\n", " ordered = sorted(append(packets) + dividers, key=functools.cmp_to_key(compare))\n", " return prod(ordered.index(d) + 1 for d in dividers)\n", " \n", "answer(13.2, 24948, lambda: \n", " decode(in13))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 14](https://adventofcode.com/2022/day/14): Regolith Reservoir\n", "\n", "> *Note*: I happen to know that *regolith* is loose dust on the surface of a planet; the Apollo astronauts refered to the lunar regolith. I'm not sure if that will help with today's puzzle.\n", "\n", "Each line of **today's input** is a sequence of (x, y) points, representing the vertices of a zig-zag path:" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 163 strs of size 16 to 296:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "494,71 -> 498,71\n", "490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,18 -> 492,23 -> 494,23 -> 494,16 -> 494,23 -> 496,23 ...\n", "472,131 -> 472,134 -> 466,134 -> 466,141 -> 484,141 -> 484,134 -> 476,134 -> 476,131\n", "490,23 -> 490,17 -> 490,23 -> 492,23 -> 492,18 -> 492,23 -> 494,23 -> 494,16 -> 494,23 -> 496,23 ...\n", "478,104 -> 478,103 -> 478,104 -> 480,104 -> 480,96 -> 480,104 -> 482,104 -> 482,97 -> 482,104 -> ...\n", "469,53 -> 474,53\n", "465,91 -> 465,90 -> 465,91 -> 467,91 -> 467,84 -> 467,91 -> 469,91 -> 469,85 -> 469,91 -> 471,91 ...\n", "499,38 -> 503,38\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 163 tuples of size 2 to 30:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "((494, 71), (498, 71))\n", "((490, 23), (490, 17), (490, 23), (492, 23), (492, 18), (492, 23), (494, 23), (494, 16), (494, 2 ...\n", "((472, 131), (472, 134), (466, 134), (466, 141), (484, 141), (484, 134), (476, 134), (476, 131))\n", "((490, 23), (490, 17), (490, 23), (492, 23), (492, 18), (492, 23), (494, 23), (494, 16), (494, 2 ...\n", "((478, 104), (478, 103), (478, 104), (480, 104), (480, 96), (480, 104), (482, 104), (482, 97), ( ...\n", "((469, 53), (474, 53))\n", "((465, 91), (465, 90), (465, 91), (467, 91), (467, 84), (467, 91), (469, 91), (469, 85), (469, 9 ...\n", "((499, 38), (503, 38))\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in14 = parse(14, lambda line: mapt(ints, line.split('->')))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: How many units of sand come to rest before sand starts flowing into the abyss below?\n", "\n", "The paths in the input represent connected paths of solid rock in a vertical slice of a cave. Sand particles fall into the cave, pile up and fall off of the rocks, and eventually reach the bottom. A sand particle enters the cave from the point (500, 0) and at each time step prefers to go straight downwards (South on our grid) from its current location, but if that location is occupied (by rock or sand) it will go diagonally Southwest, and if that is occupied, Southeast. If all three are occupied, it stops, and the next particle enters. The simulation continues until one particle falls off the bottom. At that point, we return the number of particles that have come to rest (not counting the one that fell off the bottom).\n", "\n", "I'll just return the number of time steps from `simulate_sand`, but because Part 2 might want some more information, I'll have my `simulate_sand` function accept a grid as input and mutate the grid. Perhaps in Part 2 we'll want to take a look at how the grid was modified." ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 14.1: 30.6 msec, correct answer: 728 " ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def put_paths(grid, paths) -> Grid:\n", " \"Place the paths of rock onto the grid.\"\n", " for path in paths:\n", " for ((x0, y0), (x1, y1)) in sliding_window(path, 2):\n", " for p in cross_product(cover(x0, x1), cover(y0, y1)):\n", " grid[p] = '#'\n", " return grid\n", "\n", "def simulate_sand(grid, paths, entry=(500, 0)) -> int:\n", " \"\"\"Simulate falling sand until one particle falls off the bottom; return number of time steps.\"\"\"\n", " put_paths(grid, paths)\n", " bottom = max(map(Y_, grid)) # The bottom-most piece of rock\n", " falling = [South, add2(South, West), add2(South, East)] # The directions sand can fall\n", " for particles in count_from(1):\n", " loc = entry # A new sand particle enters\n", " while True: # ... and falls\n", " points = [add2(loc, dir) for dir in falling]\n", " loc2 = first((p for p in points if p not in grid), default=loc)\n", " if loc == loc2: # Sand comes to rest\n", " grid[loc] = 'o'\n", " break\n", " elif Y_(loc) > bottom: # Sand falls into endless void\n", " return particles - 1 # Don't count the one that fell\n", " loc = loc2\n", "\n", "answer(14.1, 728, lambda: \n", " simulate_sand(Grid(), in14))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I'm ashamed to say the first time I ran this, I got an infinite loop; I had neglected to include the `loc = loc2` line at the end of the function. I knew I had to do that; I just forgot. And I guess I prefer to think functionally, not in terms of updates, so I messed up. After correcting for that, I had an off-by-one error, because I misread the instructions and thought the last unit of sand, which falls into the void, should be counted, but it should not." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Using your scan, simulate the falling sand until the source of the sand becomes blocked. How many units of sand come to rest?\n", "\n", "In Part 2, the sand no longer falls off the bottom; instead there is a *floor* at the bottom of the cave (specified as 2 units below the deepest known rock path). Since the [angle of repose](https://en.wikipedia.org/wiki/Angle_of_repose) of the sand is 45°, we need to make the floor wide enough to cover that (and throw in a bit extra to make sure; I added \"2\" to the `dx` variable, which tells how far away from the entry point the floor needs to extend). Eventually the sand will back up and cover the entry point; that's a second way to end the simulation.\n", "\n", "I'll re-write `simulate_sand` so that it handles both ways to end the simulation. If you want the Part 1 way, specify `floor=None` (the default); this means there is no floor. If you want the Part 2 way, specify, say, `floor=2` to put the floor two units below the lowest rock." ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 14.1: 31.8 msec, correct answer: 728 " ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def simulate_sand(grid, paths, entry=(500, 0), floor=None) -> int:\n", " \"\"\"Simulate falling sand until either one particle falls off the bottom,\n", " or the entry point is blocked. Either way, return number of time steps.\"\"\"\n", " put_paths(grid, paths)\n", " Ymax = max(Ys(grid))\n", " falling = [South, add2(South, West), add2(South, East)] # The directions sand can fall\n", " if floor: # put down a floor path that is wide enough to catch anything from the entry\n", " x, dx = X_(entry), Ymax + 2\n", " Ymax += floor\n", " put_paths(grid, [[(x - dx, Ymax), (x + dx, Ymax)]]) \n", " for particles in count_from(1):\n", " loc = entry # A new sand particle enters\n", " while True: # The sand particle falls\n", " points = [add2(loc, dir) for dir in falling]\n", " loc2 = first((p for p in points if p not in grid), default=loc)\n", " if loc2 == entry: # Stop if the entry point is blocked\n", " return particles\n", " if loc == loc2: # Sand comes to rest\n", " grid[loc2] = 'o'\n", " break\n", " elif Y_(loc2) > Ymax: # Sand falls into endless void\n", " grid[loc2] = 'o'\n", " return particles - 1\n", " loc = loc2\n", " \n", "answer(14.1, 728, lambda: \n", " simulate_sand(Grid(), in14))" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 14.2: 1,465.4 msec, correct answer: 27623 " ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(14.2, 27623, lambda: \n", " simulate_sand(Grid(), in14, floor=2))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Uh, oh! Up to now my solutions have all run in well under a second, but this one takes longer. I hope the coming days don't continue this trend.\n", "\n", "### Part 3: Exploration\n", "\n", "Let's get a picture of the rock paths and the accumulated sand. (I didn't need access to the grid for Part 2, but now I'm glad to have it)." ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "markers = {'+': 'rD', 'o': 'y.', '#': 'b.'}\n", "grid = Grid({(500, 0): '+'})\n", "simulate_sand(grid, in14)\n", "grid.plot(markers, figsize=(5, 15)); plt.axis('scaled');" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "grid2 = Grid({(500, 0): '+'})\n", "simulate_sand(grid2, in14, floor=2)\n", "grid2.plot(markers, figsize=(20, 10)); plt.axis('scaled');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 15](https://adventofcode.com/2022/day/15): Beacon Exclusion Zone\n", "\n", "**Today's input** is a sequence of lines, each of which has the (x, y) coordinates of a **sensor**, followed by the (x, y) coordinates of the **beacon** that is closest to the sensor in Manhattan distance (which I name `taxi_distance` because it is shorter and less prone to spelling errors):" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 26 strs of size 68 to 73:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Sensor at x=3890859, y=2762958: closest beacon is at x=4037927, y=2985317\n", "Sensor at x=671793, y=1531646: closest beacon is at x=351996, y=1184837\n", "Sensor at x=3699203, y=3052069: closest beacon is at x=4037927, y=2985317\n", "Sensor at x=3969720, y=629205: closest beacon is at x=4285415, y=81270\n", "Sensor at x=41343, y=57178: closest beacon is at x=351996, y=1184837\n", "Sensor at x=2135702, y=1658955: closest beacon is at x=1295288, y=2000000\n", "Sensor at x=24022, y=1500343: closest beacon is at x=351996, y=1184837\n", "Sensor at x=3040604, y=3457552: closest beacon is at x=2994959, y=4070511\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 26 tuples of size 2:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "((3890859, 2762958), (4037927, 2985317))\n", "((671793, 1531646), (351996, 1184837))\n", "((3699203, 3052069), (4037927, 2985317))\n", "((3969720, 629205), (4285415, 81270))\n", "((41343, 57178), (351996, 1184837))\n", "((2135702, 1658955), (1295288, 2000000))\n", "((24022, 1500343), (351996, 1184837))\n", "((3040604, 3457552), (2994959, 4070511))\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in15 = parse(15, lambda line: mapt(ints, line.split(':')))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I note that many of the coordinates are 7-digit numbers. I may have to be careful to come up with efficient solutions.\n", "\n", "### Part 1: Consult the report from the sensors you just deployed. In the row where y=2000000, how many positions cannot contain a beacon?\n", "\n", "When a sensor reports a certain beacon is closest, it means that closer locations cannot contain beacons (and it is also guaranteed that no sensor will be equally close). For Part 1 we're asked how many locations on the line y=2,000,000 are excluded from containing a beacon. We'll answer that by first deciding what range of *x* coordinates on the line are excluded by a single sensor (with the function `exclusion`), then using `count_exclusions` to add them up, while noting that a location that actually contains a beacon is not excluded from having one. I'll probably regret this in part 2, but I decided to count exclusions by enumerating sets of *x* coordinates, taking their union, and doing a set difference with the set of beacon *x* coordinates. That seemed the least error-prone way to proceed." ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [], "source": [ "def exclusion(sensor, beacon, yline) -> range:\n", " \"\"\"Given a `sensor` and its closest `beacon`, what is the range of x coordinates \n", " of points on line y that are excluded from having another beacon?\n", " (If `beacon` happens to be on line y, count it as excluded; we'll account for that elsewhere.)\"\"\"\n", " d = taxi_distance(sensor, beacon)\n", " dy = abs(Y_(sensor) - yline)\n", " if dy > d:\n", " return range(-1, -1) # empty range\n", " else:\n", " dx = d - dy\n", " return range(X_(sensor) - dx, X_(sensor) + dx + 1)\n", " \n", "def count_exclusions(sb_pairs, yline):\n", " \"\"\"How many points on the y-line are excluded from having beacons?\n", " Don't count the location of a beacon as being excluded.\"\"\"\n", " y_excluded = union(exclusion(s, b, yline) for s, b in sb_pairs)\n", " y_beacons = {x for s, (x, y) in sb_pairs if y == yline}\n", " return len(y_excluded - y_beacons)" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 15.1: 152.1 msec, correct answer: 4502208 " ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(15.1, 4502208, lambda: \n", " count_exclusions(in15, 2_000_000))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Find the only possible position for the distress beacon. What is its tuning frequency?\n", "\n", "For Part 2, we are told there is only one possible position in a 4 million x 4 million square that could contain the missing distress beacon. Given a point, the tuning frequency \"*can be found by multiplying its x coordinate by 4000000 and then adding its y coordinate*.