{ "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" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Each day's solution consists of three parts, making use of my `parse` and `answer` utilities:\n", "- **Reading the Input**. E.g. `in1 = parse(1, ints, sep=paragraph)`. \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", "\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:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "15931\n", "8782\n", "16940\n", "14614\n", "\n", "4829\n", "12415\n", "13259\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 268 tuples:\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" ] } ], "source": [ "in1 = parse(1, ints, 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": [ " .0000 seconds, answer: 70,116" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(1.1, 70116, lambda: 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": [ " .0001 seconds, answer: 206,582" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(1.2, 206582, lambda: 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:\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:\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" ] } ], "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": [ " .0007 seconds, answer: 13,268" ] }, "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: 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": [ " .0007 seconds, answer: 15,508" ] }, "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, 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:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "lflZfgnSnlmmlgGfjGthQPtLNsQhvbHLLpSS\n", "zrCVDVFMJTCTcCJMwCThWbtbpbWpPbtbHPLQssLsHP\n", "rBFcrwFzFwwVDcDrzTzJfnRGjllBdGZnnZfhqmdn\n", "FjpnFRDmbRtnbJrFJmSTsGShWVhGqGVVsmqs\n", "ZwPvNPdzNZwfzBNLdNNNNcLvhnQhqMTVsTGSWSqGqTdVWhMT\n", "vgLZHfvLffNLPbggnrbFpJnCbC\n", "hzJzGjGfqmGtDQtDSvVV\n", "plpcMBNBcCTlTgCMbvtrsSVsVJDJlrwDQr\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": [ " .0005 seconds, answer: 8,401" ] }, "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, 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": [ " .0003 seconds, answer: 2,641" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(3.2, 2641, lambda: 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:\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:\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" ] } ], "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": [ " .0003 seconds, 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: 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": [ " .0002 seconds, 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: 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:\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:\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" ] } ], "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": [ " .0004 seconds, 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: 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": [ " .0002 seconds, answer: SHQWSRBDL" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(5.1, 'SHQWSRBDL', lambda: 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": [ " .0002 seconds, answer: CDTQZHBRS" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(5.2, 'CDTQZHBRS', lambda: 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:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "qzbzwwghwhwdhdqhhbhfbfsstggdsssgzgdzzdbbbzmbzzvlldppjnjlltwtsszwswgssjnsjnnfqfzqqjzjfjmfmwfmfhfn ...\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": [ " .0006 seconds, answer: 1,987" ] }, "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: 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": [ " .0016 seconds, answer: 3,059" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(6.2, 3059, lambda: 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:\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:\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" ] } ], "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": [ " .0006 seconds, answer: 1,232,307" ] }, "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: 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": [ " .0006 seconds, answer: 7,268,994" ] }, "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: 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:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "102200120221123133322123221134224301040024344534431245323303212210030001244234132301200020310012011\n", "210101220131232022104432220132221131234351145114524135253112332342312410211104233102330122201111010\n", "002220112233222031400442434031011023425412431121343221233533224144034042201244323431032200232101012\n", "200202231012120110032413231132224255311432523511252253221451514335154032332342133133133321000002220\n", "021023013300203310410132030422351131224513211322513324212421215535543510221102312443303330132321201\n", "001000330003220124130413311435314333354422521213321212242324211253514231442434324114124112323213001\n", "100102012222213131014440444431424445231224532554231331431314545111552115245032312032141101232330001\n", "112030330123430022102413341315541514452151222122465233323221252533543352235542444442034423330030001\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 99 tuples:\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" ] } ], "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": [ " .0460 seconds, answer: 1,829" ] }, "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: 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": [ " .0493 seconds, answer: 291,840" ] }, "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): 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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\n", "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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\n", "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:\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:\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" ] } ], "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": [ " .0130 seconds, answer: 6,236" ] }, "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: 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": [ " .0192 seconds, answer: 6,236" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(9.1, 6236, lambda: 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": [ " .0877 seconds, answer: 2,449" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(9.2, 2449, lambda: 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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\n", 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\n", 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\n", 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\n", "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:\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:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "('noop',)\n", "('noop',)\n", "('noop',)\n", "('addx', 3)\n", "('addx', 7)\n", "('noop',)\n", "('noop',)\n", "('noop',)\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": [ " .0001 seconds, answer: 12,560" ] }, "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: 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": [ " .0097 seconds, answer: PLPAFBCL" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def render(program):\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: 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:\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:\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" ] } ], "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": [ " .0005 seconds, answer: 54,036" ] }, "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: 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": [ " .0006 seconds, answer: 54,036" ] }, "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: monkey_business(inspect(in11, 20)))" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ " .2265 seconds, answer: 13,237,873,355" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(11.2, 13237873355, lambda: 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:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "abccccccccaaaaaaaccaaaaaaaaaaaaaaaaccccccccccccccccccccccccccccccccccccaaaaaa\n", "abccccccccaaaaaaaccaaaaaaaaaaaaaaaaccccccccccccccccccccccccccccccccccccaaaaaa\n", "abccccccccccaaaaaaccaaaaaaaaaaaaaaaaccccccccccccccccacccccccccccccccccccaaaaa\n", "abcccccaaaacaaaaaaccaaaaaaaaaaaaaaaaacccccccccccccccaaaccccaccccccccccccccaaa\n", "abccccaaaaacaaccccccaaaaaacaaacaacaaaaaaacccccccccccaaaacccaacccccccccccccaaa\n", "abaaccaaaaaaccccaaacaaaacacaaacaaccaaaaaacccccccccccaklaccccccccccccccccccaac\n", "abaaccaaaaaaccaaaaaacccccccaaacccaaaaaaaccccccccccckkkllllccccccccccccccccccc\n", "abaaccaaaaaaccaaaaaacccccccaaaaacaaaaaaacccccccccckkkklllllcccccccaaaccaccccc\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 41 tuples:\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" ] } ], "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": [ " .0601 seconds, 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: 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": [ " .0243 seconds, 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: 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", "text/plain": [ "
" ] }, "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:\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:\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" ] } ], "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": [ " .0007 seconds, answer: 5,882" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(13.1, 5882, lambda: 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": [ " .0087 seconds, answer: 24,948" ] }, "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: 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:\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:\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" ] } ], "source": [ "in14 = parse(14, lambda line: mapt(ints, line.split('->')))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Part 1: Using your scan, simulate the falling sand. 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": [ " .0786 seconds, 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: 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": [ " .0757 seconds, 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: simulate_sand(Grid(), in14))" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "data": { "text/plain": [ " 3.6137 seconds, answer: 27,623" ] }, "execution_count": 56, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(14.2, 27623, lambda: 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 over 4 seconds. 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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\n", "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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Kt3e1jTj7MejwaAedHgAAAOhfTHgAAAAAAUi6s2NVo+6KTOaq8vkXN912qw4O3/0YdHi0g04PAAAA9C8mPAAAAICUJd3Z0azb4tChHdq7d3/dZdt1cPjux6DDo/UxnR4AAADoZ3R4AAAAAClKurPD1UqHR7f9F3R4bMVHh4eLTg8AAADYRocHAAAAYETSnR2uVjo8uu2/oMNjKz46PFx0egAAAKB/MOEBAAAApCCtzg5XKx0e3fZftNqP0WlHyMolosOjETo9AAAA0D+Y8AAAAAASlmZnhztupcOj2/6LVvoxuukIkejw2GpMpwcAAAD6CR0eAAAAQILS7uxwhdDhEU+/Bh0eraHTAwAAALbQ4QEAAAAEKu3ODlcIHR7x9GvQ4dEaOj0AAADQu5jwAAAAADxb7etYWipqcHCPQnoZHkKHRzz9GrU+jE57QHq3w8NFpwcAAAB6Vzj/pwUAAAD0oI19HbOzI1pcfMZ7b4O1Do84+jVyucN6/vkvddwD0qsdHnR6AAAAoJ/Q4QEAAAB40rivI7MyDuNleK90eFQqt2pi4iVVqzu87SN+aXR4uOj0AAAAQNjo8AAAAAAC0LivY1mhTHZIvdPhUSzeXjfZ4WMf8Uujw8NFpwcAAAB6BxMeAAAAQMxWOzui6C3a/JI7I2lHg3ulo1c6PAqFFxVFVzveRqsdHlt1hHQmjQ4PF50eAAAA6B1pv7oGAAAAesrGzo65uXENDY3XXZ/LHVIud1/dZXR4dN+vsXfvT+rw4R0db6OVfZw8eXzLjhDJRocHnR4AAADoZXR4AAAAADFp3NnhosMj7utrGf12ePjp+Aihw8NFpwcAAADCQocHAAAAkILGnR0uOjzivr52G78dHn46PkLo8HDR6QEAAAC7mPAAAAAAurR9Z4eLDo+4r6/dxm+HR6sdH+0JocPDRacHAAAA7Art1TUAAABgSrPOjs29DXR4xH295L/Do5UMFjs86PQAAABAL6HDAwAAAOhQa50dLjo84r6+lpEODz/o9AAAAEC66PAAAAAAEtBaZ4eLDo+4r6/dhg4PP+j0AAAAgB1MeAAAAABtaq+zw2Wnw6NSyWtubp8GB7/TsL9iYOC7QVxfqeS37PDwnaH3OjxcdHoAAADADpa0AgAAANpQLs/o7NkHVfvL/EhDQ+O6dGm922FgYLeWlr6x5TiXOyJJevXVJ1u+j+/xxz/+FX3hCz+xNj5yRHr725/VsWN3q1rNKIqWdeedFf3N39y8dpsf//GL+trXssFcPzV1Ri+88BN6cv2wes/w/vc/q//v//t/Oz7uIZ4L7nho6G5dujSr1fN9bGxaw8MPCAAAAEhKO/MBTHgAAAAALeqss8MVfodHtPKhg2roqy1tkEbm/ujwcNHpAQAAgGTR4QEAAAB40Flnhyv8Do9q1dZkh5RO5v7o8HDR6QEAAIBwMeEBAAAAtGhwcI+6fwkdfodHFK1/YsKKNDL3R4eHK6PBwW4meQAAAAB/rL26BgAAABK3WlIuSWNj06pNWkhSZqWHofXx2NjjGht7oqttxDnOZi9qauqMMpnap04ymauanpamp6XMyl0ymVqvR8jj5DKvH6epqeeUzV7s+OcwNjbd9fmU9Hhs7HENDBTWficoMgcAAEBIdqYdAAAAAAiZW1Keyx3W+jJEnX7t5r7xf/35n5/Rrbf+ikql25XPv6h3vethDQ8/oJ/9WWlhQRodlQoF6aMfDXssyWvmTGZG73nPI2vHae/e/Xr11d46F1r56v5OUGQOAACAUFBaDgAAAGwhnpJyV1il5Y1RTO3ycy5YLC1vlJnzBQAAAP6kWlr+6KOP6p/9s3+m6667Tm9961v1/ve/X2fPnq27zf33368dO3bU/RsfH487CgAAANCVeErKXWGVljdGMbXLz7lgsbS8UWbOFwAAAIQh9gmPL3/5y3rooYc0OzurL37xi7py5Yre/e5367vf/W7d7X7u535O5XJ57d/TTz8ddxQAAACgI6v9BFH0FsX/kjms0vLGasXU9DT4PhcslpY3ypxRFF3b9+cKAAAA0hf7q+v/+T//p+6//3792I/9mO644w598pOf1Msvv6znn3++7nbXXHONbr755rV/P/zDPxx3FAAAAKBt5fKMZmdHND+/X3Nz4xoaqv8k8sDA7q7Gudwh5XL3xbrNuMe53CEtLj6zdhxmZ0dULs+o3/g/Fw6vdMLEt03/58bmzENDd2lubryvzxUAAACEwXuHx8LCgvbs2aMXXnhBe/fulVRb0uoLX/iCfuAHfkA/9EM/pH/xL/6FPvaxj+mtb31rw228+eabevPNN9fGly5d0q5du+jwAAAAQKz89DS4LHR40NOQzLnQKx0erv46VwAAAOBXqh0eG129elVHjx7Vu971rrXJDkm655579Kd/+qc6efKkfv/3f19f/epXtX///rpJjY0effRRXX/99Wv/du3a5TM2AAAA+pSfngaXhQ4PehqSORd6pcPD1V/nCgAAAMLh9RMeDz30kP7yL/9Sp0+fVqGw9V/3lMtljYyM6MSJE/rABz6w6Xo+4QEAAACflpaKunz5vKLoLZqbG1cvfMKjUsmrWNyjQuG8stlSm+PyyjaGN1x2Ue94x3OqVr+jwcE9PfvX+8meC737CY9+OFcAAACQjHY+4bHTV4jf/M3f1FNPPaWvfOUr2052SNLw8LBGRkZ0/vz5htdfc801uuaaa3zEBAAAQJ8rl2d09uyDqr2BG2loaFyXLp1Zu35gYLeWlr4R2ziXOyRJevXVJ73t4+TJ4/rYx46pWs0oipZ14MAZPfXU3S2Pp6Zq3/+xY+uXPfLIk5JWJwAijY1Na3j4gRaOsB3Jnwu1Lgyf50IamVc7PXr5XAEAAECYYv+Ex9WrV/Wbv/mb+vznP68vfelL2rNnT9P7vPbaa8rn85qentZ9993X9PbtzOgAAAAAW0mmp8Hl9xMelUpeExMXVK1mOt5GtPJH/NXqxsuu6MSJ25TNllYu6a2ehnTOhV79hIert84VAAAAJCvVDo+HHnpIn/nMZ/Rnf/Znuu6663Tx4kVdvHhRly9fliR95zvf0Yc+9CE999xzeumll/SlL31J733ve3XTTTfpF37hF+KOAwAAAGwpmZ4Gl98Oj2JxT1eTHVJtoqNadS/bqVJpdMMlvdXTkM650KsdHq7eOlcAAAAQrtgnPP74j/9Yb7zxhvbt26fh4eG1f3/+538uScpkMnrhhRf0vve9T29729t05MgRve1tb9Nzzz2n6667Lu44AAAAwCZLS0UtLp5SFL1FHl4SN5GRtMPb1guF84qi5a62EUXrn/JYv+yK8vmNb1pnFEXXanHxlJaWil3tL03pngtRCvvsVieZe+NcAQAAQPhif3V99erVhv/uv/9+SdLg4KCeeeYZfetb39L3v/99XbhwQZ/61Ke0a9euuKMAAAAAm5TLM5qdHdH8/H7NzY1raGi87vqBgd1ex7ncIeVy9217m27G2WxJk5NTiqIrkmoTFQcPnlNm5UMfmYx05Ii2HU9PS1NTz9ZtY3LysQ3LWa33NMzP79fs7IjK5RlZk/65cHitEyOpfaaRuRfOFQAAANgQe4dHEujwAAAAQCfS6Wlw+e3wWFWp5FUqjSqfX1A2e1GFwisqFoc1OioVClKxKC0sqOH4pptqx6lSGd6wjVKTPdrqaQjjXOiXDg+XrXMFAAAA6WpnPmBnQpkAAACA1KXT0+DqbrmpVmWzpbpJihtvPKvR0eG1caFQ+9dovLhYO07uNrZX62mw8iZ2GOdC2vvvRByZbZ0rAAAAsMPagrEAAABA29LtaXD57fDYap/NOhRWj9HSUlGDg3vUqz0NYZ0L/dLh4bJxrgAAAMAea6+uAQAAgLak3dOQdIdHo3GzDoWNx2h2dkSLi8/0ZE9DeOdCf3R4WDxXAAAAYBMdHgAAAOhZYfQ0uJLp8GiWYbVDofExiiNjWD0NYZ4L/drh4QrrXAEAAEBY2pkP4BMeAAAA6Flh9DS4lpXuZEctw+XLC5K2OkZxZFzfRwjCPBeqCi9TMz4yh3WuAAAAwC4mPAAAANBzwuppcHXW4VGp5DU3t0+VSj6G8XqHwuoxcq+XdsS2jzR7GsI+F/q1w8MVxrkCAAAA+3amHQAAAACIU7k8o7NnH1