\"\n", "\n", "Using brute force on 16 trillion locations would be slow; I'd like to find a better way. Can I limit the positions that I have to test to be some subset of the 4 million x 4 million square? \n", "\n", "I had an initial idea: each sensor's square divides the plane into five parts: the interior, which is excluded, and 4 half-planes on each side, which could be recursively checked for exclusion by another sensor. However, to do this cleanly I'd need to deal with 45-degree lines, not axis-aligned lines. That seems complicated.\n", "\n", "Then I had an insight: if there is only one possible position, it must be surrounded on all sides by *impossible* positions. That is, it must be one farther away than excluded positions, in every direction. Saying \"it must be one farther away\" is the same as saying it must be on the **perimeter** of a diamond shape that is one larger than the sensor-beacon distance, for several sensor-beacon pairs. \n", "\n", "So my strategy to find the one possible position of the distress beacon (in the function `distress_beacon_location`) is:\n", "- First generate all the points on all the \"perimeters\" of all the beacons (using the `perimeter` function).\n", "- Then find one of the points that is not excluded by some sensor-beacon pair (using the `excluded` function).\n", "- Given the non-excluded point, calculate the tuning frequency (using the `tuning_frequency` function)." ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [], "source": [ "def distress_beacon_location(sb_pairs, maxi=4_000_000) -> Point:\n", " \"\"\"The one location that is not excluded.\"\"\"\n", " return first(point for s, b in sb_pairs\n", " for point in perimeter(s, b)\n", " if not excluded(point, sb_pairs, maxi))\n", "\n", "def perimeter(sensor, beacon) -> Iterable[Point]:\n", " \"\"\"The points that are one farther away from sensor than beacon is.\"\"\"\n", " D = taxi_distance(sensor, beacon) + 1 # One unit more than the sensor-beacon distance\n", " point = add2(sensor, (0, -D)) # Start D units north of the sensor.\n", " # One at a time, trace D points stepping in each of the four diagonal directions.\n", " for dir in (SE, SW, NW, NE):\n", " for _ in range(D):\n", " point = add2(point, dir)\n", " yield point\n", " \n", "def excluded(point, sb_pairs, maxi=4_000_000) -> bool:\n", " \"\"\"Is the point excluded by one of the (sensor, beacon) pairs?\n", " Either closer to the sensor than its beacon, or outside the range of allowable points?\"\"\"\n", " return (min(point) < 0 or max(point) > maxi or\n", " any(taxi_distance(s, point) <= taxi_distance(s, b)\n", " for s, b in sb_pairs))\n", "\n", "def tuning_frequency(point) -> int: return 4_000_000 * X_(point) + Y_(point)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here's the answer (which took a lot more run time than previous puzzles, but still well under a minute):" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 15.2: 8,796.6 msec, correct answer: 13784551204480 " ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(15.2, 13784551204480, lambda: \n", " tuning_frequency(distress_beacon_location(in15)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Note*: Initially I had a **bug** where I had used `<` instead of `<=` for the distance comparison in `excluded`. (I guess when I read the instruction \"*There is never a tie where two beacons are the same distance to a sensor*\" in Part 1, I took that as meaning \"*don't worry about ties*\" when I should have taken it as \"*one important way a point can be excluded is to be the same distance to a sensor.*\") \n", "\n", "### Part 3: Exploration\n", "\n", "In uncovering the bug I wrote some tests, and a visualization for the perimeter:" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "s, b = ((8, 7), (2, 10))\n", "\n", "assert taxi_distance(s, b) == 9\n", "assert exclusion(s, b, 10) == range(2, 15)\n", "assert exclusion(s, b, 11) == range(3, 14)\n", "assert count_exclusions([(s, b)], 10) == 12\n", "assert not exclusion(s, b, -3)\n", "assert excluded((3, 11), [(s, b)], 20)\n", "assert not excluded((3, 12), [(s, b)], 20)\n", "\n", "assert set(perimeter((0, 0), (0, 1))) == {\n", " (-2, 0), (-1, -1), (-1, 1), (0, -2), (0, 2), (1, -1), (1, 1), (2, 0)}\n", "\n", "for p in perimeter(s, b):\n", " assert taxi_distance(s, p) == taxi_distance(s, b) + 1\n", " \n", "def plot_perimeter(s, b):\n", " \"\"\"Plot sensor and beacon as circle and square; perimeter as diamonds.\"\"\"\n", " plt.plot(*T(perimeter(s, b)), 'D')\n", " plt.plot(*T([s]), 'o')\n", " plt.plot(*T([b]), 's')\n", " plt.axis('square'); plt.gca().invert_yaxis()\n", " \n", "plot_perimeter(s, b)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 16](https://adventofcode.com/2022/day/16): Proboscidea Volcanium\n", "\n", "**Today's input** consists of lines that each describe a valve in a room in a cave, giving the valve's name, flow rate, and neighboring valves. We will parse each line into a 3-tuple:" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 56 strs of size 51 to 68:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Valve AA has flow rate=0; tunnels lead to valves RZ, QQ, FH, IM, VJ\n", "Valve FE has flow rate=0; tunnels lead to valves TM, TR\n", "Valve QZ has flow rate=19; tunnels lead to valves HH, OY\n", "Valve TU has flow rate=17; tunnels lead to valves NJ, IN, WN\n", "Valve RG has flow rate=0; tunnels lead to valves IK, SZ\n", "Valve TM has flow rate=0; tunnels lead to valves FE, JH\n", "Valve JH has flow rate=4; tunnels lead to valves NW, QQ, TM, VH, AZ\n", "Valve NW has flow rate=0; tunnels lead to valves JH, OB\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 56 tuples of size 3:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "('AA', 0, ('RZ', 'QQ', 'FH', 'IM', 'VJ'))\n", "('FE', 0, ('TM', 'TR'))\n", "('QZ', 19, ('HH', 'OY'))\n", "('TU', 17, ('NJ', 'IN', 'WN'))\n", "('RG', 0, ('IK', 'SZ'))\n", "('TM', 0, ('FE', 'JH'))\n", "('JH', 4, ('NW', 'QQ', 'TM', 'VH', 'AZ'))\n", "('NW', 0, ('JH', 'OB'))\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "def parse_valve(line: str) -> tuple[str, int, tuple[str, ...]]:\n", " \"\"\"Find the (valve name, flow rate, neighbors) in the line of text.\"\"\"\n", " tokens = atoms(line)\n", " return (tokens[1], tokens[5], tokens[10:])\n", "\n", "in16 = parse(16, parse_valve)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Work out the steps to release the most pressure in 30 minutes. What is the most pressure you can release?\n", "\n", "You can move from one room to a neighboring room in one minute. Once in a room, you can open that room's valve in one minute. For all subsequent minutes, that valve will put out its flow rate worth of pressure. We're asked to maximize the total pressure, which is the sum of the product of each open valve's flow rate times the number of minutes the valve is open. For example, if you open up a valve with flow rate 10 with 27 minutes remaining, and one with flow rate 13 with 10 minutes remaining, that generates 270 + 130 = 400 units of pressure.\n", "\n", "***Conceptually*** this is a simple search problem: we move from room to room for 30 minutes, opening valves as we go, trying to find the sequence of actions that maximizes the total flow.\n", "\n", "***Practically***, I'm concerned about the size of the search state space. With 30 minutes, 56 rooms, and 56 valves that can be either open or not, there are 30 × 56 × 256 ≈ 1020 states to consider. We're going to need some way of directing the search. \n", "\n", "The first thing I thought of is that the only useful actions are opening **non-zero-flow** valves. There is no reason to go to a zero-flow-valve room, except to pass through on the way to another room. So I can deal with **compound actions** such as \"*go from room A through rooms B and C and then to D and open the non-zero-flow valve there*\" (an action that takes four minutes to complete: three to move and one to open). \n", "\n", "Let's see how many rooms have a positive flow rate, and how many are zero:" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Counter({False: 41, True: 15})" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Counter(flow > 0 for _, flow, _ in in16)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Great, **only 15 rooms to worry about!** Now we're down to 30 × 15 × 215 ≈ 107 states–manageable! We still need to figure out the costs (in minutes) of our compound actions. I remember that the [Floyd-Somebody](https://en.wikipedia.org/wiki/Floyd%E2%80%93Warshall_algorithm) algorithm computes the shortest distance between all pairs of nodes in a graph. So now I have a plan:\n", "- Use the `floyd` algorithm to compute the costs (travel time in minutes) between each pair of rooms.\n", "- Define the function `costs_and_flows` to give us the costs and also a dict of `{room: flow_rate}` for just the rooms with non-zero flow rate (plus the start room).\n", "- Do a depth-first search with `valve_search`. \n", "- (I could have made this work with my A* search function, but I felt it wasn't a good match for this problem for several reasons: I don't have a good heuristic function; we're trying to maximize flow, not minimize path cost; the \"action cost\" depends on what time the action is taken; and we have two \"costs\", flow and minutes, to deal with.) \n", "- My `valve_search` works as follows:\n", " - We try to maximize the flow from the current room plus the flow from the best path that continues from the current room/valve. This total is `flow1 + flow2`. \n", " - We'll keep track of the set of valves that have already been opened so we never open one twice.\n", " - We'll keep track of the time remaining and stop when we run out of time.\n", " - We'll also stop when there are no unopened valves remaining. \n", " - I'm not going to keep track of the optimal path, just the optimal total flow. That's taking a chance that Part 2 will need the path, but I'll worry about that later." ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [], "source": [ "Costs = dict[tuple, int] # {(room, room): travel_cost}\n", "Flow = dict[str, int] # {room: flow_rate}\n", "\n", "def floyd(graph: Graph) -> Costs:\n", " \"\"\"Floyd-Warshall algorithm for all-pairs shortest path.\n", " Returns dict of `{(u, v): cost_of_shortest_path}.\"\"\"\n", " cost = {(u, v): (0 if u == v else 1 if v in graph[u] else inf) \n", " for u in graph for v in graph}\n", " for r in graph:\n", " for u in graph:\n", " for v in graph:\n", " cost[u, v] = min(cost[u, v], cost[u, r] + cost[r, v])\n", " return cost\n", "\n", "def costs_and_flow(valves, start='AA') -> tuple[Costs, Flow]:\n", " \"\"\"Given the valves, return two dicts: (costs, flow).\"\"\"\n", " costs = floyd({v: neighbors for (v, _, neighbors) in valves})\n", " flow = {v: flow for (v, flow, _) in valves if flow > 0 or v == start}\n", " return costs, flow\n", " \n", "def valve_search(costs, flow, valve='AA', opened=Ø, time_left=30) -> int:\n", " \"\"\"Depth-first search for the most flow we can produce. Returns total flow.\"\"\"\n", " if time_left < 0:\n", " return 0\n", " else:\n", " opened1 = opened | {valve}\n", " valves1 = set(flow) - opened1\n", " flow1 = flow[valve] * time_left\n", " flow2 = max((valve_search(costs, flow, v, opened1, time_left - costs[valve, v] - 1)\n", " for v in valves1), default=0)\n", " return flow1 + flow2" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 16.1: 639.4 msec, correct answer: 1641 " ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(16.1, 1641, lambda: \n", " valve_search(*costs_and_flow(in16)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: With you and an elephant working together for 26 minutes, what is the most pressure you could release?\n", "\n", "In Part 2 we're asked to maximize the total flow with the help of our friend the elephant. It takes 4 minutes to teach the elephant what to do, so now we have two workers opening valves over 26 minutes. \n", "\n", "\n", "\n", "It won't help for both workers to open the same valve, so we need a way to split the valves into two subsets, where each worker handles one of them. I came up with two approaches:\n", "\n", "- An exhaustive approach:\n", " - We need to partition the valves among the two workers.\n", " - There are only 215 = 32,768 ways to do that.\n", " - If we want each worker to do at least 5 valves, then there are only about 20,000 ways.\n", " - We could solve for maximum flow for both sides of each partition, and choose the one with the best sum.\n", " - That's straightforward, but will be slow.\n", "- A greedy approach:\n", " - First, we find the optimal solution for one worker over 26 minutes.\n", " - We record the valves they opened in that time. (I ***knew*** it would be handy to have the **path**, yet I left it out of my Part 1 solution. Now I'll have to put it in.)\n", " - Second, we find the optimal solution for the other worker over 26 minutes, but excluding valves in the first worker's path.\n", " - Third, if the sum of the two worker's flows does not give the correct solution, we'll have to try something else. For example, finding a valve that can be moved from one worker to the other to give a higher total. Or trying all ways of splitting the valves into two disjoint subsets of, say, size 6 to 9 valves each, and find the sum of the flows for the solutions to each subset.\n", "\n", "Here's a version of `valve_search` that returns a tuple of two results: the total flow and the path that achieves it. It is passed in the same arguments as for `valve_search`, except that instead of a set of open valves, it gets a tuple of valves representing the path it took so far." ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [], "source": [ "def valve_search2(costs, flow, valve='AA', path=(), time_left=30) -> tuple[int, tuple[str]]:\n", " \"\"\"Depth-first search for the most flow we can produce. Returns maximal flow and a path.\"\"\"\n", " if time_left < 0:\n", " return 0, path\n", " else:\n", " path1 = path + (valve,)\n", " valves1 = [v for v in flow if v not in path1]\n", " flow1 = flow[valve] * time_left\n", " flow2, path2 = (max((valve_search2(costs, flow, v, path1, time_left - costs[valve, v] - 1)\n", " for v in valves1), default=(0, ())))\n", " return flow1 + flow2, path2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's make sure it gives the answer that we got in Part 1 (that is, 1641), and see what the path is:" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1641, ('AA', 'IZ', 'CU', 'QZ', 'TU', 'UZ', 'FF', 'GG', 'ZL'))" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "valve_search2(*costs_and_flow(in16))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Good. Here is the flow and path for the shorter 26 minute time limit:" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1209, ('AA', 'IZ', 'CU', 'QZ', 'TU', 'UZ', 'YL', 'PA'))" ] }, "execution_count": 71, "metadata": {}, "output_type": "execute_result" } ], "source": [ "valve_search2(*costs_and_flow(in16), time_left=26)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now the function `ele_and_me` will repeat that calculation, then do a second search that avoids all the valves used in the first search, then return the sum of the flows for the two searches:" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 16.2: 195.3 msec, correct answer: 2261 " ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def ele_and_me(costs, flow, time_left=26):\n", " \"\"\"Worker 1 greedily finds the max-flow path; worker 2 finds max-flow avoiding that path.\"\"\"\n", " flow1, path1 = valve_search2(costs, flow, time_left=time_left)\n", " flow2, _ = valve_search2(costs, flow, time_left=time_left, path=path1)\n", " return flow1 + flow2\n", " \n", "answer(16.2, 2261, lambda: \n", " ele_and_me(*costs_and_flow(in16)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It was fortunate that I got the right answer with this simple greedy approach! (Or maybe it was **predestined**; was [Eric Wastl](http://was.tl/) taking it easy on us?) I'm happy with the results, but it is a bit unsatisfying that my approach won't work with all possible inputs. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 17](https://adventofcode.com/2022/day/17): Pyroclastic Flow\n", "\n", "**Today's input** is a single line consisting of `'>'` and `'<'` characters:" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 1 str of size 10091:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "><<><<<>><<<<><<<>>>><<<<>><<>><>>>><<>>><><<<<>>>><>>><>>>><<<<>><<<>>><<<><<>><<>>><><<><<<>>< ...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in17 = the(parse(17))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: How many units tall will the tower of rocks be after 2022 rocks have stopped falling?\n", "\n", "The puzzle involves variously-shaped rocks dropping down a tall, narrow chamber, forming a tower of rocks, and being moved left or right by the \"jets\" (arrow keys). This reminded me of [Tetris](https://en.wikipedia.org/wiki/Tetris) (even before seeing the Gary Grady cartoon). \n", "\n", "\n", "\n", "\n", "I could use my `Grid` class, but instead I'll choose to represent the shapes of the falling rocks, and the stationary rocks in the tower as sets of points (as I did in my [Game of Life](Life.ipynb) notebook). The helper function `shape` allows me to visually define the shapes of the pieces:" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [], "source": [ "def shape(*lines) -> set[Point]:\n", " \"\"\"Extract a set of non-'.' points from a depiction of successive lines of a grid.\"\"\"\n", " grid = Grid(lines)\n", " return {p for p in grid if grid[p] != '.'}\n", " \n", "rocks = ( # A tuple of sets of points\n", " shape('####'), \n", " shape('.#.',\n", " '###',\n", " '.#.'),\n", " shape('..#',\n", " '..#',\n", " '###'),\n", " shape('#', \n", " '#', \n", " '#', \n", " '#'),\n", " shape('##', \n", " '##'))" ] }, { "cell_type": "code", "execution_count": 75, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "({(0, 0), (1, 0), (2, 0), (3, 0)},\n", " {(0, 1), (1, 0), (1, 1), (1, 2), (2, 1)},\n", " {(0, 2), (1, 2), (2, 0), (2, 1), (2, 2)},\n", " {(0, 0), (0, 1), (0, 2), (0, 3)},\n", " {(0, 0), (0, 1), (1, 0), (1, 1)})" ] }, "execution_count": 75, "metadata": {}, "output_type": "execute_result" } ], "source": [ "rocks " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We're asked to simulate 2,022 falling rocks. Each rock:\n", "- Appears at the top of the tower, separated by 3 rows from all the rocks below.\n", "- As it is falling, alternates between:\n", " - Being pushed left or right one unit by the next jet ('<' or '>'). If it hits the wall or tower, it doesn't move.\n", " - Falling straight down one unit.\n", "- Stops when it lands on another rock or on the floor.\n", "\n", "We cycle through the 5 rock shapes, and also cycle through the jets (if necessary, but there are more than 2,022 jets).\n", "\n", "I'll have my function `tetris` return all the points in the tower, in case I need them for Part 2. The height of the tower is the most negative *y* coordinate of any point in the tower." ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Puzzle 17.1: 346.5 msec, correct answer: 3206 \n" ] } ], "source": [ "def tetris(jets, rocks=rocks, floor=shape('#' * 7), n=2022) -> set[Point]:\n", " \"\"\"Simulate `n` falling rocks. The tower starts with just a floor; rocks add to it.\"\"\"\n", " tower = set(floor)\n", " jets = cycle(jets)\n", " for i, rock in zip(range(n), cycle(rocks)):\n", " rock = appear(rock, tower)\n", " while True:\n", " rock1 = move_rock(rock, next(jets), tower)\n", " rock = move_rock(rock1, 'v', tower)\n", " if rock == rock1: # Rock was unable to move down:\n", " tower |= rock # Add rock to the tower\n", " break # and stop falling\n", " return tower\n", "\n", "def appear(rock, tower, x=2, above=4):\n", " \"\"\"Make rock shape appear in the right place at top of tower.\"\"\"\n", " y = min(Ys(tower)) - max(Ys(rock)) - above\n", " return slide(rock, (x, y))\n", "\n", "def move_rock(rock, arrow: Char, tower, ok_x_range=range(7)) -> set[Point]:\n", " \"\"\"Move rock in direction specified by `arrow`, unless it hits a wall\n", " (goes outside ok_x_range) or hits another rock in the tower.\"\"\"\n", " delta = arrow_direction[arrow] # E.g. arrow_direction['>'] is East\n", " rock2 = slide(rock, delta)\n", " if all(p not in tower and X_(p) in ok_x_range for p in rock2):\n", " return rock2\n", " else:\n", " return rock\n", " \n", "def tower_height(tower) -> int: return -min(Ys(tower))\n", " \n", "print(answer(17.1, 3206, lambda: \n", " tower_height(tetris(in17))))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: How tall will the tower be after 1,000,000,000,000 rocks have stopped?\n", "\n", "I can't expect `tetris(n=10**12)` to complete in a reasonable amount of time. My best bet is to figure out a repeating cycle: does the tower get to a point where it repeats what we have already simulated? It would have to be at a time where we have cycled through the rocks (a cycle of length 5) and the jets (a cycle of length 10,091). My fond wish was that running `tetris(n=5 * 10091)` would result in a tower with a perfectly flat top row, duplicating the floor from the starting phase. That would surpass every tower-related Christmas miracle since the [Nakatomi tower incident](https://en.wikipedia.org/wiki/Die_Hard) of 1988! Alas, I ran it, and was disappointed in that (a) it took 15 minutes to run, and (b) the top was **not** flat.\n", "\n", "At this point **I gave up**. If I were to come back to this puzzle, this would be my approach to modifying the `tetris` function:\n", "\n", "- Keep track of the height reached on each turn, e.g. `height[t]`.\n", "- Prune the tower (to save memory) by deleting rocks that are far below the top and inaccessible. \n", "- Run `tetris(n=2 * 5 * 10091)`.\n", "- Keep track of a set of `visited` states.\n", "- A state consists of\n", " - The rock number mod 5.\n", " - The jet number mod 10,091.\n", " - A bit pattern representing the top of the tower. Just recording the top rock in each column might be enough (giving each an altitude relative to the topmost rock), but sometimes it is possible for a rock to use jets to tuck in below the top rock, so we'd probably need more than just the topmost rock in each column.\n", "- Say I found repeated states, at times `t` and `u`. Then the total height of the tower can be found by judicious lookup of `height[t]`, followed by *k* repetitions of `height[u] - height[t]`, for the largest *k* that keeps us under time 1012, plus a remainder to get to 1012." ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [], "source": [ "# TODO: answer(17.2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 18](https://adventofcode.com/2022/day/18): Boiling Boulders \n", "\n", "**Today's input** consists of the x,y,z coordinates of all the component pieces from a scan of a large, irregularly-shaped lava droplet. Each component piece is a 1x1x1 cube that I will call a **voxel** (the 3D analog of a pixel). " ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 2801 strs of size 5 to 8:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "13,4,15\n", "10,3,11\n", "10,18,8\n", "8,17,7\n", "11,9,18\n", "11,12,2\n", "8,16,5\n", "11,11,19\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 2801 tuples of size 3:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "(13, 4, 15)\n", "(10, 3, 11)\n", "(10, 18, 8)\n", "(8, 17, 7)\n", "(11, 9, 18)\n", "(11, 12, 2)\n", "(8, 16, 5)\n", "(11, 11, 19)\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in18 = parse(18, ints)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: What is the surface area of your scanned lava droplet?\n", "\n", "Here, **surface area** means the total number of exposed faces across all the voxels. A voxel has 6 faces, but if two faces touch each other, they don't count as \"surface.\" So I want to count just the faces whose neighboring location is not in the set of voxels. First I generate the 6 neighbors of a voxel (I include a test):" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "def voxel_neighbors(voxel) -> set[Point]:\n", " \"\"\"The six neighboring locations abutting each face of a voxel.\"\"\"\n", " deltas = ((0, 0, 1), (0, 1, 0), ( 1, 0, 0),\n", " (0, 0, -1), (0, -1, 0), (-1, 0, 0))\n", " return {add(voxel, delta) for delta in deltas}\n", "\n", "assert voxel_neighbors((2, 2, 5)) == {\n", " (1, 2, 5), (2, 1, 5), (2, 2, 4), (2, 2, 6), (2, 3, 5), (3, 2, 5)}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now I can get the solution by counting up the faces whose neighboring locations are not in the set of voxels:" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 18.1: 5.6 msec, correct answer: 4370 " ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def surface_area(voxels: set[Point]) -> int:\n", " \"\"\"Count the neighboring locations that are not in the set of voxels.\"\"\"\n", " neighbors = flatten(map(voxel_neighbors, voxels))\n", " return quantify((loc not in voxels) for loc in neighbors)\n", " \n", "answer(18.1, 4370, lambda: \n", " surface_area(set(in18)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: What is the exterior surface area of your scanned lava droplet?\n", "\n", "Part 2 asks us to exclude the surface area of air pockets that are entirely in the interior of the droplet. \n", "\n", "So I figured I would look at all the neighboring locations of the voxels and see which neighbors occurred 6 times; if such a neighbor is not in the original set of voxels it must be an air pocket surrounded by 6 other voxels. \n", "Unfortunately, that approach had a **bug**. It detects an air pocket that is a single location, completely surrounded by voxels, but not a larger air pocket.\n", "\n", "Before going forward, I wanted to get a visualization of the voxels. I looked up how to plot 3d voxels and came up with this:" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def plot3d(voxels):\n", " \"\"\"Plot a collection of 3d voxels as voxels, using axes3d.\"\"\"\n", " import numpy as np\n", " from mpl_toolkits.mplot3d import axes3d\n", " N = max(map(abs, flatten(voxels))) + 1\n", " A = np.zeros((N, N, N)) # An N x N x N array\n", " for x, y, z in voxels:\n", " A[x, y, z] = 1\n", " ax = plt.figure(figsize=(10, 10)).add_subplot(projection='3d')\n", " ax.voxels(A, edgecolor='c')\n", " \n", "plot3d(in18)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looking at the plot gives me an idea. (I'm not sure why I needed the plot to get the idea, but that's how it played out. Anyway, I was glad to learn how to plot in 3d.) With this small 20x20x20 space, I can efficiently do a [**flood fill**](https://en.wikipedia.org/wiki/Flood_fill) from somewhere in the exterior of the droplet, and count how many times the fill bumps up against a face on the surface of the droplet. That is, I start at a location that I know is outside the voxels; I'll use , `(-1, -1, -1)`, because all the coordinates are non-negative. Then I expand from that location in all directions, making sure to:\n", "- Keep a queue of points that we still need to flood from, and a set of the points that we have already seen.\n", "- Repeatedly pop a point from the queue and for each of its neighboring points, `p`:\n", " - If `p` is one of the voxels of the droplet, that means the fill has entered the voxel from one of its exterior faces; add one to `surfaces` to keep track.\n", " - If `p` has not already been considered, and if it is not too far away from the droplet (i.e. check that all three coordinates are between -1 and `N`), then add `p` to the queue and mark it as already seen.\n" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [], "source": [ "def exterior_surface_area(voxels) -> int:\n", " \"\"\"Calculate the exterior surface area by a flood fill algorithm.\"\"\"\n", " N = max(map(abs, flatten(voxels))) # Largest coordinate in any direction.\n", " Q = [(-1, -1, -1)]\n", " already_seen = set()\n", " surface_count = 0\n", " while Q:\n", " for p in voxel_neighbors(Q.pop()):\n", " if p in voxels: # Bumped into one of the faces of one of the voxels\n", " surface_count += 1 \n", " elif p not in already_seen and all(-1 <= p_i <= N + 1 for p_i in p):\n", " Q.append(p)\n", " already_seen.add(p)\n", " return surface_count" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This gives me the correct answer:" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 18.2: 774.1 msec, correct answer: 2458 " ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(18.2, 2458, lambda: \n", " exterior_surface_area(in18))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 19](https://adventofcode.com/2022/day/19): Not Enough Minerals\n", "\n", "**Today's input** is a sequence of \"blueprints,\" one per line, for a robot factory that can build four kinds of robots (ore-collecting, clay-collecting, obsidian-collecting, and geode-cracking). Each robot has a cost in raw materials (ore, clay, and obsidian). The input format is complicated, and at first I thought that each line could have arbitrary names in arbitrary order for the resources, but the puzzle instructions make it clear that each line presents 7 integers in exactly the same order with the same meaning, so all I have to do is extract the 7 integers with the function `ints` and then make a `Blueprint` structure from them. In `Blueprint`, and throughout this puzzle, I use 3-letter abbreviations (lowercase for raw materials, UPPERCASE for robots) as follows:\n", "\n", "|full name|raw material|robot|costs to build this robot|\n", "|--|--|--|--|\n", "|ore|ore|ORE|ore_ORE|\n", "|clay|cla|CLA|ore_CLA|\n", "|obsidian|obs|OBS|ore_OBS, cla_OBS|\n", "|geode|geo|GEO|ore_GEO, obs_GEO|" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 30 strs of size 158 to 161:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Blueprint 1: Each ore robot costs 3 ore. Each clay robot costs 3 ore. Each obsidian robot costs ...\n", "Blueprint 2: Each ore robot costs 3 ore. Each clay robot costs 3 ore. Each obsidian robot costs ...\n", "Blueprint 3: Each ore robot costs 4 ore. Each clay robot costs 3 ore. Each obsidian robot costs ...\n", "Blueprint 4: Each ore robot costs 3 ore. Each clay robot costs 4 ore. Each obsidian robot costs ...\n", "Blueprint 5: Each ore robot costs 4 ore. Each clay robot costs 4 ore. Each obsidian robot costs ...\n", "Blueprint 6: Each ore robot costs 4 ore. Each clay robot costs 4 ore. Each obsidian robot costs ...\n", "Blueprint 7: Each ore robot costs 2 ore. Each clay robot costs 4 ore. Each obsidian robot costs ...\n", "Blueprint 8: Each ore robot costs 4 ore. Each clay robot costs 4 ore. Each obsidian robot costs ...\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 30 Blueprints of size 7:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Blueprint(id=1, ore_ORE=3, ore_CLA=3, ore_OBS=2, cla_OBS=20, ore_GEO=3, obs_GEO=18)\n", "Blueprint(id=2, ore_ORE=3, ore_CLA=3, ore_OBS=3, cla_OBS=16, ore_GEO=3, obs_GEO=9)\n", "Blueprint(id=3, ore_ORE=4, ore_CLA=3, ore_OBS=4, cla_OBS=8, ore_GEO=2, obs_GEO=8)\n", "Blueprint(id=4, ore_ORE=3, ore_CLA=4, ore_OBS=3, cla_OBS=18, ore_GEO=4, obs_GEO=16)\n", "Blueprint(id=5, ore_ORE=4, ore_CLA=4, ore_OBS=3, cla_OBS=19, ore_GEO=4, obs_GEO=15)\n", "Blueprint(id=6, ore_ORE=4, ore_CLA=4, ore_OBS=4, cla_OBS=8, ore_GEO=4, obs_GEO=14)\n", "Blueprint(id=7, ore_ORE=2, ore_CLA=4, ore_OBS=4, cla_OBS=11, ore_GEO=3, obs_GEO=8)\n", "Blueprint(id=8, ore_ORE=4, ore_CLA=4, ore_OBS=2, cla_OBS=7, ore_GEO=3, obs_GEO=10)\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "Blueprint = namedtuple('Blueprint', 'id, ore_ORE, ore_CLA, ore_OBS, cla_OBS, ore_GEO, obs_GEO')\n", "\n", "def parse_blueprint(line: str) -> Blueprint: return Blueprint(*ints(line))\n", "\n", "in19 = parse(19, parse_blueprint)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: What do you get if you add up the quality level of all of the blueprints in your list?\n", "\n", "Each kind of robot collects (or cracks) one unit of its corresponding raw material on each time step. The instructions say \"*you have exactly one ore-collecting robot in your pack that you can use to kickstart the whole operation,*\" so that robot will collect one more ore on each time step, regardless of what else we build. Once enough raw materials have been gathered, we have the option of building one robot from the materials. We can only build one robot per minute, even if we have enough resources to build more.\n", "\n", "The goal is to \"*determine the quality level of each blueprint by multiplying that blueprint's ID number with the largest number of geodes that can be opened in 24 minutes using that blueprint.*\" So it will be a **search problem** where we decide the best sequence of actions to make the most geodes. The problem is that the search space is **huge**, so the code will be slow without some tricks. \n", "\n", "Here's how I think about the search:\n", "- At each time point there are up to 5 possible actions: build one of the 4 kinds of robots, or just wait. \n", "- So there could be up to 524 ≈ 1017 paths in the tree. But not every robot can be built on every step, so maybe 424 ≈ 1014.\n", "- A state in the search consists of the time remaining and the number of robots and resources of each kind. \n", "- The amount of stuff grows exponentially, so there are many possible states.\n", "- **Pruning repeated states** will help.\n", "- We can also **prune dominated states**. If we produce a certain amount of stuff at time *t*, then if another branch of the search tree produces the same amount of stuff at time *t* + 1, we can prune that branch. Or if another branch at time *t* produces strictly less-than-or-equal stuff in every category, we can prune that.\n", "- We can **prune branches that can't be best**. Use depth-first-search to quickly get to a leaf of the tree and record the number of geodes. Then for all other states, ask \"What's the most number of geodes that could be made from here? What if I could build a geode robot in every remaining turn? How many geodes would that produce? If the answer is less than the best so far, prune it.\n", "- Maximizing geode robots is good. But you **never need more ore robots than the other robot's ore-cost.** In Blueprint 2 all robots require 3 or less ore to build, so you never need more than 3 ore robots, because each turn you will get enough ore to build whatever you want. Similarly with clay robots (you only need 8 with Blueprint 2) and obsidian robots (you need 12).\n", " \n", " \n", " Let's consider the example input:" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(Blueprint(id=1, ore_ORE=4, ore_CLA=2, ore_OBS=3, cla_OBS=14, ore_GEO=2, obs_GEO=7),\n", " Blueprint(id=2, ore_ORE=2, ore_CLA=3, ore_OBS=3, cla_OBS=8, ore_GEO=3, obs_GEO=12))" ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ex19 = parse(\"\"\" \n", "Blueprint 1: \n", " Each ore robot costs 4 ore. \n", " Each clay robot costs 2 ore. \n", " Each obsidian robot costs 3 ore and 14 clay. \n", " Each geode robot costs 2 ore and 7 obsidian.\n", "Blueprint 2: \n", " Each ore robot costs 2 ore. \n", " Each clay robot costs 3 ore. \n", " Each obsidian robot costs 3 ore and 8 clay. \n", " Each geode robot costs 3 ore and 12 obsidian.\"\"\"\n", " .replace(' \\n', ' '), parse_blueprint)\n", "\n", "ex19" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I think all the above ideas are good, and I'll implement them. Here are some more ideas that I won't implement unless the search turns out to be really slow:\n", "\n", "- There are also **limits to how much raw materials** (such as ore) you need. For example, if state *s*1 has 10 minutes left, 20 ore, and 70 obsidian, then that's enough to build a geode robot every turn. If later in the search you arrive at state *s*2 which has 10 minutes left, 20 ore, and 71 obsidian, you can prune *s*2 because it is no better than *s*1; the extra obsidian is superflous. \n", "- We could use **compound actions**. In [Day 16](#Day-16:-Proboscidea-Volcanium) I replaced the four actions \"*go from room A through rooms B and C and then to D and then open the non-zero-flow valve there*\" with a single action. We could use the same idea here: instead of waiting, say, 4 turns to have enough ore, and then building an ore robot, we could have a single 5-minute-long action to wait and then build the robot. \n", "- We could **prioritize geode robots**. I think that if it is possible to build a geode robot, we should do only that. But I'm not 100% sure.\n", "\n", "Here are three key pieces to the implementation:\n", "- `Stuff`, a class that serves as a state in our search; it records the amount of robots and raw materials, as well as the time remaining, `time_left`.\n", "- `quality_level`, a function that multiplies a blueprint ID times the maximum geodes the blueprint can lead to.\n", "- `max_geodes`, the search function that returns the state with the most geodes." ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [], "source": [ "Stuff = namedtuple('Stuff', 'time_left, ORE, CLA, OBS, GEO, ore, cla, obs, geo', defaults=(0,)*9)\n", "\n", "def quality_level(blueprint) -> int: return blueprint.id * max_geodes(blueprint).geo\n", "\n", "def max_geodes(blueprint, minutes=24, start=Stuff(ORE=1)) -> Stuff:\n", " \"\"\"Depth-first Search for `minutes` for a state that produces the most geodes.\"\"\"\n", " start = start._replace(time_left=minutes)\n", " best = start\n", " limits = stuff_limits(blueprint)\n", " visited = {}\n", " stack = [start]\n", " while stack:\n", " state = stack.pop()\n", " if state.geo > best.geo:\n", " best = state\n", " if state.time_left > 0 and not pruned(state, limits, visited, best):\n", " children = next_stuff(state, blueprint, limits)\n", " stack.extend(children)\n", " return best" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The function `next_stuff` below returns a list of successor states for a given state. First it figures out what raw materials are `collected` by the robots; then it considers whether each kind of robot can be built. The best successors (such as building a GEO robot) come last, so that when they are placed on the stack of states, they will be popped off first." ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [], "source": [ "def next_stuff(state, blueprint, limits):\n", " \"\"\"Generate successor states.\"\"\"\n", " time_left, ORE, CLA, OBS, GEO, ore, cla, obs, geo = state\n", " id, ore_ORE, ore_CLA, ore_OBS, cla_OBS, ore_GEO, obs_GEO = blueprint\n", " collect = incr_stuff(state, time_left=-1, ore=ORE, cla=CLA, obs=OBS, geo=GEO)\n", " successors = [collect] # One next state is to build nothing, just collect\n", " \n", " def build(**kwds): successors.append(incr_stuff(collect, **kwds))\n", "\n", " if ORE < limits.ORE and ore >= ore_ORE: \n", " build(ORE=+1, ore=-ore_ORE)\n", " if CLA < limits.CLA and ore >= ore_CLA:\n", " build(CLA=+1, ore=-ore_CLA)\n", " if OBS < limits.OBS and ore >= ore_OBS and cla >= cla_OBS:\n", " build(OBS=+1, ore=-ore_OBS, cla=-cla_OBS)\n", " if ore >= ore_GEO and obs >= obs_GEO:\n", " build(GEO=+1, ore=-ore_GEO, obs=-obs_GEO)\n", " \n", " return successors\n", "\n", "\n", "def incr_stuff(state, **fields) -> Stuff:\n", " \"\"\"Increment (or decrement) the specified fields in state by given amounts.\"\"\"\n", " return Stuff(*add(state, Stuff(**fields)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Note*: The function `incr_stuff` takes a Stuff state and increments (or decrements) some of the fields by the amounts specified by keywords, resulting in a new state. \n", "My generic vector-addition function `add` works on namedtuples.\n", "\n", "Here's a test: with one ORE robot and 3 ore, build an ORE robot at a cost of 2 ore, giving 2 robots and 1 ore." ] }, { "cell_type": "code", "execution_count": 88, "metadata": {}, "outputs": [], "source": [ "assert incr_stuff(Stuff(ORE=1, ore=3), ORE=+1, ore=-2) == Stuff(ORE=2, ore=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The function `stuff_limits` implements limits on the number of robots and raw material that we could need. From experimenting with different values of `repeat`, I think the limits on raw materials are not that helpful. The limits on robots are very useful, I think." ] }, { "cell_type": "code", "execution_count": 89, "metadata": {}, "outputs": [], "source": [ "def stuff_limits(blueprint):\n", " \"\"\"The maximum amount of robots that are useful.