Ttr9AjDQ2N69KlM2vXDwzs1tLSN1Ib53KHJEmvvvpky/c5efK4PvaxY6pWM4qiZR04cEZPPXV3x+NHHnlS0vjaMTp9+gk9/PCRteunpmrH69ix+PYxNjat4eEHmv34YhX+uVDrwmjnXEh77CPzaqdHmucKAAAAegMdHgAAAOgZYfY0uNrrx6hU8pqYuKBqNRNbgii6ohMnblM2W2q4/WjlD/irXRzGjfuoSbanwca5QIdHY3R6AAAAYB0dHgAAAOhLYfY0uNrrxygW98Q62SFJ1epOlUqjW26/Wu1ussPdR02yPQ02zgU6PBqj0wMAAACdYcIDAAAA5oXd0+Bqr8OjUDivKFqONUEUXVE+v7Dl9qNo/VMeceyjJpmeBlvnAh0ejdHpAQAAgM5Ye3UNAAAA1CmXZzQ7O6L5+f2amxvX0NB43fUDA7uDGudyh5TL3dfyfbLZkiYnpxRFVyTVJhIOHjynzMqHMjIZ6cgRbTs+ePBc3f0nJx9bW2qq0fanpp7V9PT222xnH9J6T8P8/H7Nzo6oXJ5R3OydC4fXOjFCyRRC5iTOFQAAAPQmOjwAAABglo2eBld7HR6rKpW8SqVR5fMLymYvqlB4RcXisEZHpUJBKhalhQVtGhcKZRWLBVUqwxvuX2q6/fHxl/TtbxcabrPTfbjHIc6eBpvnAh0eraHTAwAAoJ+1Mx+wM6FMAAAAQOxs9DS4OlueKpst1U0i3HjjWY2ODq+NC4XaP3e8uPj3Kharm+7fbPuXLy+oUCg03Gan+6hX62mI601sm+eCtbxSOpnjPVcAAADQu1jSCgAAAKasdjQsLRU1OLhH9l7SttfhsdU2mnUcdNdlkdHg4Gjdsfaxj257GuyfC3R4tIZODwAAALTG2qtrAAAA9LGNHQ2zsyNaXHzGYAdCex0ejcbNOg667bLI5Q5pcfGZumMd9z667WnojXOBDo9WxnR6AAAAoFV0eAAAAMCExh0NnfVhpMtH5vWOg3i6LBr1NMS9D1frPQ29cy7Q4dEZOj0AAAD6STvzAXzCAwAAACY07mhYlq03uCU/mWsdB1JcXRbVBtuIex+u9e030zvnQqPjHLoQMrd+rgAAAKC/MOEBAACAoG3fExFHH0bSapkrlbzm5vapUslLUpfj9Y6D1ePU3faiBtuIex9bfw+ddYZYPBfo8OgMnR4AAABobGfaAQAAAICtlMszOnv2QdX+ojzS0NC4Ll06s3Z9LndIkvTqq0+uXTYwsFtLS98IdpzLHdLTTz+gY8fuVrWaURQt68CBM3rqqc7HjzzypKTxteN0+vQTevjhIx1vb2qqdow3Zox7H82+h7GxaQ0PP9Dj58JhMncwXu302OpcAQAAQP+iwwMAAABBaq0nwl5vQ6VyqyYmXlK1Gt+nEaLoik6cuE3ZbEmVSl4TExdUrWa62F7ta7W68bJ497F5n+vbr2m3M8TeuRBGH0a7QsxMpwcAAEAvo8MDAAAA5rXWE2Gvt6FYvD3WyQ5JqlZ3qlQaXdn+nq4nIqrV+skOH/vYvM/17de02xli71wIow+jXSFmptMDAAAANUx4AAAAICjb9zS47PU2FAovKorifWM+iq4on19Y2f55RdFyl9tb/5SHr31s3uf69ms2d4Zsz965EEYfRrtCzEynBwAAAGpCe6UKAACAPlYuz2h2dkTz8/s1NzeuoaHxuusHBnbXjXO5Q8rl7tv2NqGN9+79SU1NnVYUXZFUe6P/4MFzyqx8YCKTkY4c0bbjgwfP1d1/cvKxtaWgstmSJienutr+9LQ0NfWs131s9z1I6z0NvXwu5HKH1zoxQslkMfPGc2V2dkTl8owAAADQn+jwAAAAQBBa62lw2e1tqFSGVSqNKp9fUDZ7UYXCKyoWhzU6KhUKUrEoLSxo07hQKKtYLDj3L23aS6WS72j7o6PSTTfVfha+9tHq99Aeu+dCeEtEbcdCZjo9AAAAekk78wFMeAAAACAIi4unND+/P+0YqbnjjlO64YZ9TW/X6XFqdftJ7KPff9bwr53zHQAAAGGjtBwAAABmtNfZ4eqV3obmHQTdHqdWt7+0VNTg4B6v++jse2i+/944F0JnIXNGg4Ojdec0AAAA+kPor1QBAADQw9rt7OjV3oZmHQTdHqd2tj87O6LFxWfa7mnw/T30y7mQdqZeyJzLHdLi4jN15zS9HgAAAP2BJa0AAACQis46O1y92tuw3kEQz3Fqd/txHFff38Pm/fXmuRAaC5kbZaTXAwAAwCqWtAIAAEDwLl8+r+7fNF2WrTe4pdr33Oz7XtblywuS4jpO7W4/juPq+3vYvL/ePBdCYyFzo4zr5yMAAAB6FxMeAAAASEVnPRGuXu1tqHUQSHEdp3a3H8dx9f09bN5fb54LobGQuXFPzur5CAAAgN4V+itVAAAA9JjVImFJGhubVu2NaknKKJc70tZ4bOxxjY090dU24hhXKrdqbm6fKpVbm47HxqY1Njbd5DaPS1LdcWpnH80zbL/91ePqcx/dfg+hngvtnb/TXf8OkLm1jBvPR0rMAQAAetfOtAMAAACgf5TLMzp79kHVlpuJVsqPV5ee6fRrN/ft/uvTTz+gY8c+qWp1h6Loqg4f3qFPf/rqluPp6dqnEB588Fe3vM3U1Gm9852rnReRnn/+Szp27KWW99Fs3Gz7rWTsdh/xfA9/EtS50NnXEDL0Yub6y15//dm6x56xsWkNDz8gAAAA9BZKywEAAJAIX+XbaRZVVyp5TUxcULWaaX7jFdHKZ6yr2xyGKLqiEyduUzZb6mgfzTNsv/1WMna7j25t3P7KJStfQ++X2IjMfrSSkRJzAAAAKygtBwAAQHB8lW+nWVRdLO5p+038arX5REK1ulOl0mjH+2ieYfvtt5Kx2310a+P2Vy5R2G/CN0JmP1rJSIk5AABAL2LCAwAAAF6tdnZE0Vvko3w7zaLqQuG8omi5rftE0fonKLa+zRXl8wsd76N5hu2330rGbvfRrY3bX7lE9v73hsx+tJIxoyi6lk4PAACAHhP6K1UAAAAYVi7PaHZ2RPPz+zU3N66hofG66wcGdnc1zuUOKZe7L9ZttjPOZkuanJxSFF2RVHsT/uDBc8qsfJghk5GOHFHdeHq69m/jZQcPnqvbxuTkY2tLNXWyD3fc7vanpp7dlDHufcT5PUhSLnd4pROms59lGmMyp5dxaOguzc2Na35+v2ZnR1QuzwgAAAD20eEBAAAAL/x0drjS7fBYVankVSqNKp9fUDZ7UYXCKyoWhzU6KhUKUrEoLSxobSytX1YolFUsFlSpDG/YRqnrfXS7/fHxl/TtbxcabjOufcT7PVjolnCR2Y9OMtLpAQAAEKp25gOY8AAAAIAXi4unND+/P+0YqbjjjlO64YZ9Ld220+PU6j58bz+JffTzuYTktHPOAwAAIDmUlgMAACA1fjs7XOl2eDTWWjdAd8ep+T663f7g4OjaNnztI97vwUK3hIvMfnSSkU4PAACAXhD6K1UAAAAY4ruzI7QOj0bjVroBuj1OzfbR7fZzuUNaXHxmbRs+9hH392ChW4LM4Wak0wMAAKA3sKQVAAAAYpFMZ4crjA6P7dV3A/g5Tuv7iGf7jToQ4t6Hq9vtW+iWcJHZjzgy0ukBAAAQCpa0AgAAQOIuXz6v5N8EXVbYkx2StKzLlxfWRn6O0/o+4tl+tcE24t6Hq9vtN8ocOjL7EUfG+t9bAAAA2MCEBwAAALqSbGeHy0+HR6WS19zcPlUq+RjG9d0Ag4N7JEXe9rH6c+hue1GDbcS9j7i/h0aZN98nLBb6MFwWMseRkU4PAAAAi3amHQAAAAB2lcszOnv2QdX+mjrS0NC4Ll06s3b9wMBuLS19w9s4lzskSXr11Sdj2+bJk8f1sY8dU7WaURQt68CBM3rqqbs7Hj/yyJOSxteO0djYtJ5//ks6dqzzbTbbx+nTT+jhh490vL2pqdrPcGPGuPcR9/fQKLN7m8nJKe3f/zuJnZ/Nz9/DsZ+/ZI4n42qnx8bf2+HhBwQAAICw0eEBAACAjqTT2eGKt8OjUslrYuKCqtVMLNuTpCi6ohMnblM2W1rZx62amHhJ1Wp8n0zZuI84vodo5Y/jq9WNl8W7j8377G77jTJvt48wWOjDcFnI7CMjnR4AAABpocMDAAAA3qXT2eGKt8OjWNwT65v4klSt7lSpNLphH7fHOtnh7iOO76Fa3TxxEPc+Nu+zu+03yrzdPsJgoQ/DZSGzj4x0egAAAFjAhAcAAADakm5nhyveDo9C4byiaDm27Um1TxXk8+tvlBYKLyqK4v2Q9cZ9xPE9RNH6JyZ87WPzPrvbfqPM2+0jDBb6MFwWMvvISKcHAACABaG/UgUAAEBAyuUZzc6OaH5+v+bmxjU0NF53/cDA7kTHudwh5XL3xbbNbLakyckpRdEVSbU3yA8ePKfMyocNMhnpyBFtOz548Fzd/ScnH6tbQmnv3p/U1NRpb/uI43uYnpampp71uo+4v4fp6dq/dn4WSZ+vm8/fw2t9E6Fk6oXMPjKudnrMz+/X7OyIyuUZAQAAIDx0eAAAAKAlYXR2uOLt8FhVqeRVKo0qn19QNntRhcIrKhaHNToqFQpSsSgtLGjTuFAoq1gsqFIZ3nB/ty8iWtnHsMd9dP49jI5KN91U+1n72oev70Fqfx/pstCH4bKQOYmMdHoAAAAkpZ35ACY8AAAA0JLFxVOan9+fdoxU3HHHKd1ww76mt+vmGPneR6vbT2IfIX8PQKvaOR8BAADQOUrLAQAAEJuwOjtc8XZ4bLWPZmv3t3eMGvULxL2Pzr+HpaWiBgf3eN2Hr++h+30kzUIfhstC5iQy0ukBAAAQotBfqQIAACBFoXV2+O7waDRutnZ/u8eoUb9A3Pvo5nuYnR3R4uIzbXcgpP09xLGPXuiaIHMyGen0AAAACBNLWgEAAKChMDs7XH46PJrtc3Xt/s6OUSv9At3uo5lm24/juCb3PUhWzleXhT4Ml4XMaWSk0wMAAMAXlrQCAABA1y5fPq+w39SUpGUlO9lR2+flywuSOj1G1Rbu0+0+mmm2/TiOa3Lfg799+NbKuRAaC5nTyFh/PgIAACAdTHgAAACgjq0OhNY6PCqVvObm9qlSyceyz9deG9OpU9Jrr/2o2j9GrfQLrPcD+Pk5NNt+HN0oyX0PnfeOpM1CH4bLQuY0MtLpAQAAEILQX6kCAAAgQfY6EJp3eJw8eVwTExd09OgpTUxc0MmTx7va5+nT0xobG9b+/dLY2LBOn36izczN+wU29gP4+Dk0234c3ShJfg+d9o6kPbbQh2ExcxoZ6fQAAAAIAx0eAAAAkGS1A2H7rolKJa+JiQuqVjNrl0XRFZ04cZuy2VLbe4tnexY6ENLoRumWhePqIrMfIWSk0wMAACAudHgAAACgbTY7ELbvmigW99RNTkhStbpTpdJoR3uLZ3sWOhDS6EbploXj6iKzHyFkpNMDAAAgDUx4AAAA9LHVvg67HQjbd00UCucVRct1l0XRFeXznb0RGc/2LHQgxNHhkTQLx9VFZj9CyEinBwAAQBrSfhUIAACAlGzs67DbgbB910Q2W9KBA2fqrj9w4Lm65afa2Wcc27PRgdB9h0c/9DaQOYxMIWak0wMAACAddHgAAAD0ocZ9HRZ7G+jw8MNCRheZk2Ehc4gZ6fQAAADoFB0eAAAA2Fbjvg6LvQ10ePhhIaOLzMmwkDnEjHR6AAAAJIEJDwAAgD6y2tkRRW/R5peCFnsb6PDww0JGF5mTYSFziBnp9AAAAEhCaK8CAQAA4MnGzo65uXENDY3XXW+zt4EODx9jCxnJTGZLGen0AAAASAYdHgAAAH2gcWeHiw6PZujwCBmZk2Ehs4WMdHoAAAC0ig4PAAAA1Gnc2eGiw6MZOjxCRuZkWMhsISOdHgAAAD4w4QEAANDDtu/scNHh0QwdHiEjczIsZLaQkU4PAAAAH0J/FQgAAIAONevsaLcPI8QxHR5+xhYykpnMljPS6QEAAOAHHR4AAAA9qLXODhcdHs3Q4REyMifDQmYLGV10egAAAGyFDg8AAIA+11pnh4sOj2bo8AgZmZNhIbOFjC46PQAAAOLAhAcAAEAPaa+zw2Wjw6NSyWtubp8qlbxWM9dftn6bwcHvJNLhMTDw3Yb7Xx3Xs9AvYCGji8zJsJDZQkZXRoODo2uP4fR6AAAAdMbaq0AAAABsod3ODosdHidPHtfExAUdPXpKExMX9Pzzp/T881+uu+zjH//K2vihh2Z1552Vum3E3eFx553f1kMPzTbc/8TEBZ08ebzu9hb6BSxkJDOZLWds9Pi7uPjM2mM4vR4AAACdocMDAACgB3TW2eEKu8OjcX9G7Wu1jW877g6P9vdnoV/AQkYXmZNhIbOFjK5Gmen1AAAAkOjwAAAA6DuddXa4wu7waNyf0d5kR+0+8XZ4tL8/C/0CFjK6yJwMC5ktZHQ1ykyvBwAAQLuY8AAAAOgBg4N71P1Lu7A7PBr3Z6x/yqNVcXd4tL8/C/0CFjK6yJwMC5ktZHQ1ylzr9QAAAEDrrL0KBAAAwAarBbeSNDY2rdqkhSRllMsdaWs8Nva4xsae6GobPsfZ7EVNTZ1Zm+CIIml6uvYvs3KXTEY6cqTR+OrK+Kqmpp5TNnuxqwwbt9dofxszuvsbG5vu+mfle2whI5nJbDljK5nHxh6XJErMAQAA2rAz7QAAAADoTLk8o7NnH1RtGZRopaR3dUmUTr92c9+kvtZ74AHpZ39WWliQRkelQkH66EfXx5nMjN7znkdUKt2ufP5F7d27X6++2nmGn//5Gd1666+sbe9d73pYH/3oA2v7e+YZ6dOfdlNaPc5pZyBzmF9DyNALGbfP/Prrz9Y9xo+NTWt4+AEBAABga5SWAwAAGBRPSbnLXml5JiO99FJtkqMRP8fJtV4sXCxKIyOq6xWhtDwpZE6GhcwWMrpayUyJOQAA6E+UlgMAAPS4eErKXfZKy5eXa5/k2Iqf4+RaLxY+f16bStQpLU8KmZNhIbOFjK5WMlNiDgAA0AwTHgAAAIasdnZE0VsU/0s5e6XlmUxtGSmX3+PkyiiKrtXi4int2lXeVKJOaXlSyJwMC5ktZHS1knn9sYZODwAAgMasvQoEAADoW+XyjGZnRzQ/v19zc+MaGhqvu35gYHdX41zukHK5+2LdZpzjbLakAwfO1F1/6NDm5ax8Hyd3PDR0l+bmxjU/v1/FYkH33nuu7voDB57bsJyVlMsdXulb8Zep+3Mh/IxkJrPljJ1k3vhYMzs7onJ5RgAAAKhHhwcAAIABSXVRWO/wSOY4tZeRDo+kkDkZFjJbyOjqJDOdHgAAoD/Q4QEAANBjkuqiCHWyQ2qtwyOZ47S1Rhnp8EgKmZNhIbOFjK5OMtPpAQAA4GLCAwAAIGBJd1FY7fAoFqVTp6TXXvtRSZEqlbzm5vapUslLUmLjwcHvbMpIh0dSyJwMC5ktZHR1kplODwAAANfOtAMAAACgsXJ5RmfPPqjaX/1GGhoa16VL6x0WAwO7tbT0jdjGudwhSdKrrz7pbR/djFc7PL7whZ9Yu/7QIemZZ6QHH5SqVSmKhnXvvV/X5z63W9VqRlG0rAMHzuipp+5ObHznnRX