\"\"\"\n", " _, ore_ORE, ore_CLA, ore_OBS, cla_OBS, ore_GEO, obs_GEO = blueprint\n", " return Stuff(*9*[inf])._replace(ORE=max(ore_ORE, ore_CLA, ore_OBS, ore_GEO), CLA=cla_OBS, OBS=obs_GEO)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Below, `pruned` determines whether a state should be pruned (that is, cut off the search branch). It returns true if either it is a repeat of a previous state, or it is dominated by a previous state, or if the maximum number of geodes it could produce if we built a geode robot every minute is still less than the best state so far. \n", "\n", "Checking if a state is dominated by a previous one is not so easy. I've made a tradeoff between ease of writing the code, thoroughness of the checking, and computational time to do the checking. I divide a state up into two parts: the `key` consists of the time left and the robots. So we're asking \"how much raw materials could we generate with these robots and this much time left.\" The `val` is how much raw materials a state was able to reach. For each key I'll only keep one `val`, even though there might be several worthy states. For example, a given time/robot key might produce 3 ore and 2 clay, or 2 ore and 3 clay; neither of those dominates the other, but I'll only remember one of them. If the search is not fast enough, I could come back and try more complex pruning." ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [], "source": [ "def pruned(state, limits, visited, best) -> bool:\n", " \"\"\"Should this branch be pruned? (Is there no way this state can lead to a best solution?)\"\"\"\n", " key = mapt(min, state, limits)[:5] # The time and robots, capped at the max useful\n", " val = state[5:] # The raw materials\n", " if (key in visited and all(v <= old for v, old in zip(val, visited[key]))):\n", " return True # Some previous state dominates this one\n", " visited[key] = val\n", " upper_bound = state.geo + sum(range(state.GEO, state.GEO + state.time_left))\n", " return upper_bound <= best.geo" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Along the way I had a couple of **bugs** where I was confused between replacing values and incrementing values in a state; I made that issue less error-prone by introducing the `incr_stuff` and `build` functions. Once that was cleaned up, I got the right answer right away, and it was fast enough." ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 19.1: 802.7 msec, correct answer: 1349 " ] }, "execution_count": 91, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(19.1, 1349, lambda: \n", " sum(map(quality_level, in19))) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's the quality level, but I'm actually interested in how many geodes were made by each blueprint:" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Counter({0: 10, 3: 5, 1: 3, 2: 3, 9: 2, 4: 2, 7: 2, 8: 1, 5: 1, 10: 1})" ] }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Counter(max_geodes(bp).geo for bp in in19)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: For each of the first three blueprints, determine the largest number of geodes you could open ... What do you get if you multiply these numbers together?\n", "\n", "Now we are told \"*you probably have 32 minutes*\" to go. For a hypothetical search that is not good at pruning and has a branching factor of 4, that would be 432-24 = 65,536 times more states per blueprint. Fortunately we only have to handle the first 3 blueprints, not all 30. Also fortunately, my search does a decent enough job at pruning, so it turns out that Part 2 only takes twice as long as Part 1:" ] }, { "cell_type": "code", "execution_count": 93, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 19.2: 1,296.8 msec, correct answer: 21840 " ] }, "execution_count": 93, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(19.2, 21840, lambda: \n", " prod(max_geodes(bp, 32).geo for bp in in19[:3]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 20](https://adventofcode.com/2022/day/20): Grove Positioning System\n", "\n", "**Today's input** is an encrypted file consisting of a sequence of integers, one per line: " ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 5000 strs of size 1 to 5:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "-1581\n", "7547\n", "568\n", "-1972\n", "7952\n", "-1510\n", "-7259\n", "6120\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 5000 ints in range -9993 to 10000:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "-1581\n", "7547\n", "568\n", "-1972\n", "7952\n", "-1510\n", "-7259\n", "6120\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in20 = parse(20, int)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "What does the distribution of numbers look like?" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.hist(in20, rwidth=0.9);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The numbers appear to be sampled uniformly from the range -10,000 to 10,000.\n", "\n", "### Part 1: Mix your encrypted file exactly once. What is the sum of the three numbers that form the grove coordinates?\n", "\n", "The **mixing** process used to decrypt the encrypted file is as follows:\n", "- *To mix the file, move each number forward or backward in the file a number of positions equal to the value of the number being moved. The list is circular, so moving a number off one end of the list wraps back around to the other end as if the ends were connected. The numbers should be moved in the order they originally appear in the encrypted file. Numbers moving around during the mixing process do not change the order in which the numbers are moved.*\n", "\n", "After we mix the numbers, we are told that \"*the **grove coordinates** can be found by looking at the 1000th, 2000th, and 3000th numbers after the value 0, wrapping around the list as necessary.*\"\n", "\n", "\n", "\n", "I'll take a straightforward approach, finding each number in the mixed-up list, deleting it from its current position, and re-inserting it in the new position. All three of those operations on Python lists are *O*(*n*), but there are only 5,000 numbers, so that should be fast enough. If it isn't, I'll do something tricky like a [skip list](https://en.wikipedia.org/wiki/Skip_list).\n", "\n", "One important issue: there can be **duplicate numbers** in the input list. The list might be `mixednums = [10, 20, -30, 20]`. So when I try to find the position of the number `n = 20` with `mixednums.index(n)`, how do I make sure that `.index` finds the right `20`? \n", "\n", "Butler Lampson [said](https://quotefancy.com/butler-lampson-quotes) that *all problems in computer science can be solved by another level of indirection,* and while that may not be true of *all* problems, it is true for this one. I won't directly mix up the list `[10, 20, -30, 20]`. Instead, I'll mix up a list of indexes `[0, 1, 2, 3]`, and keep a copy of the original list so that I always know that index `1` refers to the first `20` in the list, and index `3` refers to the other `20`. \n", "\n", "Despite taking a straightforward approach, I did have an **annoying bug**: I was computing the new index, `j`, modulo `N`, but it should be modulo `(N - 1)`, because one number was deleted from the list. (Alternatively, I could have used `len(mixednums)`, but not `len(numbers)`.)\n", "\n" ] }, { "cell_type": "code", "execution_count": 96, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 20.1: 41.8 msec, correct answer: 1087 " ] }, "execution_count": 96, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def mix(numbers) -> list[int]:\n", " \"\"\"Mix the numbers by, in turn, moving each one right or left by its value.\"\"\"\n", " N = len(numbers)\n", " mixednums = list(range(N)) # A list of indexes into `numbers`; this will be mixed up.\n", " for n in range(N):\n", " # Move the `n`th number (in the original list of numbers) from position `i` to position `j`\n", " i = mixednums.index(n)\n", " del mixednums[i]\n", " j = (i + numbers[n]) % (N - 1)\n", " mixednums.insert(j, n)\n", " return [numbers[i] for i in mixednums] # Convert indexes back to original numbers\n", "\n", "def grove_coordinates(numbers, offsets=(1000, 2000, 3000)) -> list[int]:\n", " \"\"\"The numbers at these offsets from the number 0.\"\"\"\n", " assert 0 in numbers\n", " i = numbers.index(0)\n", " return [numbers[(i + offset) % len(numbers)] for offset in offsets]\n", "\n", "answer(20.1, 1087, lambda: \n", " sum(grove_coordinates(mix(in20))))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: Apply the decryption key and mix your encrypted file ten times. What is the sum of the three numbers that form the grove coordinates?\n", "\n", "In Part 2 the story is that, \"*you suddenly remember the rest of the decryption routine ... First, you need to apply the **decryption key**, 811589153. Multiply each number by the decryption key before you begin; this will produce the actual list of numbers to mix. Second, you need to mix the list of numbers **ten times**. The order in which the numbers are mixed does not change during mixing; the numbers are still moved in the order they appeared in the original, pre-mixed list.*\"\n", "\n", "(*Note*: I think the point of the decryption key, from the point of view of the [puzzle-maker](http://was.tl), is that if in Part 1 you used a doubly-linked list and moved the numbers one position at a time, you could get away with moving a number *x* by *x* positions, whereas now you really need to be sure to use *x* mod *N*.)\n", "\n", "Many of the Part 2 puzzles have a scary exponential blowup, but this one will just be a 10-fold increase in run time. I just have to revise `mix` to handle the multiplication by the decryption key, and the repetition of the mixing. I will make the new version of `mix` backwards compatible:" ] }, { "cell_type": "code", "execution_count": 97, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 20.1: 41.4 msec, correct answer: 1087 " ] }, "execution_count": 97, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def mix(numbers, key=1, repeat=1) -> list[int]:\n", " \"\"\"Multiply each number by `key` and mix them by, in turn, moving each one right or left \n", " by its value (positive or negative, and wrapping around). Repeat the process `repeat` times.\"\"\"\n", " N = len(numbers)\n", " decrypted = [n * key for n in numbers] # Apply the decryption key\n", " mixednums = list(range(N)) # A list of indexes into `decrypted`; this will be mixed up.\n", " for _ in range(repeat):\n", " for n in range(N):\n", " # Move the `n`th number (in the original list of numbers) from position `i` to position `j`\n", " i = mixednums.index(n)\n", " j = (i + decrypted[n]) % (N - 1)\n", " del mixednums[i]\n", " mixednums.insert(j, n)\n", " return [decrypted[i] for i in mixednums] # Convert indexes back to decrypted numbers\n", "\n", "answer(20.1, 1087, lambda: \n", " sum(grove_coordinates(mix(in20))))" ] }, { "cell_type": "code", "execution_count": 98, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 20.2: 611.3 msec, correct answer: 13084440324666 " ] }, "execution_count": 98, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(20.2, 13084440324666, lambda: \n", " sum(grove_coordinates(mix(in20, key=811589153, repeat=10))))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This took more than 10 times longer; I'm not sure why." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 21](https://adventofcode.com/2022/day/21): Monkey Math\n", "\n", "In **today's input** each line gives the name of a monkey, and a math expression; either an integer or a binary operation. It is the **monkey's job** to compute the value of the expression and yell it out.\n", "\n", "My `parse_job` function will parse each line into a pair of (*monkey*, *expression*):" ] }, { "cell_type": "code", "execution_count": 99, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 2703 strs of size 7 to 17:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "gsll: ssvq + jrwt\n", "vngc: svmp * dclz\n", "sqnz: 2\n", "nnvp: 16\n", "ldsw: 2\n", "ttth: qbjv + ljwb\n", "vlbc: fwtt * rsvd\n", "gnqp: mbqj + hctc\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 2703 tuples of size 2:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "('gsll', ('ssvq', '+', 'jrwt'))\n", "('vngc', ('svmp', '*', 'dclz'))\n", "('sqnz', 2)\n", "('nnvp', 16)\n", "('ldsw', 2)\n", "('ttth', ('qbjv', '+', 'ljwb'))\n", "('vlbc', ('fwtt', '*', 'rsvd'))\n", "('gnqp', ('mbqj', '+', 'hctc'))\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "def parse_job(line) -> tuple:\n", " \"\"\"Parse a line into a (monkey_name, exp) pair; either (x, (y, op, z) or (x, int).\"\"\"\n", " name, *rest = line.replace(':', '').split()\n", " exp = (int(the(rest)) if len(rest) == 1 else tuple(rest))\n", " return (name, exp)\n", " \n", "in21 = parse(21, parse_job)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: What number will the monkey named *root* yell?\n", "\n", "The instructions say \"*Each monkey is given a job: either to yell a specific number or to yell the result of a math operation. All of the number-yelling monkeys know their number from the start; however, the math operation monkeys need to wait for two other monkeys to yell a number, and those two other monkeys might also be waiting on other monkeys.*\" Our job \"*is to work out the number the monkey named root will yell before the monkeys figure it out themselves.*\"\n", "\n", "Because the puzzle is stated with language like \"*the math operation monkeys need to wait*,\" you might over-think it and institute a complex dataflow model with delays and wait states. But that's not necessary; just think of the dict as describing as **expression tree**. My function `yell` will compute the value of `root` by recursively computing partial results:" ] }, { "cell_type": "code", "execution_count": 100, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 21.1: 0.4 msec, correct answer: 353837700405464.0" ] }, "execution_count": 100, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def yell(jobs: dict, name='root') -> int:\n", " \"\"\"Compute the number yelled by the monkey with the given name.\"\"\"\n", " if isinstance(jobs[name], tuple):\n", " L_name, op, R_name = jobs[name]\n", " return operators[op](yell(jobs, L_name), yell(jobs, R_name))\n", " else:\n", " return jobs[name]\n", " \n", "operators['/'] = operator.truediv\n", "\n", "answer(21.1, 353837700405464, \n", " lambda: yell(dict(in21)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Note*: `operators` was defined to be a dict of `{'+': operator.add, ...}` on [**Day 11**](#Day-11:-Monkey-in-the-Middle). Here I add the `'/'` operator, which wasn't used on Day 11. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: What number do you yell to pass root's equality test?\n", "\n", "In Part 2 we are told that we got the process wrong in Part 1: \"*First, you got the wrong job for the monkey named root; specifically, you got the wrong math operation. The correct operation for monkey root should be =, which means that it still listens for two numbers (from the same two monkeys as before), but now checks that the two numbers **match**.\n", "Second, you got the wrong monkey for the job starting with **humn:**. It isn't a monkey - it's **you**. Actually, you got the job wrong, too: you need to figure out **what number you need to yell** so that root's equality check passes.*\"\n", "\n", "In other words, I should replace the root operator with an equality test, `=`, and I should figure out what value `humn` should be set to in order to make the equality test true. So now the **expression tree** is an equation with one unknown, **humn**.\n", "\n", "I know that the [**SymPy**](https://www.sympy.org/en/index.html) function `sympy.solve` can solve equations. Here's how it works on a simplified example:\n", "- Suppose one side of `root`'s job is the tree `(4 * humn / 2) + 1`.\n", "- Suppose the other side is the tree `(1 + 2) * 3)`.\n", "- I can form the SymPy equation `Eq((4 * humn / 2) + 1, (1 + 2) * 3)`, where `humn` is a SymPy symbol.\n", "- (Note that `(4 * humn / 2) + 1 == (1 + 2) * 3)` wouldn't be a SymPy equation; it would just be the bool `False`.)\n", "- I can then ask `sympy.solve` to find the value(s) of `humn` that solve this equation.\n", "- *Note*: `sympy.solve` returns a **list** of all possible solutions (e.g., there could be two for a quadratic equation). \n", "\n", "Here's the code:" ] }, { "cell_type": "code", "execution_count": 101, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[4]\n" ] } ], "source": [ "import sympy\n", "\n", "humn = sympy.Symbol('humn')\n", "lhs = (4 * humn / 2) + 1\n", "rhs = (1 + 2) * 3\n", "eqn = sympy.Eq(lhs, rhs)\n", "print(sympy.solve(eqn))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can still use `yell` from Part 1, without change, to build the SymPy equation (rather than to compute an integer). we just need to pass `yell` a modified jobs dict where the entries for `'humn'` and `'root'` have been updated. We also need to add the `'='` operator to `operators`. Finally, I felt bad that I needed to throw in the `round` because there was some roundoff error due to division of large integers. Alternatively, that could be fixed by making the integers in `jobs2` be `sympy.Integer` instead of `int`." ] }, { "cell_type": "code", "execution_count": 102, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 21.2: 7.4 msec, correct answer: 3678125408017 " ] }, "execution_count": 102, "metadata": {}, "output_type": "execute_result" } ], "source": [ "operators['='] = sympy.Eq\n", "\n", "def fix_jobs(jobs: dict) -> dict:\n", " \"\"\"Fix the interpretation of `humn` and `root`.\"\"\"\n", " L, _, R = jobs['root']\n", " return {**jobs, **{'humn': sympy.Symbol('humn'), 'root': (L, '=', R)}}\n", "\n", "answer(21.2, 3678125408017, lambda: \n", " int(round(the(sympy.solve(yell(fix_jobs(dict(in21))))))))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 22](https://adventofcode.com/2022/day/22): Monkey Map\n", "\n", "**Today's input** is in two pragraphs:\n", "- A **grid map** of the jungle, with wall (`'#'`) and open (`'.'`) locations. Empty spaces are off the map.\n", "- A **path description**, denoted as as alternating distances to move (integers) and directions to turn (`'L'` or `'R'`).\n", "\n", "The function `parse22` handles both types of paragraph:" ] }, { "cell_type": "code", "execution_count": 103, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 202 strs of size 0 to 5649:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", " .....................#.....#.................. ...\n", " .....#..................#........#............ ...\n", " ........#..................#..........#....... ...\n", " .#...................#......#........#..#..#.. ...\n", " ..###................#...........#.......#.... ...\n", " ...#............#..........#..............#..# ...\n", " ..##.#............#...#.#.....#..##........... ...\n", " ...............##..#............#.#........... ...\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 1 list, 1 tuple:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "[' .....................#.....#................ ...\n", "(47, 'L', 2, 'R', 45, 'L', 20, 'L', 16, 'L', 2, 'R', 33, 'L', 27, 'R', 32, 'L', 12, 'R', 50, 'L' ...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "def parse22(paragraph: str) -> tuple:\n", " \"\"\"Parse either a grid map (into a list of rows) or a path description (into atoms).\"\"\"\n", " if paragraph.startswith((' ', '.', '#')):\n", " return lines(paragraph)\n", " else:\n", " return mapt(atom, re.findall(r'L|R|\\d+', paragraph))\n", "\n", "in22 = parse(22, parse22, paragraphs)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Follow the path given in the monkeys' notes. What is the final password?\n", "\n", "Following the path should be easy. To quote the puzzle \"*You begin the path in the leftmost open tile of the top row of tiles ... A number indicates the number of tiles to move in the direction you are facing. If you run into a wall, you stop moving. ... A letter indicates whether to turn 90 degrees clockwise (R) or counterclockwise (L).*\" There is one complication: \"*If a movement instruction would take you off of the map, you wrap around to the other side of the board. In other words, if your next tile is off of the board, you should instead look in the direction opposite of your current facing as far as you can until you find the opposite edge of the board, then reappear there.*\"" ] }, { "cell_type": "code", "execution_count": 104, "metadata": {}, "outputs": [], "source": [ "def follow_path(grid, moves) -> tuple[Point, Vector]:\n", " \"\"\"Follow the path on the grid; return the final (location, facing_direction) pair.\"\"\"\n", " # Start in the leftmost open tile of top row, facing East.\n", " loc = min(p for p in grid if Y_(p) == 0) \n", " facing = East\n", " for move in moves:\n", " if move in ('L', 'R'):\n", " facing = make_turn(facing, move) \n", " else:\n", " loc = move_forward(loc, facing, move, grid)\n", " return loc, facing\n", "\n", "def move_forward(loc, facing, n, grid) -> Point:\n", " \"\"\"Move forward `n` spaces in the facing direction, \n", " wrapping around if necessary, stopping when hitting a wall.\"\"\"\n", " for i in range(n):\n", " oldloc = loc\n", " loc = add2(loc, facing)\n", " if loc not in grid: # Wrap around\n", " loc = wrap_around(oldloc, facing, grid)\n", " if grid[loc] == '#':\n", " loc = oldloc\n", " break\n", " return loc\n", "\n", "def wrap_around(loc, facing, grid) -> Point:\n", " \"\"\"Can't go forward in `facing` direction, so look in the reverse direction,\n", " keep going until off the grid; then back up to get onto the grid again.\"\"\"\n", " reverse = neg(facing)\n", " while loc in grid:\n", " loc = add2(loc, reverse)\n", " return add2(loc, facing) # Went one too far; back up.\n", "\n", "def final_password(lines, moves):\n", " \"\"\"Follow the path, then do the password computation on the resulting location and facing.\"\"\"\n", " grid = Grid(lines, skip=' ')\n", " (col, row), facing = follow_path(grid, moves)\n", " f = [East, South, West, North].index(facing)\n", " return 1000 * (row + 1) + 4 * (col + 1) + f" ] }, { "cell_type": "code", "execution_count": 105, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 22.1: 5.8 msec, correct answer: 1428 " ] }, "execution_count": 105, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(22.1, 1428, lambda: \n", " final_password(*in22))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Note*: I got the right answer above, but my first attempt had a **bug**, so I ran the code on the small example in the puzzle description, and I wrote tests:" ] }, { "cell_type": "code", "execution_count": 106, "metadata": {}, "outputs": [], "source": [ "text22 = \"\"\"\\\n", " ...#\n", " .#..\n", " #...\n", " ....\n", "...#.......#\n", "........#...\n", "..#....#....\n", "..........#.\n", " ...#....\n", " .....#..\n", " .#......\n", " ......#.\n", "\n", "10R5L5R10L4R5L5\"\"\"\n", "\n", "lines22, moves22 = parse(text22, parse22, paragraphs)\n", "grid = Grid(lines22, skip =' ')\n", "\n", "# Unit tests based on the sample input\n", "assert make_turn(East, 'R') == South\n", "assert make_turn(South, 'L') == East\n", "\n", "A, B, C, D = (11, 6), (0, 6), (5, 7), (5, 4)\n", "assert move_forward(A, East, 1, grid) == B\n", "assert move_forward(B, West, 1, grid) == A\n", "assert move_forward(C, South, 1, grid) == D\n", "assert move_forward(D, North, 1, grid) == C\n", "\n", "assert move_forward((8, 0), East, 10, grid) == (10, 0)\n", "assert move_forward((10, 0), South, 5, grid) == (10, 5)\n", "assert move_forward((10, 5), East, 5, grid) == (3, 5)\n", "\n", "# Integration tests\n", "assert follow_path(grid, moves22) == ((7, 5), East)\n", "assert final_password(grid, moves22) == 6032" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "All the tests passed, and I got the right final password answer on the small sample input.\n", "\n", "So there must have been something about the big input that didn't show up in the small sample input. I had a look:" ] }, { "cell_type": "code", "execution_count": 107, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "Grid(in22[0], skip=' ').plot();" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Nothing in the big input looks particularly tricky. However, one thing did strike me: the plot shows walls right on the edge of the grid; what if the wrap-around location is a wall? That turned out to be the **bug**: in `move_forward`, I originally had `elif grid[loc] == '#'`; it should be just `if grid[loc] == '#'`. (The instructions actually mentioned this case: \"*It is possible for the next tile (after wrapping around) to be a wall; this still counts as there being a wall in front of you, and so movement stops before you actually wrap to the other side of the board,*\", but I missed it.) With that bug fixed, everything worked.\n", "\n", "### Part 2: Fold the map into a cube, then follow the path given in the monkeys' notes. What is the final password?\n", "\n", "***Nope. I'll pass*** \n", "\n", "Part 2 says \"*You are met with a large cube; each of its six faces is a square of 50x50 tiles. To be fair, the monkeys' map does have six 50x50 regions on it. If you were to carefully fold the map, you should be able to shape it into a cube! ... Now, if you would walk off the board, you instead proceed around the cube.*\"\n", "\n", "Getting the folding right sounds **tedious**. I was tempted to try to figure out how to do [spatial rotations with quaternions](https://en.wikipedia.org/wiki/Quaternions_and_spatial_rotation), something I do wish I understood, but other holiday duties made me pass on this puzzle instead.\n", "\n", "" ] }, { "cell_type": "code", "execution_count": 108, "metadata": {}, "outputs": [], "source": [ "# answer(22.2, ..., ...) # TODO" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 23](https://adventofcode.com/2022/day/23): Unstable Diffusion\n", "\n", "\n", "**Today's input** is another grid, showing elves (`'#'`) and empty ground (`'.'`):" ] }, { "cell_type": "code", "execution_count": 109, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 71 strs of size 71:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "##...####.#.