9zd/cvJaxUYdHyMfZSkYyk9lyxjgyr3Z6rD5HjI1Na3j4AQEAAPQzOjwAAAAClE4Xhb0Oj2jlD6KrAa9eQ4dHUsicDAuZLWR0xZGZTg8AANCb6PAAAAAwLp0uCnsdHtVq2JMdEh0eySFzMixktpDRFUdmOj0AAACY8AAAAAhIsp0dLnsdHlG0/imPUNHhkRQyJ8NCZgsZXXFkptMDAADA2qtAAACAnlUuz2h2dkTz8/s1NzeuoaHxuusHBnZ7Hedyh5TL3ZfoPtsZZ7MlTU5OKYquSKpNJExNPavp6Vp5uVT7euRIuuODB8/VZZycfGxTh8fqev1JHLdOxhYykpnMljP6yLza6TE/v1+zsyMql2cEAADQb+jwAAAACEA6nR2usDs8VlUqeZVKo8rnF5TNXtT4+Ev69rcLWliQRkelQkEqFpXKuFAoq1gsqFIZ3pCx5HwHFvoFLGR0kTkZFjJbyOjykZlODwAA0BvamQ+IfcLjIx/5iB555JG6y3K5nC5evChJunr1qh555BFNT09rcXFRd911l/7Lf/kv+rEf+7GW98GEBwAA6DWLi6c0P78/7Rgm3XHHKd1ww760Y0ji5wggLCE9PgIAAHQq9dLyH/uxH1O5XF7798ILL6xdNzU1pT/4gz/QJz7xCX31q1/VzTffrJ/5mZ/RP/7jP/qIAgAAELR0OztcYXd4NJbR4ODo2nFMa9369n6OFvoFLGR0kTkZFjJbyOjykZlODwAA0H+8vArcuXOnbr755rV/2WxWUu3THX/4h3+oyclJfeADH9DevXv15JNP6nvf+57+7M/+zEcUAACAYKXd2WGtw2OrzIuLz6wdxzTWrW/352ihX8BCRjKT2XLGJDLT6QEAAPqRlyWtHnvsMV1//fW65pprdNddd+n48eO6/fbb9eKLL2r37t362te+pne84x1r93nf+96nH/qhH9KTTz7ZcJtvvvmm3nzzzbXxpUuXtGvXLpa0AgAAZoXR2eGy0eFRr9G698mtW9/Zz9FCv4CFjC4yJ8NCZgsZXUlkptMDAADYlOqSVnfddZf+5E/+RM8884yeeOIJXbx4UXfffbdee+21tR6PXC5Xd5+NHR+NPProo7r++uvX/u3atSvu2AAAAIm6fPm8wnszblm2Jjuk2jF0j+OyLl9eSGTvnf0cG2UOjYWMLjInw0JmCxldSWRO7rERAAAgLbFPeNxzzz2699579fa3v10//dM/rb/8y7+UpLpPb+zYUb829NWrVzddttGHP/xhvfHGG2v/XnnllbhjAwAAJCKszg5XMh0elUpec3P7VKnkYxjX1r2vv8z/uvXd/Rwt9AtYyOgiczIsZLaQ0ZVEZjo9AABA7/P+KvDaa6/V29/+dp0/f14333yzJG36NMe3vvWtTZ/62Oiaa67R0NBQ3T8AAABrQuvsSKPD4+TJ45qYuKCjR09pYuKCPv7xr3Q1fv75L+n5579Ud9np09Ne163v9udooV/AQkYyk9lyxjQy0+kBAAD6QewdHq4333xTu3fv1oMPPqjf/d3f1S233KLf+q3f0rFjxyRJ3//+9/XWt75Vv/d7v6df//Vfb2mb7azZBQAAEIIwOztcfjs8KpW8JiYuqFrNxLbNaOXPd6rVjZdd0YkTtymbLa1cEt+69fH8HC30C1jI6CJzMixktpDRlUZmOj0AAIANqXZ4fOhDH9KXv/xl/cM//IP+1//6X/pX/+pf6dKlSzpy5Ih27NihD37wgzp+/Lg+//nP62//9m91//336wd/8Af1y7/8y3FHAQAACEaYnR0uvx0exeKeWCc7pNpER7XqXrZTpdLohkviW7c+np+jhX4BCxldZE6GhcwWMrrSyEynBwAA6D07495gsVjUv/7X/1rf/va3lc1mNT4+rtnZWY2MjEiSjh07psuXL+s3fuM3tLi4qLvuukt/9Vd/peuuuy7uKAAAAKlaWirq8uXzGhzco8HBPar9rUnIb8L5/YRHoXBeUbScyCc88vmNb+Ktr1s/OLino79mXv1Zrnd28AmP8JA5GRYyW8joSucTHt0+NgIAAIQm9k94nDhxQt/85jf1/e9/X6VSSZ/73Of0T//pP127fseOHfrIRz6icrmspaUlffnLX9bevXvjjgEAAJCqjT0Ps7MjWlx8Jvg15X13eGSzJU1OTimKrkiqTUwcPHhOmZX5j0xGOnJEbY2np6WpqWfrtjk5+diG5ay6X7c+7u4VC/0CFjKSmcyWM4aQmU4PAADQi7x3ePhAhwcAAAhZ454Hv5+eiEcyGSuVvEqlUeXzC8pmL6pQeEXF4rBGR6VCQSoWpYUFtTS+6abasa5Uhjdss9QkQevr1vvpXrHw1+cWMrrInAwLmS1kdIWQmU4PAAAQpnbmA2Jf0goAAKDfNe55WE4jSpuSyZjNluomJW688axGR4fXxoVC7V8r48XF2rF2t7m92rr1rbyp56d7xcKbsBYyusicDAuZLWR0hZC59cdGAACAUMW+pBUAAEC/WloqanHx1Iaeh40yknakkKodnWWsVPKam9unSiXfwTij114b06lTtU9uSLWvG8eujdevdqPEvc/tf5bdijxsM24WMrrInAwLmS1kdIWQeb3TY2lpiwdgAACAwPEJDwAAgBiUyzM6e/ZB1f5KN9LQ0LguXTqzdn0ud0iS9OqrT65dNjCwW0tL3whm3EnGkyeP62MfO6ZqNaMoWtaBA2f01FN3tzy+995v6HOfG1a1WisgP3xY+vSntTaenpYeeGD9OM/MSA8+uPH6gl5//Us6diy+fU5NPat3vnPflj/L7o/z4baPc/LnQvgZyUxmyxlDzLza6bH62Dc2Nq3h4Q0PwAAAAAbQ4QEAANCl1noeeq/Do1LJa2LigqrVjL9EGemll9a7O0ZGahMTq6KVP4iuxrgaTBRd0YkTt7WxRFbbe1j5GsISNluxkNFF5mRYyGwhoyvEzHR6AACAMLQzH5D2Z2YBAADMa63nYVlhT3ZI7WYsFvd4neyQpOXlWkG5JJ0/v3lio1qNd7Kjts2dKpVG491o/R4U1puajVjI6CJzMixktpDRFWLmWqcHAACAJUx4AAAAdKi9nofe6/AoFM4rivwWnWcy0ujK3MOePeuf6FgVRZsv61YUXVE+7/NNvhDW6m/GQkYXmZNhIbOFjK4QM9PpAQAA7AntFRUAAIAJ5fKMZmdHND+/X3Nz4xoaGq+7fmBgd904lzukXO6+bW+T9rjdjNlsSZOTU4qiK5JqEwUHD55TZuVDH5mMdOSIuho//nhtOSup9nV6uv766enNl7W7j4MHz9V9D5OTj9UtZxX/cT68tl6/r330Q0Yyk9lyRguZVzs95uf3a3Z2ROXyjAAAAEJHhwcAAECbWuvscPVeh8eqSiWvUmlU+fyCstmLKhReUbE4rNHR9e6NhQV1PHY1ur7TfRQKZRWLBVUqwxu+B1/dHatCXKvfZSGji8zJsJDZQkaXhcx0egAAgHS0Mx/AhAcAAECbFhdPaX5+f9oxgnXHHad0ww370o7REn6WANA6S4/vAACgd1BaDgAA4EF7nR0uOx0elUpec3P7VKnkJanNcUavvTamU6dqn6KQal83jl3u9e2OW71No32+9tqPSoq6/J43j7cX4lr9LgsZXWROhoXMFjK6LGSm0wMAAIRvZ9oBAAAALCiXZ3T27IOqLTcSaWhoXJcunVm7fmBgt5aWvrHlOJc7JEl69dUnW75P0uNc7pCefvoBHTt2t6rVjKJoWQcOnNFTT7U+vvfeb+hznxtWtVorEz98WPr0p7U2np6WHnhg/bjOzEgPPqgtb99sPD1d285229h+n8O6996v63Of293x9+yOJyentH//72xznA8bOBfCz0hmMlvOaDHzaqfH6vPg2Ni0hoc3PLgCAAAEgCWtAAAAmuiss8MVfodHpXKrJiZeUrXq75MomYz00kvrPRojI7WJh05FK38Qvd024t5n80xXdOLEbdt0gVhYq99CRheZk2Ehs4WMLouZ6fQAAADJYEkrAACAGF2+fF7dvwm1rJAnOySpWLzd62SHJC0v18rCJen8+e4nHqrV5tuIe5/NM+1UqTS63S0U/puaFjK6yJwMC5ktZHRZzLysy5cX0g4BAABQhwkPAACAJgYH96j7l03hd3gUCi8qivxOymQy0ujKXMCePeuf0OhUFDXfRtz7bJ7pivL57d4EtLBWv4WMLjInw0JmCxldFjNnNDi43eQuAABA8qy9ogIAAEjMakm5JI2NTas2aSFJGeVyR9oaj409rrGxJ7rahu/xu971HzQ9vUOZTG3SI5O5qiNHahMGtbG6Hj/+eG1pKan2dXq6u+1NTzffRtz7bDxeP2ZTU88pm7245XEeG5vu+nzyPbaQkcxktpyxNzI/roGBwtpzJUXmAAAgBJSWAwAANOCWlNcKZVeXG+n0azf3Tebrz//8jD772UdUKt2ufP5FvetdD+ujH31ACwu1T0kUCtJHP6quxhs98ID0sz/b/faabSPufW4cZzIzes971o/Z3r379eqr9s+FMDKQOcyvIWTohYz2M7vPlRSZAwCAtFFaDgAA4IinpNyVWdleyC+9GpXmUkq7nc7OFQvlxBYyusicDAuZLWR09UpmnjMAAED8KC0HAADoQjwl5a7wS8tr37P7fVNKu53OzpVGxzk0FjK6yJwMC5ktZHT1SmaeMwAAQLqY8AAAAFixug55FL1F8b9MyiiN0vJKJa+5uX2qVPItjGulufWXZfTaa2M6dUoqrizPXiyqbuxyr497HMI+V69/7bUfbXDMOjnOm++TLosFymROhoXMFjK6eiVzRlF0LZ0eAAAgNXR4AAAAaPM65END47p06cza9QMDu7W09I2Ox7ncIUnSq68+Gds2m41Pnjyuj33smKrVjKJoWQcOnNFTT9295Xhqqvb9Hju2ftm9935Dn/vcsKpVKYqkw4elT39aa+Pp6VonxqqZGenBB7Xl7bsdu/tLY5/1+xvWvfd+XZ/73O6ujrN7m8nJKe3f/zuJnSubz9fDkpI9X8kcRqZeyGwhY69mHhq6S3Nz46LTAwAApIUODwAA0Pf8dHa4ku3wqFTympi4oGo10/J9opU/1K22cRgyGemll2pF3sWiNDLS3v3btXF/UvL7jGN/rRznKLqiEyduUzZb6nxHXemVPoHQkdkPCxldvZqZTg8AANA9OjwAAADa4Kezw5Vsh0exuKetyQ6p9gZ8u2/kLy9LCyvLtZ8/73fiwd1fGvuMY3+tHOdqdadKpdHudtSVXukTCB2Z/bCQ0dWrmen0AAAAyWLCAwAA9C2/nR2uZDs8CoXziqLltu4TReufPmhVJiONrrwvv2dP+/dv18b9pbHPOPbXynGOoivK59N8k7BX+gRCR2Y/LGR09WpmOj0AAECyrL2iAgAAiEW5PKPZ2RHNz+/X3Ny4hobG664fGNgd6ziXO6Rc7j6v+9g4zmZLmpycUhRdkVR7A/3gwXPKrHzoI5ORjhxR3Xh6uvZvu9u448cfX19eqlBo//7tjjfuL419xrG/Rsf54MFzdT+rycnH6paz8nmuNBrncofX1udPKwOZwxxbyGwhY79kXu30mJ/fr9nZEZXLMwIAAPCJDg8AANB3kunscGWUZIfHqkolr1JpVPn8grLZiyoUXlGxOKzR0fVOioUFrY2lzZc1G7vavX+3+0tjn3Fsb/WyQqGsYrGgSmV4w88qre6OVb3aJxAaMvthIaOrXzLT6QEAANrXznwAEx4AAKDvLC6e0vz8/rRjpOKOO07phhv2pR0DG/Tz+Qig//A8BAAA2kVpOQAAQAPJdna44unwqFTympvbp0ol38E4o9deG9OpU7VPF0i1rxvHjbi3iXvc7f7S2Ge3+9t4m9de+1FJUZc/283j7vRqn0BoyOyHhYyufslMpwcAAPBrZ9oBAAAAklAuz+js2QdVW3oj0tDQuC5dOrN2/cDAbi0tfcPbOJc7JEl69dUnO97GyZPH9bGPHVO1mlEULevAgTN66qm7Wx7fe+839LnPDatarZVmHz4sffrTWhtPT0sPPFB/3GZmpAcf1Jb36Xbs7rPd/U1P1+7X7n262We33+PmfQ7r3nu/rs99bnfHP1t3PDk5pf37f6eL8/Vw1+dr0mMyk9lSxn7NvNrpsfpcPDY2reFh5wESAACgCyxpBQAAel46nR2u7jo8KpW8JiYuqFrNxJpqo0xGeuml+o6JkZHam/JJ7LOT/UUrf1zczn263We70jiuUXRFJ07c1kUXSL/0CaSNzH5YyOjq18x0egAAgOZY0goAAGCDy5fPK/03kZbVTWF5sbjH62SHJC0v10q0V50/7/dNeXefneyvWm3/Pt3us11pHNdqdadKpdFutqD0f2faReZkWMhsIaOrXzMv6/LlheY3AwAAaBETHgAAoGel29nh6q7Do1A4ryhaji9OA5mMNLrhPfI9e9Y/QZHEPjvZXxS1f59u99muNI5rFF1RPt/Nm4j90ieQNjL7YSGjq18z0+kBAADiZe0VFQAAQEvK5RnNzo5ofn6/5ubGNTQ0Xnf9wMDuRMe53CHlcvd1vI1stqTJySlF0RVJtTe0Dx48p8zKhz4yGenIEXU1fvzx9WWXpNp/T093t8129tnJ/qan279Pt/sM8bgePHiu7tyYnHysbjmr9s/Xw2vr83e6jeR/x8hMZjsZyVyz2ukxP79fs7MjKpdnBAAA0A06PAAAQM8Jo7PDlVE3HR6rKpW8SqVR5fMLymYvqlB4RcXisEZH1zspFhbU8biRbrfZ7j47uX/S+wzpuBYKZRWLBVUqwxvOjU67O1b1a59A0sjsh4WMLjLX0OkBAAA2a2c+gAkPAADQcxYXT2l+fn/aMRJxxx2ndMMN+9KOgRT10/kOoPfxvAYAAFyUlgMAgL4UVmeHK6NuOjy22iZrn/cvv+d7v/YJJI3MfljI6CJzDc9rAACgO9ZeUQEAADQUWmdH3B0ejcasfd6/fJ/v/donQObeyGwhI5kbj3leAwAA3WJJKwAAYF6YnR2ueDo8mu2Dtc97XzLnO30CySCzHxYyusjcGM9rAACAJa0AAECfuXz5vMJ/k2hZfic7avu4fHnB8z6QtmTO92oC+4gbmZNhIbOFjC4yN8bzGgAAaA8THgAAwKywOztcPjo8Nu+Dtc97l3u+Vyp5zc3tU6WSl6Sux/XoE0gGmf2wkNFF5sZ4XgMAAO2x9ooKAABAUvidHUl0eLD2ef9wz/fTp5/QxMQFHT16ShMTF/Txj3+lq/HJk8fr9kefAJktZ7aQkcytjXleAwAA7aLDAwAAmGOjs8OVRIfH5n2y9rl97vleqeQ1MXFB1Womtn1E0RWdOHGbstnS6iUrXy39jpE5GRYyW8joInNreF4DAKAf0eEBAAB6mo3ODlcSHR6b98na5/a553uxuCfWyQ5JqlZ3qlQa3XiJ7P2OkTkZFjJbyOgic2t4XgMAANtjwgMAAJiw2l+wtFTU4OAe2XsZk0SHx+Z9sva5XVt11BQK5xVFy7HuK4quKJ/f+CYifQLJILMfFjK6yNwantcAAMD2rL2iAgAAfWhjf8Hs7IgWF58xuNa5/w4P1j7vHdt11GSzJU1OTimKrkiqTVYcPHhOmZUPfWQy0pEj2nZ88OC5uvtPTj62YTkr+gTIbDuzhYxk7mzM8xoAAGiGDg8AABC0xn0dafRhdCuEzKx9bkGrHTWVSl6l0qjy+QVlsxdVKLyiYnFYo6NSoSAVi9LCgjaNC4WyisWCKpXhDfcvOVunTyAZZPbDQkYXmTvD8xoAAP2gnfmAnQllAgAA6Ejjvo54l/NJRgiZa2uf88ZQ2FrtqMlmS3UTFTfeeFajo8Nr40Kh9s8dLy7+vYrF6qb717P0pusqMifDQmYLGV1k7gzPawAAoB5LWgEAgCBt1V9Qk0YfRrdCyMza5yHb/pxvpvnPtr3t0yeQDDL7YSGji8yd4XkNAADUS/vVCQAAwCbb9RdI6fRhWOzwYO1zO5qd893+bNvdPn0CZLac2UJGMscz5nkNAAC46PAAAABBaa2/IIQ+jHaFmJm1z0PQamdHe9Z/tp1tP4S1+dtF5mRYyGwho4vM8eB5DQCAXtTOfACf8AAAAEFprb9gWWFNHLQixMy1tc+RrlY7O9qz/rPtbPtVD5l8I3MyLGS2kNFF5njwvAYAQL9jwgMAAAShvX6BEPow2hViZtY+T5N7zlcqec3N7VOlkpekLsfrP9vOth+1dJ+whNAn0C4y+2Eho4vM8eB5DQCAfrcz7QAAAADl8ozOnn1Qtb8UjTQ0NK5Ll86sXT8wsFtLS99YG+dyhyRJr7765Ja3CW0cYubVtc9Xj/vY2LSGhx8Q/HPP+dOnn9DDDx9RtZpRFC3rwIEzeuqpuzseP/LIk5LGO97+1FTt9+/Ysa1vMzk5pf37f2fte0r7fF7tEgjpd4zMZCQzz2sAACBZdHgAAIBUddYvEGIfRjMWMrP2eRLcc75SyWti4oKq1Uxs+4iiKzpx4jZls6WOth+t/NF2dZtfy437CEOIfQLNkNkPCxldZPaD5zUAAHoBHR4AAMCMzvoFQuzDaMZCZtY+T4J7zheLe2Kd7JCkanWnSqXRjrdfrW4/2eHuIwwh9gk0Q2Y/LGR0kdkPntcAAOg3LGkFAABSsbRU1OXL5zd0dvAJj/RlNDg4uvazGRzcw1/FxmTjMR0c3KON53yhcF5RtBz7Jzzy+YWOt9/qJzxW9xEGC39t7iKzHxYyusjsB89rAAD0Gz7hAQAAElcuz2h2dkTz8/s1NzeuoaHxuusHBnZvO87lDimXu6+t+6Q9tpA5lzukxcVn1n42s7MjKpdnhO5sPN9nZ0e0uPjM2tr3kpTNljQ5OaUouiKpNpFw8OA5ZVbmJzIZ6cgRbTs+ePBc3f0nJx9bW2qqk+1PT9f+tboPKYTz93DdcQ0hE5nJSOa0M/K8BgBAv6HDAwAAJKqzzg6XhU9LuCxkbvTXuqx/3o3G53vjc6FSyatUGlU+v6Bs9qIKhVdULA5rdFQqFKRiUVpY0KZxoVBWsVhQpTK84f6bezXa3b7U/j7SZeGvzV1k9sNCRheZ/eB5DQCAXtDOfABLWgEAgER11tnhWo4jSsIsZG70c6mtf84bQ51pfL43Phey2VLdJMKNN57V6Ojw2rhQWJ+I2DheXPx7FYvVTffvdvud7CNdIb/puhUy+2Eho4vMfvC8BgBAv2FJKwAAkKj1/oJuZCTtiCFNkixkjrT5Z1Nb/xydaXy+t3IutH7cO/udau/nGs/vrW+Nzt/QkdkPCxldZPaD5zUAAPpN6K9OAABAj1haKmpx8ZQkaWxsWrU3fSUpo1zuSFvjsbHHNTb2RFfbSHpsIfPY2PSmn83Y2OOSpMXFU1paKgqt2e58b+VcaOW4d/M71erPNc7f2zTO37QzkZmMZA4vI89rAAD0Npa0AgAA3pXLMzp79kHVlpaIVkpOV5eZ6PRrN/dN62sIGdrL+Prrz9b97MbGpjU8/ICwtdbOdzW4rPXj3u3vVCs/Vz+/t/yOkZmMZE43I89rAAD0NkrLAQCAV/GUlLssFIC7LGRupYCWstfttHa+d3IurB93X79TG3+ufvbhm4UCZReZ/bCQ0UVmP3heAwCgF7QzH8CSVgAAwKt4Sspdywp74qARC5mrav6zqpW9orHWzvdOzoX14+7rd2rjz9XPPnxr5fwNDZn9sJDRRWY/eF4DAKDfMOEBAAC8WF37P4reovhfclgoAHdZyNxKAW1GUXQta5873PO9Uslrbm6fKpW8JDnj2rmw/W0232f1uLe2j3bH9T/X1ZLyePfhm4UCZReZ/bCQ0UVmP3heAwCg39DhAQAAYueu/T80NK5Ll86sXT8wsFtLS9/oeJzLHZIkvfrqk7Ft0/fYQuZaR8P2GYeG7tLc3LhY+3yde76fPv2EHn74iKrVjKJoWQcOnNFTT929Np6aqv0uHDt295a3ccePPPKkpPGW99Hu2N3+2Ni0nn/+S21lbDaenJzS/v2/s3bc0jh/QxuTuX8zkjmcjDyvAQDQW+jwAAAAsUpm7X8LfRguC5k7WY+9v9c+d8/3SiWviYkLqlYzW94nWjnM1TYOcxRd0YkTtymbLbW0j3Zt3L4kVSq3amLiJVWr8X0qyd1H/Cz0CbjI7IeFjC4y+8HzGgAAvYAODwAAkJpk1v630IfhspC5k/XY+3vtc/d8Lxb3NJ2IqFbbm+yo3WenSqXRlvfRro3br+3j9lgnOxrtI34W+gRcZPbDQkYXmf3geQ0AgH7DhAcAAIiF384Ol4U+DJeFzJ2sx96fa59vdb4XCucVRcvb3jeK1j/l0aoouqJ8fqHlfbRr4/Zr+3hRURTvBJ27j/hZ6BNwkdkPCxldZPaD5zUAAPpN6K9OAACAAeXyjGZnRzQ/v19zc+MaGhqvu35gYHes41zukHK5+7zuox8z53KH19Y7b/U+q2ufz8/v1+zsiMrlGfW67c73bLakyckpRdEVSbU3+Q8ePKfMygcyMhlperr2b+NlR47Ujw8ePFe3jcnJx9aWgmplH+722tm+JO3d+5OamjrtdR8hnL9pj8ncvxnJHG7GfnxeAwCgl9DhAQAAupJMZ4fLQh+Gy0LmONZj7+21z1s93yuVvEqlUeXzC8pmL6pQeEXF4rBGR6XCyqEpFqWFBa1dtjouFMoqFguqVIY3bGNz70WzfXS3/WhlH8Me9xE3C30CLjL7YSGji8x+8LwGAEAvaGc+YGdCmQAAQI9KprPDFe9yPsmwkDmOn2Nt7fNefWOo1fM9my3VvcF/441nNTo6XHebQmF98mPjeHHx71UsVjdto919dLf9agL7iFvIb7puhcx+WMjoIrMfPK8BANBvWNIKAAB0JNnODpeFPgyXhcxxrMfem2ufd3e+t3ZMfO+jve03Ohfi3kfcLPQJuMjsh4WMLjL7wfMaAAD9JvRXJwAAIEBJd3ZY7MOwmDmO9dh7ce3zbs/3Vo6J7320u/1G50Lc+wjx/LX4O0dmmxnJbCdjLz6vAQDQy+jwAAAAbUmns8NloQ/DZSGzj/XYba997ud8rz8mvvfR2fZbORe63UfcLPQJuMjsh4WMLjL7wfMaAAC9oJ35AD7hAQAA2pJOZ4drWWFPHDRiIXNV8f9sa2ufW+XnfK8/Jr730dn2WzkXut1H3Hycv76R2Q8LGV1k9oPnNQAA+g0THgAAoCXprs3vstCH4bKQ2cd67DbXPnfP90olr7m5fapU8pLU5TijwcFR7/tYPe6dbT9q4T7d7qP5uD0W+gRcZPbDQkYXmf3geQ0AgH6zM+0AAAAgfOXyjM6efVC1v5KMNDQ0rkuXzqxdPzCwW0tL30hsnMsdkiS9+uqTqWXoxcyr65zHmXF17fPVc2dsbFrDww8oZO75fvr0E3r44SOqVjOKomUdOHBGTz11d8fjqakzGht7xus+HnnkSUnjHW9/aqr2+33smL99NBtPTk5p//7fWfu5pHH+WvydI7ONjGS2m9Hi8xoAAP2EDg8AALCtMNbmd1now3BZyJzEeuxhr33unu+VSl4TExdUrWZi20cmc1Wf/eyIstlXvO0jiq7oxInblM2WOtp+tHIqVLc5FbrdR/MM69tv8R4rX0N6rGqGzH5YyOgisx88rwEA0Avo8AAAALEJY21+l4U+DJeFzEmsxx722ufu+V4s7on1TXxJWl7eoVLpdq/7qFZ3qlQa7Xj71er2kx1x7KN5hvXtt3gPhfdY1QyZ/bCQ0UVmP3heAwCg3zDhAQAAGgqrs8NloQ/DZSFzEuuxh7n2+Vbne6FwXlG0HOu+Mpmryudf9LqPKLqifH6h4+1H0fqnPHzto3mG9e23eA+F91jVDJn9sJDRRWY/+vd5DQCAfhX6qxMAAJCCcnlGs7Mjmp/fr7m5cQ0NjdddPzCwO9VxLndIudx9QWXqhcy53OG19c597WN17fP5+f2anR1RuTyjtG13vmezJU1OTimKrkiqvQl/8OA5ZVY+zJDJSEeOaNvxwYPn6u7/e793Wnv37ve6j8nJx9aWgupk+9PTtX8+99HO9yCFcf5a/J3rx8wWMpK5dzKG+LwGAEA/o8MDAADUCbOzw5VR+H0YLguZ01iPPd21z1s93yuVvEqlUeXzC8pmL6pQeEXF4rBGR6VCQSoWpYUFbRoXCmUViwVVKsN19290LsS7j829F+1uX/K/j3a3vz0LfQIuMvthIaOLzH703/MaAAC9qJ35ACY8AABAncXFU5qf39/8hkBM7rjjlG64YV8q++70fG81cze/T7730c5xD/k4AUBo0nxeAwCgF1FaDgAA2hZ2Z4fLQh+Gy0LmNNZjT2ft8+7O9+aZt99+K+dCt/vo/ntIYh/xPu5Y6BNwkdkPCxldZPajf57XAABATeivTgAAQAJC7+yw2IdhMXMa67GnsfZ5t+d7s8zNtt/KudDtPuI47mkfJwvnr8XfuX7IbCEjmXs3I50eAACkiyWtAADoczY6O1wW+jBcFjKHsB6737XP/Zzv65lb234n50K7+2hX/XEP4zi1K4Tzt11k9sNCRheZ/QghI50eAAB0iyWtAABAyy5fPq+w36xoZFlhTxw0YiFzVemfC8u6fHnB29b9nO/rmVvbfifnQrv7aFf9cQ/jOLUrhPO3XWT2w0JGF5n9CCGj3+c1AABQjwkPAAD60Oq6+UtLRQ0O7pG9lwQW+jBcFjKHsB67n7XP3a6ISiWvubl9qlTyMWx9PXNrXRSdnAvt7qNd9cfdz+OC7+8hhPO3XWT2w0JGF5n9CCEjnR4AACQp7Wd+AACQsI3r5s/Ojmhx8Zng1+C22IdhMXMI67H7WPvc7Yo4ffoJTUxc0NGjpzQxcUEnTx6PLXMrXRSdnAvt7qPb4+7jccH39xDC+UvmMMYWMpK5fzLS6QEAQLLo8AAAoI80XjffQreEi8x+hLDWuau7tc/dc75SyWti4oKq1czabaLoik6cuE3ZbCmOwC3gXPCDzMmwkNlCRheZ/QgxI50eAAC0iw4PAADQUON18y10S7jI7EcIa527ulv73D3ni8U9dZMdklSt7lSpNNrxPtrHueAHmZNhIbOFjC4y+xFiRjo9AADwKfYJj9tuu007duzY9O+hhx6SJN1///2brhsfH2+yVQAA0A23v6CehW4JF5n9CGGtc1dna59vdc4XCucVRct1t42iKxoY+G5dp4fb8RHvmHPBDzInw0JmCxldZPYjxIx0egAA4FPsz/xf/epXVS6X1/598YtflCQdPHhw7TY/93M/V3ebp59+Ou4YAABghdtf4K6bb6FbwmIfhsXMIax1Hsfa59ud89lsSQcOnKm7/Z13flsPPTS71unx8Y9/pa7jI+7x88+f4lwgM5n7PCOZ+zcjnR4AAPjlvcPjgx/8oP77f//vOn/+vHbs2KH7779fr7/+ur7whS+0vI0333xTb7755tr40qVL2rVrFx0eAAA00bizw2WhT8BFZj9CXOvctf3a583O+UYdHknLZK7qs58dUTb7SmoZmrNwLrjInAwLmS1kdJHZDwsZ6fQAAKCZYDo8vv/97+szn/mMfvVXf1U7dqx/bP9LX/qS3vrWt+ptb3ubfu3Xfk3f+ta3tt3Oo48+quuvv37t365du3zGBgCgZzTu7HBZ6BNwkdmPENc6d22/9nmzc75Rh0fSlpd3qFS6PdUMzVk4F1xkToaFzBYyusjsh4WMdHoAABAnrxMeX/jCF/T666/r/vvvX7vsnnvu0Z/+6Z/q5MmT+v3f/3199atf1f79++s+weH68Ic/rDfeeGPt3yuvhPzXcAAApG/7zg5XRuH3CbjI7EeIa527Gq993uo536jDI2mZzFXl8y+mmqE5C+eCi8zJsJDZQkYXmf2wkJFODwAA4uT1mX9mZkb33HOPbrnllrXLfumXfknvec97tHfvXr33ve/V//gf/0Pnzp3TX/7lX265nWuuuUZDQ0N1/wAAQGPNOjssdkuQOamM4a113sra5+2c89lsSZOTU4qiK5JqheUHD55TZuVDH5mMdOSIYh0fPHiubn+/93untXfv/kSPWy+eC2Qms+WMZCbjKjo9AACIl7cOjwsXLuj222/XX/zFX+h973vftrfds2eP/s2/+Tf67d/+7Za23c6aXQAA9JPWOjtcGYXfLeEisx8W1jp3dXZcK5W8SqVR5fMLymYvqlB4RcXisEZHpUJBKhalhQV1PS4UyioWC6pUhuv2x7ngA5mTYSGzhYwuMvthIaOLTg8AAFztzAfs9BXik5/8pN761rfqPe95z7a3e+211/TKK69oeHjYVxQAAPpGa50drnSX9+kMmf2w9IbQqs6OazZbUjZbWhvfeONZjY6uvx4tFGr/uh0vLv69isXqpv2Fz+K5QOZkWMhsIaOLzH5YyOiqdXow4QEAQGe8LGlVrVb1yU9+UkeOHNHOnetzKt/5znf0oQ99SM8995xeeuklfelLX9J73/te3XTTTfqFX/gFH1EAAOgL7XV2uDIKv1vCRWY//Kx1XqnkNTe3T5VKPvZtd3pc6zPFv3769r+T/Xsu+EXmZFjIbCGji8x+WMjoymhwcHTteYReDwAA2uPlmf+v//qv9fLLL+tXf/VX6y7PZDJ64YUX9L73vU9ve9vbdOTIEb3tbW/Tc889p+uuu85HFAAAel67nR0WuyXInFTG+Nc6P3nyuCYmLujo0VOamLigkyePx5y5/ePqZjp9ejrW9dOb/U7267lAZjKTkcxkbO15bXHxmbXnEXo9AABoj7cOD5/o8AAAoKazzg5XRuH3CbjI7Ee8a51XKnlNTFxQtZpZ30N0RSdO3Bbj8k7tHdfWMnW+fnprv5P9dy4kg8zJsJDZQkYXmf2wkNHVKDO9HgCA/tbOfIC1z3YCAIANOuvscC0r7DdeGyGzH1XF+aZQsbinbmJBkqrVnSqVRmPbR7vHtbVMtfXTO9Ha72T/nQvJIHMyLGS2kNFFZj8sZHQ1ytz58xIAAP2GCQ8AAAwbHNyj7p/OMwq/T8BFZj/iXeu8UDivKKovFY+iK8rn43zTpr3j2lqm2vrpnWjtd7L/zoVkkDkZFjJbyOgisx8WMroaZe78eQkAgH5j7ZkfAABovRBZksbGplV7A1WSMsrljrQ1Hht7XGNjT3S1jaTHZPaVcbrr82njOJu9qKmpM4pWXnFGkTQ19ZykzEph+K3K5Y6oUrm14/HqcW31PlJGU1NnlFmJnMnUMmWzF+t+VpLaKott