####.#...##...#####.##.##.#..#.#..#....#....#..#.##....#.#.\n", "##########.##.#.###.####..######..#.###.#.....##.##..####....###..#..##\n", ".......#..##....##..##.#...###.#.#..###.#.###.######....##..##...##...#\n", "..##.#..#.#.###.###..####.#.####..#...##....#..#.#..##.#####.......###.\n", "######..#..#...##.##.#..#####..#..#.#.#.#.#####.#.##..#.#.....##....###\n", "..##.#.##.#####.###...#...#.##..#..####......#####.#.##..#.#...##.#.#..\n", "#.##....####.#..##..##....###.######...#.#####..#.####.##.#....#.#####.\n", ".####....####.........#.##.#..#.#.#.#.#.#####..###.####..###..#.#...#.#\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in23 = parse(23)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Simulate the Elves' process and find the smallest rectangle that contains the Elves after 10 rounds. How many empty ground tiles does that rectangle contain?\n", "\n", "The elves' process is described as follows:\n", "\n", "*During the first half of each round, each Elf considers the eight positions adjacent to themself. If no other Elves are in one of those eight positions, the Elf does not do anything during this round. Otherwise, the Elf looks in each of four directions in the following order and proposes moving one step in the first valid direction:*\n", "- *If there is no Elf in the `N`, `NE`, or `NW` adjacent positions, the Elf proposes moving north one step.*\n", "- *If there is no Elf in the `S`, `SE`, or `SW` adjacent positions, the Elf proposes moving south one step.*\n", "- *If there is no Elf in the `W`, `NW`, or `SW` adjacent positions, the Elf proposes moving west one step.*\n", "- *If there is no Elf in the `E`, `NE`, or `SE` adjacent positions, the Elf proposes moving east one step.*\n", "\n", "*After each Elf has had a chance to propose a move, the second half of the round can begin. Simultaneously, each Elf moves to their proposed destination tile if they were the only Elf to propose moving to that position. If two or more Elves propose moving to the same position, none of those Elves move.*\n", "\n", "*Finally, at the end of the round, the first direction the Elves considered is moved to the end of the list of directions.* \n", "\n", "**This seems pretty easy!** There's no exponential computational issue; I just need to follow the rules for proposals and movement. The function `diffuse` will, on each round:\n", "- Compute the `elf_proposals`, in the form `{destination: [proposing_elf_location...]}`.\n", "- Update the grid for the proposals where only one elf proposes a destination.\n", "- Rotate the `proposal_directions`.\n", "\n", "At the end, we count the number of ground squares by finding the area of the bounding rectangle and subtracting the number of elves." ] }, { "cell_type": "code", "execution_count": 110, "metadata": {}, "outputs": [], "source": [ "GROUND = '.'\n", "ELF = '#'\n", "\n", "# E.g., move North if North, NE, NW are all clear; then try South, etc.\n", "proposal_directions = (\n", " (North, NE, NW),\n", " (South, SE, SW),\n", " (West, NW, SW),\n", " (East, NE, SE))\n", "\n", "def diffuse(lines, rounds: int) -> Grid:\n", " \"\"\"Simulate the elves moving on a grid for the given number of rounds.\"\"\"\n", " grid = Grid(lines, directions=directions8, default='.')\n", " directions = deque(proposal_directions) # Will mutate each round\n", " for _ in range(rounds):\n", " for dest, elfs in elf_proposals(grid, directions).items():\n", " if len(elfs) == 1:\n", " grid[dest], grid[elfs[0]] = ELF, GROUND\n", " directions.rotate(-1) \n", " return grid\n", "\n", "def elf_proposals(grid, directions) -> multimap:\n", " \"\"\"Yield a mapping of {destination: [proposing_elf_location...]}.\n", " E.g. if elves at points p and q both propose to move to d, that's {d: [p, q]}.\"\"\"\n", " proposals = multimap()\n", " for p in grid:\n", " if grid[p] == ELF and ELF in grid.neighbor_contents(p):\n", " for deltas in directions:\n", " if all(grid.get(add2(p, delta)) != ELF for delta in deltas):\n", " proposals[add2(p, deltas[0])].append(p)\n", " break\n", " return proposals\n", " \n", "def count_ground(grid) -> int:\n", " \"\"\"The number of ground squares in the smallest rectangle containing all the elves.\"\"\"\n", " # Compute the area of the bounding rectange and subtract elves\n", " elves = {p for p in grid if grid[p] == ELF}\n", " area = len(cover(Xs(elves))) * len(cover(Ys(elves)))\n", " return area - len(elves)" ] }, { "cell_type": "code", "execution_count": 111, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 23.1: 64.9 msec, correct answer: 3871 " ] }, "execution_count": 111, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(23.1, 3871, lambda: \n", " count_ground(diffuse(in23, 10)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That was indeed easy, just like I thought it would be. On to Part 2!\n", "\n", "### Part 2: What is the number of the first round where no Elf moves?\n", "\n", "In Part 2 we are instructed to \"*Finish simulating the process*.\" That is, we need to keep simulating until we reach a round where no elf moves; the answer is the number of that round.\n", "\n", "This shows that I [chose poorly](https://www.youtube.com/watch?v=Ubw5N8iVDHI) in my abstractions for Part 1. I think there's a general lesson:\n", "- The function `diffuse` has a `for` loop that updates the grid, then it returns the final grid.\n", "- When you see a function like that, ask: will I always want to control the update with a `for` loop? Might I ever want a `while` loop?\n", "- In this case, Part 2 does want to run the loop until a condition is true.\n", "- Thus, it is more flexible for the loop to `yield` a partial result on each iteration, and let the caller decide when to stop.\n", "\n", "Following this pattern, I refactored `diffuse` as follows:\n", "- I'll keep the calling signature `diffuse(lines, rounds: int) -> Grid` for backward compatibility.\n", "- However, most of the work will be moved to a new function, `diffusion_rounds`.\n", "- `diffusion_rounds` yields the updated grid on each round of the diffusion process. It stops only when no elf can move.\n", "- Applying `itertools.nth` to the `diffusion_rounds` iterable solves Part 1. \n", "- Counting the total number of grids yielded by the `diffusion_rounds` iterable solves Part 2. \n" ] }, { "cell_type": "code", "execution_count": 112, "metadata": {}, "outputs": [], "source": [ "def diffuse(lines, rounds: int) -> Grid:\n", " \"\"\"Simulate the elves moving on a grid for the given number of rounds.\"\"\"\n", " return nth(diffusion_rounds(lines), rounds)\n", "\n", "def diffusion_rounds(lines, proposal_directions=proposal_directions) -> Iterable[Grid]:\n", " \"\"\"Simulate the elves until they stop moving.\"\"\"\n", " directions = deque(proposal_directions) # Will mutate each round\n", " grid = Grid(lines, directions=directions8, default='.')\n", " yield grid # Yield the starting grid\n", " while True:\n", " proposals = elf_proposals(grid, directions)\n", " moves = {dest: the(src) for dest, src in proposals.items() if len(src) == 1}\n", " if not moves:\n", " return # No more diffusion left to do\n", " for dest, src in moves.items():\n", " grid[dest], grid[src] = ELF, GROUND\n", " directions.rotate(-1) \n", " yield grid\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The revision of `diffuse` is backwards compatible for solving Part 1:" ] }, { "cell_type": "code", "execution_count": 113, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 23.1: 66.2 msec, correct answer: 3871 " ] }, "execution_count": 113, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(23.1, 3871, lambda: \n", " count_ground(diffuse(in23, 10)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And here is the solution to Part 2:" ] }, { "cell_type": "code", "execution_count": 114, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 23.2: 4,774.0 msec, correct answer: 925 " ] }, "execution_count": 114, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(23.2, 925, lambda: \n", " quantify(diffusion_rounds(in23)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here are some plots of the elves at various points in the simulation:" ] }, { "cell_type": "code", "execution_count": 115, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def plot_diffusion(grid, msg): \n", " grid.plot({'#': '.'}, figsize=(6, 6))\n", " plt.title(f'Elves {msg}')\n", " \n", "for i, grid in enumerate(diffusion_rounds(Grid(in23))):\n", " if i in (0, 10, 100, 924):\n", " plot_diffusion(grid, f'after {i} rounds')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Interesting! The shape starts out roughly square, stays that way for at least 100 rounds, but eventually the symmetry is broken, and the shape is an oval elongated on the NE-SW axis. Is that because of some chance fluctuation in the initial placement of elves? Or is it because of the ordering of the proposal directions? Let's try altering the ordering of the directions and plot again:" ] }, { "cell_type": "code", "execution_count": 116, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "swap_east_west = ( \n", " (North, NE, NW),\n", " (South, SE, SW),\n", " (East, NE, SE),\n", " (West, NW, SW))\n", "\n", "plot_diffusion(last(diffusion_rounds(in23, proposal_directions=swap_east_west)), \n", " 'steady state with East/West swapped')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Yes, the ordering is what seems to make the difference." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 24](https://adventofcode.com/2022/day/24): Blizzard Basin\n", "\n", "\n", "**Today's input** is a grid map of a basin, or valley. The map consists of walls (`'#'`), clear ground (`'.'`), and blizzards that are moving in one of four directions (`'^', 'v', '>', '<'`). " ] }, { "cell_type": "code", "execution_count": 117, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 27 strs of size 122:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "#.############################################################################################## ...\n", "#.><<<^v<>^<^vv.^<^^^<^v><>vvv.^><..vv>>>>>>^<^>^>vv<^>>^v^.<.<<>^<<> ...\n", "#>.v<>v>vv^.<>^^v.><<^>^v^<>v^>>>><<^<^vv>v>><^>v.^v<<^v<.<>v>>^><>>^>^<>v<><<>.v.^<.<<>vvv<^ ...\n", "#><.<.vvv<><^<>v<.v>v.<>^>^v>^<<>><^^^v^>^..<<^<.>^^v.<vv><<>^v> ...\n", "#>v>^v>>vvv<>.><>.>>v>vvv^>>><<>>><.vvv.<>.<>^<>v><v>.>^^v^.^><^<^< ...\n", "#<^>v>vvv>v.>v^<..^.^<..^>>^vv^<>><^v><>>vv.v<^.v^<>v.>^<.^v ...\n", "#<^v<>vv^>><<^<^>^^<.<<^^.v<^<>>v^<^^>v>v>>v^<<.^<<^>>><^v<>^ ...\n", "#<.<.>vvv^^.^.^<<<.<>>>v^><.v>v.>^^<^>^>>>^>v.v<>.^^^^.^^>v.<^>>^vv^': 692, 'v': 668, '^': 615, '.': 310, '#': 292})" ] }, "execution_count": 118, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Counter(cat(in24)) # How many of each character on the map?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I'll define a `BasinProblem` as a subclass of `SearchProblem` where we cache all the empty ground locations:" ] }, { "cell_type": "code", "execution_count": 119, "metadata": {}, "outputs": [], "source": [ "BasinState = namedtuple('BasinState', 't, point') # A state is a time and a location.\n", "\n", "class BasinProblem(SearchProblem):\n", " \"\"\"Convert a basin grid into a SearchProblem suitable for A_star_search.\"\"\"\n", " def __init__(self, grid: Grid):\n", " \"\"\"set up the problem and cache empty ground locations for all future times.\"\"\"\n", " self.size = (max(Xs(grid)) - 1, max(Ys(grid)) - 1) # (width, height)\n", " empties = {p for p in grid if grid[p] == '.'} # All empty ground locations\n", " self.initial = BasinState(t=0, point=min(empties)) # Upper-left '.'\n", " self.goal = BasinState(t=any, point=max(empties)) # Lower-right '.'\n", " self.cache_empties(grid)\n", " \n", " def cache_empties(self, grid) -> list[set[Point]]:\n", " \"\"\"Store in self.empties[t] all the points that arre free of blizzards at time t.\"\"\"\n", " w, h = self.size # width and height\n", " m = lcm(w, h) # least common multiple\n", " self.empties = [None] * m # grounds[t]: empty ground at time t\n", " basin = {p for p in grid if grid[p] != '#'} # Non-wall locations\n", " blizzards = {arrow: {p for p in grid if grid[p] == arrow} for arrow in '^v<>'}\n", " for t in range(m):\n", " self.empties[t] = basin - union(blizzards.values())\n", " blizzards = {arrow: slide_mod(blizzards[arrow], arrow_direction[arrow], self.size) \n", " for arrow in '^v><'}\n", "\n", " def is_goal(self, state) -> bool: return state.point == self.goal.point\n", " \n", " def h(self, node) -> int: return taxi_distance(node.state.point, self.goal.point)\n", " \n", " def actions(self, state):\n", " \"\"\"Actions and states are both of the form `BasinState(t, (x, y))`.\"\"\"\n", " t2 = (state.t + 1) % len(self.empties)\n", " return [BasinState(t2, p) for p in neighbors(state.point, directions5)\n", " if p in self.empties[t2] or p == self.goal.point] " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I keep track of the blizards in a dict that looks like this: `{'>': {(0, 2), (3, 4), ...}}`. This is four separate sets of blizzard points, which is better than combining them all into one, because I don't want to have to deal with collisions of blizzards: No two blizzards moving the same direction can ever collide. The function `slide_mod` below is like `slide` in my [AdventUtils](AdventUtils.ipynb), except that it uses `clock_mod` so that coordinates wrap around from the maximum value to 1, and vice versa." ] }, { "cell_type": "code", "execution_count": 120, "metadata": {}, "outputs": [], "source": [ "def slide_mod(points: set[Point], delta: Vector, mod: Vector) -> set[Point]:\n", " \"\"\"Slide all the points in the set of points by the amount `delta`,\n", " and have them wrap around clock-modulo the maximum size `mod`.\"\"\"\n", " (dx, dy), (mx, my) = delta, mod\n", " return {(clock_mod(x + dx, mx), clock_mod(y + dy, my)) \n", " for (x, y) in points}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here's an integration test for the small example grid:" ] }, { "cell_type": "code", "execution_count": 121, "metadata": {}, "outputs": [], "source": [ "ex24 = Grid(\"\"\"\\\n", "#.######\n", "#>>.<^<#\n", "#.<..<<#\n", "#>v.><>#\n", "#<^v^^>#\n", "######.#\"\"\")\n", "\n", "assert A_star_search(BasinProblem(Grid(ex24))).path_cost == 18" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It worked! And it worked almost the first time! (I had a couple of easy-to-find **bugs** with spelling errors, and confusing `self.goal` and `self.goal.point`. I find I am very error-prone when I write some code with class methods and some with functions: I often write `field` when I should write `self.field`. Maybe it is my Java heritage shining through.) \n", "\n", "Here's the solution for Part 1:" ] }, { "cell_type": "code", "execution_count": 122, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 24.1: 511.3 msec, correct answer: 288 " ] }, "execution_count": 122, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(24.1, 288, lambda: \n", " A_star_search(BasinProblem(Grid(in24))).path_cost)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The number of steps in the path, 288, is just about double what it would take if there were no blizzards." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 2: What is the fewest number of minutes required to reach the goal, go back to the start, then reach the goal again?\n", "\n", "Whereas [Bilbo](https://en.wikipedia.org/wiki/Bilbo_Baggins) famously only had to go [there and back again](https://tolkiengateway.net/wiki/There_and_Back_Again), we have to go there and back again and there again. Fortunately the components I coded in Part 1 fit right together to solve Part 2; I [chose wisely](https://www.youtube.com/watch?v=-_IlNbsILLE). From the first path returned by A*, I can pull out the time, then plug that into a new starting state, reverse the initial and goal locations, and solve the second part of the journey. Repeat for the third part." ] }, { "cell_type": "code", "execution_count": 123, "metadata": {}, "outputs": [], "source": [ "def there_again(lines) -> int:\n", " \"\"\"Sum the path costs for 3 trips: there, and back, and there again.\"\"\"\n", " bp = BasinProblem(Grid(lines))\n", " there = A_star_search(bp).path_cost\n", " back = A_star_search(go_back(bp, there)).path_cost\n", " there_again = A_star_search(go_back(bp, back)).path_cost\n", " return there + back + there_again\n", "\n", "def go_back(bp: BasinProblem, delay: int) -> BasinProblem:\n", " \"\"\"Reverse the trip (swap initial and goal), after a delay. Mutates `bp`.\"\"\"\n", " initial, goal = bp.initial, bp.goal\n", " bp.initial = BasinState(initial.t + delay, goal.point)\n", " bp.goal = BasinState(any, initial.point)\n", " return bp\n", "\n", "assert there_again(ex24) == 54 # Test that it works on the example" ] }, { "cell_type": "code", "execution_count": 124, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 24.2: 1,022.8 msec, correct answer: 861 " ] }, "execution_count": 124, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(24.2, 861, lambda: \n", " there_again(in24))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 3: Exploration\n", "\n", "We can see what the three paths look like:" ] }, { "cell_type": "code", "execution_count": 125, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def plot_there_again(lines) -> tuple:\n", " \"\"\"Plot the 3 paths.\"\"\"\n", " bp = BasinProblem(Grid(in24))\n", " there = A_star_search(bp)\n", " back = A_star_search(go_back(bp, there.path_cost))\n", " there_again = A_star_search(go_back(bp, back.path_cost))\n", " plt.figure(figsize=(12, 2.5))\n", " plot_path(there, label='there')\n", " plot_path(back, label='back')\n", " plot_path(there_again, label='there again')\n", " plt.legend(); plt.gca().invert_yaxis()\n", " \n", "def plot_path(path, label):\n", " plt.plot(*T([p for t, p in path_states(path)]), label=label)\n", "\n", "plot_there_again(in24)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It would also be interesting to see what states are explored during the process of finding a path. It is hard to visualize three-dimensional states (time is the third dimension in our states) on a 2D display, but we can see the two-dimensional part easily, and can use a color map to see how many points in the *t* dimension are visited for each (*x*, *y*) point. In the plot below a dark blue dot means a position was visited in many different time steps; a light blue in fewer time steps." ] }, { "cell_type": "code", "execution_count": 126, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "TESTED = Counter() # Counter of how many times an (x, y) position is goal-tested.\n", "\n", "class CachingBasinProblem(BasinProblem):\n", " def is_goal(self, state) -> bool:\n", " TESTED[state.point] += 1\n", " return state.point == self.goal.point\n", " \n", "plt.figure(figsize=(12, 2.5)); plt.gca().invert_yaxis()\n", "plot_path(A_star_search(CachingBasinProblem(Grid(in24))), 'there')\n", "plt.scatter(*T(TESTED), s=4, c=[TESTED[p] for p in TESTED], cmap='cool');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Just how many (*t*, *x*, *y*) states are visited for each (*x*, *y*) point? What count does dark blue imply? We can see a histogram where the x-axis is the number of *t* positions visited for an (*x*, *y*) point, and the y-axis counts how many times we got that count. (E.g. the left most bin says that there were almost 600 (*x*, *y*) points, each of which were visited in what looks like 1 to 8 different *t* times (mod *m*)." ] }, { "cell_type": "code", "execution_count": 127, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.hist(TESTED.values(), bins=20, rwidth=0.9);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# [Day 25](https://adventofcode.com/2022/day/25): Full of Hot Air\n", "\n", "**Today's input** is a sequence of *SNAFU numbers,* one per line:" ] }, { "cell_type": "code", "execution_count": 128, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Puzzle input ➜ 102 strs of size 1 to 20:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "2=1121==100=22\n", "22-0==122-1-\n", "10-10-2=012=2=1==1\n", "1--000-=12-\n", "1=2=\n", "1==--2--22-=\n", "11-=20==-1-211=1-21\n", "1=2-0200=-012=\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n" ] } ], "source": [ "in25 = parse(25)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: What SNAFU number do you supply to Bob's console?\n", "\n", "The story says we need to add up the SNAFU numbers and input their sum to Bob's console. A SNAFU number is in base 5, except the digits are not {0, 1, 2, 3, 4}; they are {-2, -1, 0, 1, 2}, where -2 is written as \"=\" and -1 as \"-\". \n", "\n", "Converting SNAFU numbers to integers is easy; we can use the same formula as with \"regular\" base 5 numbers: ∑*i* *d**i* 5*i*, where the digits *d**i* are enumerated right-to-left. The only difference is that some of the digits happen to be negative.\n", "\n", "Converting an integer to SNAFU form is a bit tricky:\n", "- First determine the quotient *q* and remainder *r* of dividing by 5.\n", "- If the remainder is 3 or 4, \"unborrow\" 1 from the *q* place, subtracting 5 from the *r* place.\n", "- Then take the conversion of *q* (unless *q* is 0) concatenated to the lookup of digit *r*." ] }, { "cell_type": "code", "execution_count": 129, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Puzzle 25.1: 0.1 msec, correct answer: 2=--00--0220-0-21==1" ] }, "execution_count": 129, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SNAFU = str # Type for SNAFU numbers\n", "snafu_ints = {'0': 0, '1': 1, '2': 2, '-': -1, '=': -2}\n", "snafu_chars = invert_dict(snafu_ints)\n", "\n", "def int_from_snafu(snafu:SNAFU) -> int:\n", " \"\"\"Convert a SNAFU number to an integer.\"\"\"\n", " return sum(snafu_ints[d] * 5 ** i \n", " for i, d in enumerate(reversed(snafu)))\n", "\n", "def snafu_from_int(i: int) -> SNAFU:\n", " \"\"\"Convert an integer to a SNAFU number.\"\"\"\n", " q, r = divmod(i, 5)\n", " if r in (3, 4): # \"unborrow\" a 1\n", " q, r = q + 1, r - 5\n", " return (snafu_from_int(q) if q else '') + snafu_chars[r]\n", "\n", "# A few tests:\n", "for s, i in (('2=', 8), ('1-0---0', 12345), ('1121-1110-1=0', 314159265), ('1=-1=', 353)):\n", " assert int_from_snafu(s) == i\n", " assert snafu_from_int(i) == s\n", "\n", "answer(25.1, '2=--00--0220-0-21==1', \n", " lambda: snafu_from_int(sum(map(int_from_snafu, in25))))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Summary\n", "\n", "I had some nice solutions, I think, and the code is reasonably fast (for Python). But there is a fine line between \"[hard fun](http://dailypapert.com/hard-fun/)\" and \"[tedium](https://www.reddit.com/r/shittymoviedetails/comments/khvaxy/in_this_scene_of_the_incredibles_2004_bob_par/)\", and I decided to skip the following two Part 2s:\n", "- **17.2**: **Simulating tetris rocks for 1,000,000,000,000 steps**. \n", "- **22.2**: **Folding sides into a cube.** \n", "\n", "Here is a summary of all my answers and their run times:" ] }, { "cell_type": "code", "execution_count": 130, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Time in milliseconds: sum = 21,753.5, mean = 462.8, median = 7.4, max = 8,796.6\n", "\n", "Puzzle 1.1: 0.0 msec, correct answer: 70116 \n", "Puzzle 1.2: 0.0 msec, correct answer: 206582 \n", "Puzzle 2.1: 0.4 msec, correct answer: 13268 \n", "Puzzle 2.2: 0.5 msec, correct answer: 15508 \n", "Puzzle 3.1: 0.3 msec, correct answer: 8401 \n", "Puzzle 3.2: 0.2 msec, correct answer: 2641 \n", "Puzzle 4.1: 0.1 msec, correct answer: 477 \n", "Puzzle 4.2: 0.1 msec, correct answer: 830 \n", "Puzzle 5.1: 0.1 msec, correct answer: SHQWSRBDL \n", "Puzzle 5.2: 0.1 msec, correct answer: CDTQZHBRS \n", "Puzzle 6.1: 0.3 msec, correct answer: 1987 \n", "Puzzle 6.2: 0.9 msec, correct answer: 3059 \n", "Puzzle 7.1: 0.3 msec, correct answer: 1232307 \n", "Puzzle 7.2: 0.3 msec, correct answer: 7268994 \n", "Puzzle 8.1: 20.8 msec, correct answer: 1829 \n", "Puzzle 8.2: 22.3 msec, correct answer: 291840 \n", "Puzzle 9.1: 7.4 msec, correct answer: 6236 \n", "Puzzle 9.2: 34.4 msec, correct answer: 2449 \n", "Puzzle 10.1: 0.0 msec, correct answer: 12560 \n", "Puzzle 10.2: 2.4 msec, correct answer: PLPAFBCL \n", "Puzzle 11.1: 0.2 msec, correct answer: 54036 \n", "Puzzle 11.2: 91.4 msec, correct answer: 13237873355 \n", "Puzzle 12.1: 9.8 msec, correct answer: 394 \n", "Puzzle 12.2: 11.2 msec, correct answer: 388 \n", "Puzzle 13.1: 0.2 msec, correct answer: 5882 \n", "Puzzle 13.2: 2.5 msec, correct answer: 24948 \n", "Puzzle 14.1: 31.8 msec, correct answer: 728 \n", "Puzzle 14.2: 1,465.4 msec, correct answer: 27623 \n", "Puzzle 15.1: 152.1 msec, correct answer: 4502208 \n", "Puzzle 15.2: 8,796.6 msec, correct answer: 13784551204480 \n", "Puzzle 16.1: 639.4 msec, correct answer: 1641 \n", "Puzzle 16.2: 195.3 msec, correct answer: 2261 \n", "Puzzle 17.1: 346.5 msec, correct answer: 3206 \n", "Puzzle 18.1: 5.6 msec, correct answer: 4370 \n", "Puzzle 18.2: 774.1 msec, correct answer: 2458 \n", "Puzzle 19.1: 802.7 msec, correct answer: 1349 \n", "Puzzle 19.2: 1,296.8 msec, correct answer: 21840 \n", "Puzzle 20.1: 41.4 msec, correct answer: 1087 \n", "Puzzle 20.2: 611.3 msec, correct answer: 13084440324666 \n", "Puzzle 21.1: 0.4 msec, correct answer: 353837700405464.0\n", "Puzzle 21.2: 7.4 msec, correct answer: 3678125408017 \n", "Puzzle 22.1: 5.8 msec, correct answer: 1428 \n", "Puzzle 23.1: 66.2 msec, correct answer: 3871 \n", "Puzzle 23.2: 4,774.0 msec, correct answer: 925 \n", "Puzzle 24.1: 511.3 msec, correct answer: 288 \n", "Puzzle 24.2: 1,022.8 msec, correct answer: 861 \n", "Puzzle 25.1: 0.1 msec, correct answer: 2=--00--0220-0-21==1\n" ] } ], "source": [ "summary(answers)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Five puzzles take over a second of run time, but none of them take over 10 seconds; the total was about 22 seconds.\n", "\n", "You might complain that I cheated, because the time for `parse` is not counted in the time for `answer`. That's a fair complaint, but I intentionally kept the processing done by `parse` to a minimum (for example, when the input is a map of a forest or something, `parse` just returns a tuple of lines; the harder work of converting the lines to a `Grid` is done within `answer`). The total parsing time is just two milliseconds:" ] }, { "cell_type": "code", "execution_count": 131, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 2.08 ms, sys: 1.17 ms, total: 3.25 ms\n", "Wall time: 2.53 ms\n" ] } ], "source": [ "%time ignore([parse(d, show=False) for d in range(1, 26)])" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.3" } }, "nbformat": 4, "nbformat_minor": 4 }