53eyH88FMpOZjGQmY+eZO3leAgCgX+1MOwAAAGhPuTyjs2cfVG25g0i1Ms7VpQ86/drNfdP6GkKGXszsa5s1L7zwEzp27CVVqzsURVd1+PAOffrTVzseT0/XPinx4IO/2tY2qivRqmsR1zO//vqzdb9jY2PTGh5+YNP3sqqz38k4j6+lc4HMZCYjmcnYbuZ2n5cAAOhnlJYDAGBIPCXlrszK9iy9JCCzH/5Ly+O2+umRaheRmxepb10W29nvZP+dC8kgczIsZLaQ0UVmPyxkdLWSmRJzAEB/obQcAIAeFU9JuctCgbKLzH5UFef51aggPG7VaneTHbVtNCtS37ostrPfyf47F5JB5mRYyGwho4vMfljI6GolMyXmAABshQkPAAAMWO0HiKK3KP6n74zCL1B2kdkP/6XlcYui9U95dL6NZkXqGUXRtXVrp3f3O9l/50IyyJwMC5ktZHSR2Q8LGV2tZN78vAQAAGqsPfMDANB3yuUZzc6OaH5+v+bmxjU0NF53/cDA7q7Gudwh5XL3xbpN32My+8p4eKV/Ip5tZrMlTU5OKYquSKpNLBw8eK6uMPzIEXU1np6u/WvnPgcPnqvLNDn5WN1yVu73NDR0l+bmxjU/v1+zsyP6+tfv7+p3sh/PBTKTmYxkJmN8md3npXJ5RgAAoIYODwAAAuans8OVUfh9Ai4y++FnrfNKJa9SaVT5/IKy2YsqFF5RsTis0VGpUJCKRWlhQR2PpdbvUyiUVSwWVKkMb8i0VXeHL/17LvhF5mRYyGwho4vMfljI6OokM50eAIDe1s58ABMeAAAEbHHxlObn96cdA4jVHXec0g037Etl3/xOAQB6UZrPrQAA+EZpOQAAxvnt7HBlFH6fgIvMfiSx1nk6644n+zvVDOeCH2ROhoXMFjK6yOyHhYyuTjLT6QEAwCprz/wAAPQ8350dFvsEyJxURv9rnaex7njSv1OcC2QmMxnJHMbYQsY4MtPpAQDAOpa0AgAgIMl0drgyCr9PwEVmP9JY69zvuuPp/E41w7ngB5mTYSGzhYwuMvthIaMrjsx0egAAegtLWgEAYNTly+eV/P+ULyvsN14bIbMfVaVx/l2+vOBt6+n8TjXDueAHmZNhIbOFjC4y+2EhoyuOzH6fWwEACBkTHgAABCDdfoGMwu8TcJHZjzTWOvez7nhYnR0uzgU/yJwMC5ktZHSR2Q8LGV1xZKbTAwDQv6w98wMA0HPS7hew0CdA5qQyJr/WuY91x9P+neJcIDOZyUjmMMYWMvrITKcHAKCf0eEBAECKwugXyCj8PgEXmf0IYa3z7tYdD+N3qhnOBT/InAwLmS1kdJHZDwsZXT4y0+kBALCNDg8AAIwIo1/AQp+Ai8x+hLDWeXfrjofxO9UM54IfZE6GhcwWMrrI7IeFjC4fmen0AAD0DyY8AABIQVj9AhmF3yfgIrMfIax13tm642H9TjXDueAHmZNhIbOFjC4y+2Eho8tHZjo9AAD9w9ozPwAA5oXWL2ChT4DMSWVMf63zTtYdD+13inOBzGQmI5nDGFvImERmOj0AAP2EDg8AABIUZr9ARuH3CbjI7EeIa51vv+54mL9TzXAu+EHmZFjIbCGji8x+WMjoSiIznR4AAFvo8AAAIFBh9gtY6BNwkdmPENc6337d8TB/p5rhXPCDzMmwkNlCRheZ/bCQ0ZVEZjo9AAC9iwkPAAASEHa/QEbh9wm4yOxHiGudb153fPX3aWmpqMHBPQovczOcC36QORkWMlvI6CKzHxYyupLITKcHAKB3WXvmBwDAnND7BSz0CZA5qYzhrXXurjv+9a/fv/b7NDs7osXFZ4LLzLlAZjKTkcxhjC1kTCMznR4AgF5GhwcAAB7Z6BfIKPw+AReZ/bC41rmF4+qycJwtZHSRORkWMlvI6CKzHxYyutLITKcHACBsdHgAABAIG/0CFvoEXGT2w+Ja5xaOq8vCcbaQ0UXmZFjIbCGji8x+WMjoSiMznR4AgN7BhAcAADGz1y+QUfh9Ai4y+xHGWueVSl5zc/tUqeRbuHU6x7W9jK4wjvP2LGR0kTkZFjJbyOgisx8WMrrSyEynBwCgd1h75gcAIGgb+zqs9AtY6BMgc1IZ01/r/OTJ45qYuKCjR09pYuKCTp483iRz8se13YwhHudeyEhmMlvOSGYyhpSZTg8AQC+hwwMAgJg07uvIKPx+AQsZXWT2I921ziuVvCYmLqhazawniq7oxInblM2WtrhXsse1s4wuC2vKW8joInMyLGS2kNFFZj8sZHSFkJlODwBAWOjwAAAgBY37Oiz0C1jI6CKzH+mudV4s7qmbSJCkanWnSqXRbe6V7HHtLKPLwpryFjK6yJwMC5ktZHSR2Q8LGV0hZKbTAwBgFxMeAAB0abWzI4reos1PrRmF39tgIaOLzH6ku9Z5oXBeUbRcd1kUXVE+X/+mS31/RrLHtdWM27OwpryFjC4yJ8NCZgsZXWT2w0JGVwiZ6fQAANiV9rMoAACmbezsmJsb19DQeN31Nnobws9I5qQyprvWeTZb0oEDZ+quP3Dgubqlotz+jOefP5XocW0lY+jHuVcykpnMljOSmYwhZ6bTAwBgGR0eAAB0qHFnhyuj8HsbLGR0kdmPsDs8Gl2fyVzVZz87omz2lSAytiaE9dmbsZDRReZkWMhsIaOLzH5YyOgKMTOdHgCAdNHhAQBAAhp3drgs9DZYyOgisx9hd3g0un55eYdKpduDydiaENZnb8ZCRheZk2Ehs4WMLjL7YSGjK8TMdHoAAOxgwgMAgDZt39nhyij83gYLGV1k9iPsDo9G12cyV5XPvxhMxtaEsD57MxYyusicDAuZLWR0kdkPCxldIWam0wMAYEdoz6IAAAStWWeHzd6G8DOSOamMYXd4NLr+0KEd2rt3fzAZW9le2se5VzKSmcyWM5KZjJYy0+kBALCEDg8AAFrUWmeHK6PwexssZHSR2Q86PLrN2JoQ12d3WcjoInMyLGS2kNFFZj8sZHRZyEynBwAgWXR4AADgQWudHS4LvQ0WMrrI7AcdHt1mbE2I67O7LGR0kTkZFjJbyOgisx8WMrosZKbTAwAQLiY8AABoor3ODldG4fc2WMjoIrMfdHh0m7E1Ia7P7rKQ0UXmZFjIbCGji8x+WMjospCZTg8AQLhCfxYFACBV7XZ22OxtCD8jmZPKSIdHtxlb2V7ax7lXMpKZzJYzkpmMljPT6QEACBkdHgAAbKGzzg5XRuH3NljI6CKzH3R4dJuxNRbWZ7eQ0UXmZFjIbCGji8x+WMjospiZTg8AgF90eAAAEIPOOjtcFnobLGR0kdkPOjy6zdgaC+uzW8joInMyLGS2kNFFZj8sZHRZzEynBwAgHEx4AACwhcHBPer+qTKj8HsbLGR0kdkPOjy6zdgaC+uzW8joInMyLGS2kNFFZj8sZHRZzJzR4GA7E/8AAPhj7VkUAADvVkvKJWlsbFq1N6olKaNc7khb47GxxzU29kRX2/A9tpCRzEllnO76nO9mnM1e1NTUGUUrr1CjSJqaek7Z7MUtr3/88R1617se3rTNSuVWzc3tU6Vya8N9dnp9s4ztHOdmGfr5XCBzuGMLmS1kJDMZeyvz4xoYKKy9hqbIHACQpp1pBwAAICTl8ozOnn1QtaUEItVKI1eXFej0azf3TeprCBnIHMbXUDJs1Oz6+ts8/fQDOnbsk6pWdyiKrmpq6rTe+c4/ie361jJu//Xppx/Qgw/+apN9pP01hAxkDvNrCBl6ISOZydg7md3X0GNj0xoefkAAACSN0nIAAFbEU1LuyqxsL+SnWwsZXWT2w35peSfbiPP61r7PWzUx8ZKq1fUlztovPvfNYmkumZNhIbOFjC4y+2Eho6tXMlNkDgCID6XlAAB0IJ6ScpeFomoLGV1k9qOqNN9giaO0vJNtxHl9a9/n7XWTHZ1sw790z4XOkDkZFjJbyOgisx8WMrp6JTNF5gCAdDDhAQDoe6vrDUfRWxT/U2NG4RdVW8joIrMf9kvLO9lGnNe39n2+qCiqn/xqv/jcN4uluWROhoXMFjK6yOyHhYyuXsmcURRdS6cHACBx1p5FAQCIVbk8o9nZEc3P79fc3LiGhsbrrh8Y2N3VOJc7pFzuvli3GffYQkYyJ5Xx8EpvTToZstmSDhw4U3f9gQPPrS3z1Oj6Q4d2aO/e/V1tI87rW/me9+79SR0+XD/51e42ev1cIHO4YwuZLWQkMxl7PfPQ0F2amxvX/Px+zc6OqFyeEQAASaDDAwDQt/x0drgyCr+3wUJGF5n9oMODDo9VvbKGfOjI7IeFjC4y+2Eho6tXM9PpAQDoHB0eAAC0wE9nh8tCb4OFjC4y+0GHBx0eq3plDfnQkdkPCxldZPbDQkZXr2am0wMAkAwmPAAAfcdvZ4cro/B7GyxkdJHZj2TWDa9U8pqb26dKJV93eS91eGz1Pda2QYeHH2ROhoXMFjK6yOyHhYyuXs1MpwcAIBnWnkUBAOiK784Om70N4Wckc1IZ/a8bfvLkcU1MXNDRo6c0MXFBJ08eX7uuVzo8tvseJTo8yExmMpKZjP2XmU4PAEBS6PAAAPSNZDo7XBmF39tgIaOLzH74XTfcR39GaB0erXR80OHhC5mTYSGzhYwuMvthIaOrXzLT6QEAaB0dHgAANJBMZ4fLQm+DhYwuMvvhd91wH/0ZoXV4tNLxQYeHL2ROhoXMFjK6yOyHhYyufslMpwcAwA8mPAAAPS/Zzg5XRuH3NljI6CKzH37XDd+q/2Jg4Luam9unwcHvtH39aofHamdGJ9tI8vpKJU+HhzdkToaFzBYyusjsh4WMrn7JTKcHAMAPa8+iAAC0JenODpu9DeFnJHNSGf2uG96o/+LOO7+thx6a1dGjp/TQQ7O6885KW9cfOrRDL7/8p2udGZ1sI8nrJyYu6OWXP0OHB5nJ3OcZyUzGfs9MpwcAwBc6PAAAPSudzg5XRuH3NljI6CKzH8l3eHQrWolcNbT6R6PMdHjEgczJsJDZQkYXmf2wkNHVr5np9AAAbI0ODwAAlFZnh8tCb4OFjC4y+5F8h0e3qlVbkx1S48x0eMSBzMmwkNlCRheZ/bCQ0dWvmen0AADEgwkPAEDPSbezw5VR+L0NFjK6yOxH8h0e3Yqi9U9MWNEoMx0ecSBzMixktpDRRWY/LGR09WtmOj0AAPGw9iwKAMC20u7ssNnbEH5GMieV0X+Hx+TklKLoiqTam/wHD55TZuVDH5mMdOSI2hpPT9f+dbONpMfT09LU1LN1x2Fy8jE6PMgcRKZeyGwhI5nJSOb6MZ0eAIC40OEBAOgZYXR2uDIKv7fBQkYXmf1IZt3wSiWvUmlU+fyCstmLKhReUbE4rNFRqVCQikVpYUEtj6X275Pm+Kabao9VlcrwhuMQSnfHqn5dQz5pZPbDQkYXmf2wkNFF5ho6PQAA69qZD2DCAwDQMxYXT2l+fn/aMQC06Y47TumGG/alHSMxPFYBANBcv70+AABsjdJyAEBfCauzw5VR+L0NFjK6yOxHGuuG98ea3auPU0tLRQ0O7lF4j1Wufl1DPmlk9sNCRheZ/bCQ0UXmmv54fQAAiJ+1Z1EAAOqE1tlhs7ch/IxkTipj8uuG98Oa3Rsfp2ZnR7S4+Ezw67P36xryZO6NzBYykpmMZOb1AQDAD5a0AgCYFWZnhyuj8HsbLGR0kdmPENYN7601uxs/TnEu+EHmZFjIbCGji8x+WMjoInNjvfX6AADQHpa0AgD0hcuXzyv8/xlcVthvako2MrrI7EdV6f9OLevy5YWUM8Sn8eMU54IfZE6GhcwWMrrI7IeFjC4yN9Zbrw8AAP4w4QEAMCfszg5XRuH3NljI6CKzHyGsG94ba3Zv/zjFueAHmZNhIbOFjC4y+2Eho4vMjfXG6wMAgH/WnkUBAH0u9M4Om70N4Wckc1IZ0183vBfW7G72OMW5QGYyk5HMZCRz/70+AAAkgw4PAIAZNjo7XBmFv1a/hYwuMvsR4rrhttbsbu1xinPBDzInw0JmCxldZPbDQkYXmVtj6/UBAKA7dHgAAHqSjc4Ol4W1+i1kdJHZjxDXDbe1Zndrj1OcC36QORkWMlvI6CKzHxYyusjcGluvDwAAyWHCAwAQtNV18JeWihoc3CN7T10Zhb9Wv4WMLjL7EeK64TbW7G6vW4hzwQ8yJ8NCZgsZXWT2w0JGF5lbY+P1AQAgedaeRQEAfWTjOvizsyNaXHzG4JrGFtbqDz8jmZPKGN664RbW7G63W4hzgcxkJiOZyUjm3n99AABIBx0eAIAgNV4HP6Pw1713WchsIaOLzH5YWDc8rDW7O+sW4lzwg8zJsJDZQkYXmf2wkNFF5s6E9foAABAvOjwAAOY1Xgffwrr3LguZLWR0kdkPC+uGh7Vmd2fdQpwLfpA5GRYyW8joIrMfFjK6yNyZsF4fAADSw4QHACAo26+Dn1H46967LGS2kNFFZj8srBsexprd7XV2SJVKXnNz+1Sp5MW54AuZk2Ehs4WMLjL7YSGji8ydCeP1AQAgfWk/IwEAsKbZOvgW1r23uVZ/+BnJnFTG8NcND2HN7nY7O06ePK6JiQs6evSUJiYu6PnnT3EukJnMfZ6RzGQkc++9PgAAhIEODwBAEFpbBz+j8Ne9d1nIbCGji8x+hLAGd7uSXbO73c6OSiWviYkLqlYza5dlMlf12c+OKJt9xVPKOFg8F8icDAuZLWR0kdkPCxldZI4HnR4A0Evo8AAAmNPaOvgW1r13WchsIaOLzH6EsAZ3u5Jds7vdzo5icU/dZIckLS/vUKl0e8zJ4mbxXCBzMixktpDRRWY/LGR0kTkedHoAQL9iwgMAkKr21sHPKPx1710WMlvI6CKzHyGswd2ujAYHR9ceS3yt291uZ8eqQuG8omi57rJM5qry+Rc33ba+52OzZtfHy+K5QOZkWMhsIaOLzH5YyOgiczzo9ACAfhXaMxIAoI+0uw6+hQ4Ei5ktZCRzUhnTX4O7k+O6uPjM2mOJj3W7232s2jjOZks6cOBM3fWHDu3Q3r376y5zez5Onjze1vWcC2Qms62MZCYjmf2O6fQAgP5FhwcAIBXtroNfk1H4HQguC5ktZHSR2Y8Q1+BuplHm+Nbt7uyxal0rHR6NbhNFV3TixG3KZktNr/ejV86F0JHZDwsZXWT2w0JGF5n9oNMDACyjwwMAELx218GvsdCB4LKQ2UJGF5n9CHEN7mYaZY5v3e7OHqvWtdLh0eg21epOlUqjLV3vR6+cC6Ejsx8WMrrI7IeFjC4y+0GnBwD0CyY8AACJ6nQd/JqMwu9AcFnIbCGji8x+hLgGdzONMne/bnd3j1XrWunwaHSbKLqifH6hpev96JVzIXRk9sNCRheZ/bCQ0UVmP5Lp/AIApC/0ZyQAQA/pZh18yUYHgsXMFjKSOamM4a3B3Unmbtft7vaxauO4lQ6PRrc5cOC5teWqml3fbqZWxr1yLqSdicxkJDMZyRzGOInOLwBAGOjwAAAkott18GsyCr8DwWUhs4WMLjL7YWENblcrmVtftzuex6p1dHgkiczJsJDZQkYXmf2wkNFFZj/8dn4BAPyiwwMAEJxu18GvsdCB4LKQ2UJGF5n9sLAGt6uVzK2v2x3PY9U6OjySROZkWMhsIaOLzH5YyOgisx9+O78AAOFgwgMAkIjBwT3q/mkno/A7EFwWMlvI6CKzHxbW4Ha1krm2bncr4nmsWkeHR5LInAwLmS1kdJHZDwsZXWT2o3HnV6uvDwAAdoT+jAQAMG61GFCSxsamVXvTV5IyyuWOtDUeG3tcY2NPdLWNpMcWMlvISOakMk53/XsaYuaxsccladuS0jgfqzaOs9mLmpo6o2jlVXcUSY8/vkPvetfD295mauo5ZbMXW7qec4HMZLaXkcxkJHP6GVt5fQAAsGdn2gEAAL2rXJ7R2bMPqvbx8Ui1MsPVj5J3+rWb+6b1NYQMvZCRzGTsLPPrrz9b91g0Njat4eEH1u7p57GqUUZXs9u0ez3nQhgZyBzG1xAykDmMryFkIHMYX+sva/b6AABgE6XlAAAv4i7+rcmsbM/SU5eFzBYyusjsh4XSUVcnmddLSv08Vq2jtDxJZE6GhcwWMrrI7IeFjC4y+9FKRkrMASBUXkvLv/KVr+i9732vbrnlFu3YsUNf+MIX6q6/evWqPvKRj+iWW27R4OCg9u3bp7/7u7+ru82bb76p3/zN39RNN92ka6+9VgcOHFCxyMcHAaCXxF38W2Oh9NllIbOFjC4y+1FV2G9WNNJJ5vWSUj+PVesoLU8SmZNhIbOFjC4y+2Eho4vMfrSSkRJzAOgFbU94fPe739Udd9yhT3ziEw2vn5qa0h/8wR/oE5/4hL761a/q5ptv1s/8zM/oH//xH9du88EPflCf//zndeLECZ0+fVrf+c539C//5b/U8vJyw20CAOxYXQc/it6i+KuiMgq/9NllIbOFjC4y+2GhdNTVSeaMouhaj49V6ygtTxKZk2Ehs4WMLjL7YSGji8x+tJJx/fUBnR4AYFfbz0j33HOPPvrRj+oDH/jApuuuXr2qP/zDP9Tk5KQ+8IEPaO/evXryySf1ve99T3/2Z38mSXrjjTc0MzOj3//939dP//RP6x3veIc+85nP6IUXXtBf//Vfd/8dAQBSUy7PaHZ2RPPz+zU3N66hofG66wcGdnc1zuUOKZe7L9Zt+h5byGwhI5mTynh4pb8inEw+Mg8N3aW5uXFvj1Ubx9lsSQcOnKm7/tChHdq7d/+2tzlw4Lm15aqaXR93Zql/zoW0x2Tu34xkJiOZw8u48fXB7OyIyuUZAQDs6arDY8eOHfr85z+v97///ZKkF198Ubt379bXvvY1veMd71i73fve9z790A/9kJ588kmdPHlSP/VTP6X/83/+j2644Ya129xxxx16//vfr0ceeWTTft588029+eaba+NLly5p165ddHgAQEB8r4Nfk1H4HQguC5ktZHSR2Q8La3C7ws5Mh0eSyJwMC5ktZHSR2Q8LGV1k9qO7zi8AQLq8dnhs5+LFi5KkXC5Xd3kul1u77uLFi/qBH/iBuskO9zauRx99VNdff/3av127dsUZGwAQA9/r4NdY6EBwWchsIaOLzH5YWIPbFXZmOjySROZkWMhsIaOLzH5YyOgisx/ddX4BAOzwssjijh3161NfvXp102Wu7W7z4Q9/WG+88cbav1deeSW2rACA7vjt7HBlFH4HgstCZgsZXWT2w8Ia3K6wM9PhkSQyJ8NCZgsZXWT2w0JGF5n96K7zi04PALAj1mekm2++WZI2fVLjW9/61tqnPm6++WZ9//vf1+Li4pa3cV1zzTUaGhqq+wcASJ/vzo7Na++G34FgMbOFjGROKmP4a3Bby0yHR3JjMpPZUkYyk5HM4Wek0wMAbIq1w+Pq1au65ZZb9Fu/9Vs6duyYJOn73/++3vrWt+r3fu/39Ou//ut64403lM1m9ZnPfEa/+Iu/KEkql8sqFAp6+umn9bM/+7NN99vOml0AAD+S6exwZRR+B4LLQmYLGV1k9sPCGtyusDPT4ZEkMifDQmYLGV1k9sNCRheZ/YgjI50eAJCWduYDdra78e985ztaWFj/+Pw//MM/6H//7/+tH/7hH9att96qD37wgzp+/Lj27NmjPXv26Pjx4/rBH/xB/fIv/7Ik6frrr9cDDzygf/fv/p1uvPFG/fAP/7A+9KEP6e1vf7t++qd/ut04AICUJNPZ4VpufpPgWMhsIaOLzH6E/EbFVsLOvF2Hx+qEx3YdHdlsqen1foR9XBsjczIsZLaQ0UVmPyxkdJHZjzgy1jo9mPAAgLC1PeHxN3/zN/rJn/zJtfHRo0clSUeOHNGnPvUpHTt2TJcvX9Zv/MZvaHFxUXfddZf+6q/+Stddd93aff7zf/7P2rlzp37xF39Rly9f1k/91E/pU5/6lDKZzKb9AQDCsrRU1OXL5zd0dvAJj+1ZyGwho4vMflj4C01X2JlX+zfcT3g06vBwP8Hhdnhsdb0fYR/XxsicDAuZLWR0kdkPCxldZPYjnk94rHZ6DA7uYeIDAALVdofHvn37dPXq1U3/PvWpT0mqLXP1kY98ROVyWUtLS/ryl7+svXv31m1jYGBAf/RHf6TXXntN3/ve9/Tf/tt/065du2L5hgAA/iTd2bF57d3wOxAsZraQkcxJZQx/DW5rmenwSG5MZjJbykhmMpLZXkY6PQDAhq46PNJChwcAJC+dzg5XRuH/hbzLQmYLGV1k9sPCX2i6ws5Mh0eSyJwMC5ktZHSR2Q8LGV1k9sNHRjo9ACAp7cwHtP0JDwBAf0qns8O1rLDfLG7EQmYLGV1k9qOq9H/P2xV25u06PLa7zWpHRyvX+xH2cW2MzMmwkNlCRheZ/bCQ0UVmP3xkrHV6AADCwoQHAGBbS0tFLS6e2tDZkaaMpB0pZ2iXhcwWMrrI7Eek9H/P2xVG5kolr7m5fapU8nWXr/ZvbLRVh8dGjTo8trrejzCOa3vInAwLmS1kdJHZDwsZXWT2w0fG9U6PpaVizNsGAHQq9GckAECK0u7s2Lz2bvgdCBYzW8hI5qQyhr8Gd4iZT548romJCzp69JQmJi7o5Mnja9fR4ZHcmMxktpSRzGQks/2MdHoAQJjo8AAANBRGZ4cro/A7EFwWMlvI6CKzHxbW4Hale1w76d+gw8MXMifDQmYLGV1k9sNCRheZ/UgiI50eAOALHR4AgK6F0dnhstCB4LKQ2UJGF5n9sLAGtyvd49pJ/wYdHr6QORkWMlvI6CKzHxYyusjsRxIZ6fQAgBDsTDsAACAsS0tFXb58fkNnR0j/82LhL+RdFjJbyOgisx8W/kLTle5xXe3XcD99MTDwXc3N7dPg4Hc2Xb/a4VGp5FUs7ml4m2bbSKbDQ7J1LpA5GRYyW8joIrMfFjK6yOxHMp/wWO30GBzcwyc9ACAlfMIDALAmtM6OzWvvht+BYDGzhYxkTipj+Gtwh3ZcG/Vr3Hnnt/XQQ7M6evSUHnpoVnfeWam7/tChHXr55T9d6/1odJtm26DDg8xktp2RzGQkc+9lpNMDAMJAhwcAQFKonR2ujML/C3mXhcwWMrrI7IeFv9B0pXtcG/VrNBOtHOZqF4eZDo9GyJwMC5ktZHSR2Q8LGV1k9iONjHR6AEBc6PAAALQtzM4Ol4UOBJeFzBYyusjsh4U1uF3hdXg0U612N9lR2wYdHpuRORkWMlvI6CKzHxYyusjsRxoZ6fQAgDQw4QEAfW5pqajFxVMbOjtClpG0I+0QbbKQ2UJGF5n9iBT+44Ar3eO62uHRjiha/5RHp5Lp8LB2LpA5GRYyW8joIrMfFjK6yOxHGhnXOz2WlooJ7xsA+lfoz0gAAI9C7+wIba3+Xs1sISOZk8oY/hrcoR3XbLakyckpRdEVSbWJiIMHzymz8qGPTEY6ckR14+np2r/tbuOODx48V7ePycnH6PAgM5kNZyQzGcnc+xnp9ACAdNDhAQB9ykZnhyuj8DsQXBYyW8joIrMfFtbgdoVxXCuVvEqlUeXzC8pmL6pQeEXF4rBGR6VCQSoWpYUFrY2lzZdtNS4UyioWC6pUhjfsw1d3xyqL5wKZk2Ehs4WMLjL7YSGji8x+hJCRTg8A6FQ78wE7E8oEAAiMjc4OV3vLxoTBQmYLGV1k9sPaY4IUynHNZkt1kxA33nhWo6PDa+NCYX2iY6vLthovLv69isXqpn34ZfFcIHMyLGS2kNFFZj8sZHSR2Y8QMtY6PZjwAAC/WNIKAPrIal/H0lJRg4N7ZO9pIKPwOxBcFjJbyOgisx8W1uB2hXhc41mzO92OJYvnApmTYSGzhYwuMvthIaOLzH6EkJFODwBIQtqP9gCAhGzs65idHdHi4jPBr7Ub2lr9vZrZQkYyJ5Ux/DW4LRzXONbsTrtjyea5QGYy28lIZjKSuf8y0ukBAMmgwwMA+kDjvo6MQlj3vj1k9sNCRheZ/Qhhfet2WTiu7a3ZHUbHksVzgczJsJDZQkYXmf2wkNFFZj9CzEinBwC0qp35AD7hAQB9oHFfx7LCfoOwETL7YSGji8x+VBXWGwGtsHBca2t2tyqMjiWL5wKZk2Ehs4WMLjL7YSGji8x+hJixvdcHAIDWMOEBAD1s+/XfMwpv3ftmyOyHhYwuMvsRwvrW7bJwXFtbs9t9zK5U8pqb26dKJd/SXtq9/fYsngtkToaFzBYyusjsh4WMLjL7EWJGOj0AwIfQHu0BADFptv57iOveW1yrvxcyW8hI5qQypr++dS8e11bW7HYfs0+ffkITExd09OgpTUxc0MmTx7fdx8mTx9u6fW+eC2Qms52MZCYjmclIpwcA+EGHBwD0oNbWf88o/HXvXWT2w0JGF5n9CHF962YsHFdX/Zrd7mN2pZLXxMQFVauZtXtE0RWdOHGbstnSpq21e/vWWDwXyJwMC5ktZHSR2Q8LGV1k9sNCRjo9AGArdHgAQJ9rbf13C+veu8jsh4WMLjL7EeL61s1YOK6u+jW73cfsYnFP3eSFJFWrO1UqjTbcWru3b43Fc4HMybCQ2UJGF5n9sJDRRWY/LGSk0wMA4rAz7QAAgPgsLRV1+fL5DZ0dfMIjfRYyW8joIrMfFv760WXhuLoyGhwc3fIxu1A4ryha3vSJjXy+8Zsg7d6+NRbPBTInw0JmCxldZPbDQkYXmf2wkHG902NwcA+f9ACADvEJDwDoEc06Oyyue09mMpKZ9a174bg2yry4+MyWj9nZbEkHDpypu8+BA8/VLU+1cZvt3r61jBbPBTKT2U5GMpORzGR0x3R6AEA86PAAgB7QWmeHKyOLfxVNZh8sZHSR2Q8Lf/3osnBcXdtnpsOjU2ROhoXMFjK6yOyHhYwuMvthIaOLTg8AWEWHBwD0mdY6O1w2170nsw8WMrrI7IeF9a1dFo6ra/vMdHh0iszJsJDZQkYXmf2wkNFFZj8sZHTR6QEAnaDDAwAMa6+zw9V7fxUdJguZLWR0kdkPm3/9GP5xdW2fmQ6PTpE5GRYyW8joIrMfFjK6yOyHhYyu+s4vej0AoDV8wgMAjGq3s6NX1r0nc39mJHNSGcNf39ricW03Mx0eZA55bCGzhYxkJiOZydjK64WNnV/0egBAa+jwAACDOuvscGXUa38VHSYLmS1kdJHZD5t//Rj+cXVtn5kOj06RORkWMlvI6CKzHxYyusjsh4WMrkaZ6fUA0J/o8ACAHtdZZ4er99a9D5OFzBYyusjsh831rcM/ri46PPwgczIsZLaQ0UVmPyxkdJHZDwsZXY0y0+sBAM0w4QEABg0O7lH3D+EZSTtiSJMkMvthIaOLzH5Esvfy0MJxdW2febWTY6NWOjxavX1rLJ4LZE6GhcwWMrrI7IeFjC4y+2Eho6tR5lqvBwBga9Ye7QGgry0tFbW4eEqSNDY2rdqbZpKUUS53pK3x2NjjGht7oqttJD0mc/9mJHNSGae7fmzp1eNaqdyqubl9qlRu7Xq8mnmr20gZTU2dUbTySj2KpKmp55TNXmyYMZu9qKmpM8qsRM5kareXMnXb7/1zgcxktpORzGQkMxk7yTw29rgkaXHxlJaWigIAbLYz7QAAgNaUyzM6e/ZB1T7WHKlWurf6EedOv3Zz37S+hpChFzOHkIHMYXwNIUNYmZ9++gEdO/ZJVas7FEVXdfjwDn3601c7Hk9P1z7d8eCDv7rtfTbbPmt1ZVitSi+88BM6duylte1NTZ3WO9/5J21+736Op9+vIWQgcxhfQ8hA5jC+hpCBzGF8DSFDd5lff/3Zuv8nHBub1vDwAwIArKO0HAAMiKek3JVZ2Z6lpwEy+2Eho4vMflgs9PR7XBsVgndr9ZMb1TYOc7ul5e3cf4t7rHy1dC6QORkWMlvI6CKzHxYyusjsh4WMrlYyU2IOoD9QWg4APSaeknJX7xX9hslCZgsZXWT2oypbbwRIvo9ro0LwblWr7U121O7TXml5O/ff4h6ydy6QORkWMlvI6CKzHxYyusjsh4WMrlYyU2IOAC4mPAAgYKudHVH0FsX/kJ1RrxX9hslCZgsZXWT2w2Khp9/j2qgQvFtRtP4pj9bv015peTv33+IesncukDkZFjJbyOgisx8WMrrI7IeFjK5WMmcURdfS6QEAG1h7tAeAvlEuz2h2dkTz8/s1NzeuoaHxuusHBnZ3Nc7lDimXuy/Wbfoek7l/M5I5qYyHV/qBwsmU9nHNZks6cOBM3fV33626gvAjR9obT0/X/m13m4MHzymKrkiqTVZMTj5WtxyVm3Fycqru9j/+4xe10YEDz215/0Zjm+cCmclsJyOZyUhmMsaReWjoLs3NjWt+fr9mZ0dULs8IAPodHR4AECA/nR2ujMLvE3CR2Q8LGV1k9sPi+tZ+j2ujfoxMRnruOem735VGR6VCQSoWpYWF1sfS1rcpFMoqFguqVIZVKo0qn19oqXujUsmrVBrVwMB39dBDs3WZ6fAIFZn9sJDRRWY/LGR0kdkPCxldnWSm0wNAb2pnPmBnQpkAAG3w09nhineJlmSQ2Q8LGV1k9sPSmwCr/B7XRv0Yy8u1yY59+9YvKxTWJzJaGW93m8XFv1exWFU2W2pjgkJrt5+b27cp82qHR+vbs3gukDkZFjJbyOgisx8WMrrI7IeFjK5OMtc6PZjwANDPmPAAgIAsLRV1+fL5DZ0dfMKjHpn9sJDRRWY/LP71o9/jutqP4X7CY7Sd/u8WxfUc0ChzZx0e6jhDOsicDAuZLWR0kdkPCxldZPbDQkZXZ5/wWO30GBzcw8QHgL5EhwcABMJ3Z0fS696T2U5mCxnJnFRGi+tbJ9/hcejQ5k9rdCvO54BGmenwCHNM5v7NSGYykpmMPjLT6QEAdHgAQBCS6exwZRT+X5u7yOyHhYwuMvth8a8f/R7XrTo8XnopvkmPuJ8DGmWmwyNUZPbDQkYXmf2wkNFFZj8sZHTFkZlODwC9oZ35AD7hAQABSKazw7WssN94bYTMfljI6CKzH1XZeiNA8n1ct+rwWGhndagm4n4OaJR5tcOjdRbPBTInw0JmCxldZPbDQkYXmf2wkNEVR+ZapwcA9BMmPAAgRUtLRS0untqwXnuSMpJ2JLzPbpHZDwsZXWT2I5K9l4d+j+tqH0bdHjPStddKp05JxWLtsmKxvfHGy1577UclRapU8pqb26dKJS9JHY8HB7+zKXNnHR7WzgUyJ8NCZgsZXWT2w0JGF5n9sJDRFUfm9U6PpaVi85sDQA+w9mgPAD0j6c6OpNe9J7OdzBYykjmpjBbXt06+w+Ouu6TxcWn/fmlkRLr//trXVsczM7V/q5eNjQ3rv/7Xr2ti4oKOHj2liYkL+vjHv9Lx+KGHZnXnnZW6zHR4hDkmc/9mJDMZyUzGJDLT6QGgH9HhAQApSKezw5VR+H0CLjL7YSGji8x+WFzf2u9xbdSH0a1o5TBXEzzMdHiEisx+WMjoIrMfFjK6yOyHhYwuH5np9ABgEx0eABC4dDo7XBb6BFxk9sNCRheZ/bC4vnXyHR7dqlaTneyo7ZMOjzCR2Q8LGV1k9sNCRheZ/bCQ0eUjM50eAHofEx4AkKB0OztcGYXfJ+Aisx8WMrrI7IfF9a39HtdGHR7diqL1T3kkhQ6PUJHZDwsZXWT2w0JGF5n9sJDR5SMznR4Aep+1R3sAMCvtzo6k170ns53MFjKSOamMFte39t/hMTk5pSi6Iqk2cXDw4DllVj70kclIR46orfH0dO1fN9toNj548Fxd5snJx+jwCHBM5v7NSGYykpmMaWSm0wNAP6DDAwASEEZnhyuj8PsEXGT2w0JGF5n9sJDRlUzmSiWvUmlU+fyCstmLKhReUbE4rNFRqVCQikVpYUEtj6X279PquFAoq1gsqFIZ3pC51e6OVax1ngwy+2Eho4vMfljI6CKzHxYyupLITKcHABvamQ9gwgMAErC4eErz8/vTjgEAiMkdd5zSDTfsSztGQzznAACAVoX8mgYAVlFaDgCBCKuzw5VR+H0CLjL7YSGji8x+WMjoSiNzmOtfx/ucw1rnySCzHxYyusjsh4WMLjL7YSGjK4nMYb6mAYBuWHu0BwAzQuvsSHrdezLbyWwhI5nJGFLmENe/jvs5h7XOyWw5s4WMZCYjmckYQuYQX9MAQLdY0goAPAizs8OVEWv1J8FCZgsZXWT2w0JGVwiZ013/2s9zDmudJ4PMfljI6CKzHxYyusjsh4WMrjQy0+kBIEwsaQUAKbt8+bzCfzG9LFtvakpk9sVCRheZ/bCQ0RVC5mVdvryQ2t79POdUPWzTNzInw0JmCxldZPbDQkYXmf2wkNGVRuZ0X9MAQByY8ACAmKyunb60VNTg4B6F/xCbEWv1J8FCZgsZXWT2w0JGVwiZ01n/2m9PFGudJ4PMfljI6CKzHxYyusjsh4WMrjQy0+kBwD5rj/YAEKSNa6fPzo5ocfGZ4NeIZa1+MlvKSGYyhpw5jfWvffdEsdY5mS1ntpCRzGQkMxlDzEynB4BeQIcHAHSp8drpGaW/pnwzFjK6yOyHhYwuMvthIaMrxMx+179OpieKtc6TQWY/LGR0kdkPCxldZPbDQkZXCJnp9AAQBjo8ACBBjddOD2FN+WYsZHSR2Q8LGV1k9sNCRleImf2uf51MTxRrnSeDzH5YyOgisx8WMrrI7IeFjK4QMtPpAcAeJjwAoEPbr52eUfpryjdjIaOLzH5YyOgisx8WMrpCzOxn/Wu/nR0u1jpPBpn9sJDRRWY/LGR0kdkPCxldIWSm0wOAPWk/cgKASc3WTg9hTfnma8KGn5HMZCQzGS1m9rH+te/OjhDWDSdzGJl6IbOFjGQmI5nJaCEznR4ALKLDAwDa1Nra6RmFt6a8y0JGF5n9sJDRRWY/LGR0Wcjc3frXyXR2uEJYN7xdZE6GhcwWMrrI7IeFjC4y+2EhoyvEzHR6AEgHHR4A4FFra6eHuKa8y0JGF5n9sJDRRWY/LGR0Wcjc3frXyXR2uEJYN7xdZE6GhcwWMrrI7IeFjC4y+2EhoyvEzHR6AAgfEx4A0KL21k7PKLw15V0WMrrI7IeFjC4y+2Eho8tC5s7Wv062s8NVWze8Uslrbm6fKpV8wvvvRAhrnbeLzH5YyOgisx8WMrrI7IeFjK4QM9PpASB8oT1yAkCQ2l07PcQ15S1mJDMZyUzGXsjcyfrXSXd2NFo3/Pnnv6SJiQs6evSUJiYu6OTJ44lmsLjWOZnDGFvISGYykpmMFjPT6QHAAjo8AKCJztZOz8jCmvLhZ3SR2Q8LGV1k9sNCRpfNzNutf51OZ0e9SuVWTUy8pGp1/dMzUXRFJ07cpmy2lFqu7YW41nkzZPbDQkYXmf2wkNFFZj8sZHRZyEynB4Bk0OEBADHqbO10G2vKh5/RRWY/LGR0kdkPCxldNjNvt/51Op0d9YrF2+smOySpWt2pUmk0pUStCHGt82bI7IeFjC4y+2Eho4vMfljI6LKQmU4PAOFhwgMAttDd2ukZWVhTPvyMLjL7YSGji8x+WMjospl5cHB07XlmdQ3sdp933H6NOMeFwouKovqJpCi6onw+5Dc1QlzrvBky+2Eho4vMfljI6CKzHxYyuixkptMDQHhCf+QEgFR0u3a6hTXlLWQkMxnJTMZezby4+Mza88zs7Ii+/vX723reOXnyeF2/xsc//pVYxy+//BkdPlw/kXTgwHN1y1mlfRwtrHVOZjKSmYxkDmNsIaPFzHR6AAgRHR4A4Ihn7fSMwl9T3kJGF5n9sJDRRWY/LGR0Wczc3ZrclUpeExMXVK1m4ovkiFYiVqsbL6PDI35k9sNCRheZ/bCQ0UVmPyxkdFnMTKcHAD/o8ACALsSzdrqFNeUtZHSR2Q8LGV1k9sNCRpfFzN2tyV0s7vE62SHVJjqqVfcyOjziR2Y/LGR0kdkPCxldZPbDQkaXxcx0egBIHxMeAOAYHNyj7h8eMwp/TXkLGV1k9sNCRheZ/bCQ0WUxc3drchcK5xVFy/HFaSCK1j/lsX4ZHR7xI7MfFjK6yOyHhYwuMvthIaPLYuZaTxkApMnaIycAeLNaFitJY2PTqr2JJkkZ5XJH2hqPjT2usbEnutqG77GFjGQmI5nJ2JuZp7t6nslmL2pq6owymdonWzKZqzpyRMqs3DyTUdfj6enav437mJp6TtnsxWCOY9zHlcy9k9lCRjKTkcxk7M3Mj2tgoLD2/9YUmQNIw860AwBACMrlGZ09+6BqHxmOVCuHW/34cKdfu7lvUl9DyEDmML6GkIHMYXwNIQOZm339+Z+f0a23/opKpduVz7+od73rYX30ow9oYUEaHZUKBemjH1VX43J5Rp/97CNr+9i7d79efTXt48a5EMbXEDL0QkYyk5HMZOy9zO7/W4+NTWt4+AEBQFIoLQfQ9+IpKXdlVrYX8kOshYwuMvthIaOLzH5YyOgi8+o24ywJ9fPc6JvFclcy+2Eho4vMfljI6CKzHxYyunolM0XmALpHaTkAtCGeknKXhRJdCxldZPbDQkYXmf2wkNFF5tVtxlkS6ue50beqyJwEC5ktZHSR2Q8LGV1k9sNCRlevZKbIHECymPAA0LdW1xWNorco/ofDjMIv0bWQ0UVmPyxkdJHZDwsZXWRe3WYUXdvVetkb19seHNwje/+rYLHclcx+WMjoIrMfFjK6yOyHhYyuXsnc/WsUAGiHtUdOAIhFuTyj2dkRzc/v19zcuIaGxuuuHxjY3dU4lzukXO6+WLcZ99hCRjKTkcxkJHNr46GhuzQ3N675+f2anR1RuTyjdmx8XpydHdHi4jMrfVbxZfR/XA+TmcxmMpKZjGQmY79k7vY1CgC0iw4PAH0nmXXJMwp/TXkLGV1k9sNCRheZ/bCQ0UXmrfbR6nrZjZ8XLR7XXlnrPHQWMlvI6CKzHxYyusjsh4WMrl7NTKcHgPbR4QEA20hmXXILa8pbyOgisx8WMrrI7IeFjC4yb7WPVtfLbvy8aPG49spa56GzkNlCRheZ/bCQ0UVmPyxkdPVqZjo9APjFhAeAvuG3s8OVUfhrylvI6CKzHxYyusjsh4WMrt7JXKnkNTe3T5VKPoZx8/Wyt39etHhce2Wt89BZyGwho4vMfljI6CKzHxYyuno1M50eAPyy9sgJAB3x3dmRxPrs/ZiRzGQkMxn7JfPJk8c1MXFBR4+e0sTEBX3841/panz69PS262U3e160eVx7Y63ztDP1QmYLGclMRjKTsV8z0+kBwDc6PAD0vGQ6O1wZhb/2uYWMLjL7YSGji8x+WMjosp+5UslrYuKCqtVMbHuIois6ceI2ZbOltX2urpfd2vOixePaq2udh8ZCZgsZXWT2w0JGF5n9sJDR1S+Z6fQA0BwdHgCwQTKdHS4La59byOgisx8WMrrI7IeFjC77mYvFPbFOdkhStbpTpdJo3T5X18tu7XnR4nHt1bXOQ2Mhs4WMLjL7YSGji8x+WMjo6pfMdHoAiBcTHgB6VrKdHa6Mwl/73EJGF5n9sJDRRWY/LGR02c9cKJxXFC3HuocouqJ8fuObB+vrZbf2vGjxuPbqWuehsZDZQkYXmf2wkNFFZj8sZHT1S2Y6PQDEy9ojJwC0JOnOjlbWZ097PVWLGclMRjKTsR8yZ7MlTU5OKYquSKpNVhw8eE6ZlQ99ZDLSkSPadnzw4Lm6+09OPrZhOav69bJbeV60eVx7c63z0MYWMlvISGYykpmMZK6h0wNA3OjwANBz0unscGUU/trnFjK6yOyHhYwuMvthIaOrdzJXKnmVSqPK5xeUzV5UofCKisVhjY5KhYJULEoLC9o0LhTKKhYLqlSGN9y/1HDP3WYMW7+sdZ42C5ktZHSR2Q8LGV1k9sNCRle/ZqbTA8Bm7cwH7EwoEwAkJp3ODle8S5P4YSGji8x+WMjoIrMfFjK6eidzNluqm6i48cazGh0dXhsXCrV/7nhx8e9VLFY33d9HxrCl/dzfCTL7YSGji8x+WMjoIrMfFjK6+jVzrdODCQ8AnWJJKwA9I93ODldG4a99biGji8x+WMjoIrMfFjK6ejVz8/Ws/T7vWTyu/bLWedosZLaQ0UVmPyxkdJHZDwsZXf2amU4PAN2x9sgJAA2l3dlhce1zCxnJTEYyk7FfMzdbz9r3857N49ofa52nPbaQ2UJGMpORzGQkc+MxnR4AukWHBwDzwujscGUU/trnFjK6yOyHhYwuMvthIaOrXzKvr2edzPOexePar2udJ81CZgsZXWT2w0JGF5n9sJDRReYaOj0AtDcf0PYnPL7yla/ove99r2655Rbt2LFDX/jCF9au+7//9//qt3/7t/X2t79d1157rW655Rbdd999+uY3v1m3jX379mnHjh11/yYmJtqNAgCSQunscC0r/DeJLGR0kdkPCxldZPbDQkZXv2SurWctJfW8Z/G4VhXe64FmyOyHhYwuMvthIaOLzH5YyOgic836ayAAaEXbEx7f/e53dccdd+gTn/jEpuu+973v6Wtf+5p+93d/V1/72tf0F3/xFzp37pwOHDiw6ba/9mu/pnK5vPbv8ccf7+w7ANC3wurscGUU/trnFjK6yOyHhYwuMvthIaMrzMyVSl5zc/tUqeQbjGuZt7/N5vusrme9+rzX3v2bj+uFeVy3169rnSfNQmYLGV1k9sNCRheZ/bCQ0UXmGjo9ALSn7Uehe+65Rx/96Ef1gQ98YNN1119/vb74xS/qF3/xFzU2Nqbx8XH90R/9kZ5//nm9/PLLdbf9wR/8Qd18881r/66//vrOvwsAfSe0zg6La59byEhmMpKZjBYznzx5XBMTF3T06ClNTFzQxz/+lbrx88+f0vPPf3nb27jj06en19aznpsb1+nTT7R1/2bjkyePB39cWes8jLGFzBYykpmMZCYjmVsb0+kBoF1ddXjs2LFDn//85/X+979/y9v89V//td797nfr9ddfX1tfa9++ffq7v/s7Xb16VblcTvfcc48efvhhXXfddQ238eabb+rNN99cG1+6dEm7du2iwwPoU2F2drgyCn/tcwsZXWT2w0JGF5n9sJDRFVbmSiWviYkLqlYzW94mWvmTo2obT2NRdEUnTtymbLbU0j7atXH7K5esfA35udZF5mRYyGwho4vMfljI6CKzHxYyusjcGJ0eQD9qp8Njp88gS0tL+vf//t/rl3/5l+uC/Mqv/Ip+5Ed+RDfffLP+9m//Vh/+8Ic1Pz+vL37xiw238+ijj+qRRx7xGRWAIf9/e3cfZHdd3v//2nMSkuUmlMCabHZDvNmwVoORkBkDODXGm4pgpNjIOoJhSnGcoVYnOF8HM1Nwpl/wi6UdWkdLMP2pLdN0Oi1WKxapWUAGMoUQUsAWErmRs27Kli43oUkk2fP7Y7ObnGvP7p6763Per3Oej5nM+tmbc55ZzyfnkE/2utLc2eEdaXZABRQaPZpjKDR6NMdQaPTSai4Uls96IaKaCx3HvmaODQ31WVfXUEX3Uc/tH31PQ28/GzRnQ6FZodGjOYZCo0dzDIVGj+byxnd6cMEDwHTCLni88cYbNjAwYGNjY/bNb36z5GNXX3315P9esWKFLV++3FavXm2PPvqorVq1asptXXfddbZp06bJ44mf8ADQXg4eLNiBA3uO29mR8gvAtP7FcXkKjR7NMRQaPZpjKDR6aTX39u6xXO5IyE949PTsrfg+qnX87R99z9G3KT/XejRnQ6FZodGjOYZCo0dzDIVGj+byju306OxczoUPAFOEbD9644037JOf/KQ9++yzds8998z6YyarVq2yuXPn2p49e8p+fN68ebZgwYKSXwDaS+o7O6bOLk1/9rlCI8000kyjWnNX15Bt3nyz5XKHzWz8QsKGDU9b/ui1iXzebMuW8V/Hv2/jxtLjDRueLrmNzZu/PvnTF5Xch7+9am7fjLnhNGs3KzTSTCPNNNJc2zE7PQDMpuE7PCYuduzZs8cGBwetq6tr1tt54okn7Oyzz7b77rvPfuu3fmvWz69mZhcAfRo7O7y8pfQvjstTaPRojqHQ6NEcQ6HRS7N5ZKTHhob6rKdnr3V17bPe3hesUOi2vj6z3qP/ELFQMNu71ybfN3Hc2ztshUKvjYx0H3cbQ1XfR323z78qzQbNMRQaPZpjKDR6NMdQaPRorgw7PYB2ELrDY//+/bZ377Efd3/22Wftscces4ULF9qSJUvsd3/3d+3RRx+1f/7nf7YjR47Yvn37zMxs4cKFdsIJJ9gvfvELu+OOO+yjH/2onXHGGfbzn//crr32WjvnnHPsggsuqDYHQBvQ2NnhpTVTvjyFRo/mGAqNHs0xFBq9NJu7uoZKLiKcfvpT1tfXXfI5vb3HLn4cfzw6+p9WKIxNuY1q76O+21d73jWjOSsKzQqNHs0xFBo9mmMoNHo0V4adHgBKVX3B45FHHrH3v//9k8cTuzU2btxoN9xwg/3gBz8wM7N3v/vdJV83ODhoa9eutRNOOMF++tOf2q233mr79++3pUuX2kUXXWTXX3+95Sd+zh5A25vY19HZudw6O5db+js7vDT/xXEphUaP5hgKjR7NMRQaPYXmymZN17eravb7qO72+Vel2aA5hkKjR3MMhUaP5hgKjR7NlWGnB4BSVe/wWLt2rRWLxSm/vvOd79ib3/zmsh8rFou2du1aMzNbunSp3XffffbSSy/ZoUOHbO/evXbrrbfawoULG/17AyDq+H0dO3Yss9HRuwVnl6Y1U161kWYaaaaxFZormTVd766q2e6j2ttnbjjNys0KjTTTSDONNDfmmJ0eALy6dng0Czs8gNZVfl9H3tL/17ueQrNCo0dzDIVGj+YYCo2eZvPxs6ZjdlUdu4/abp9/VZoNmmMoNHo0x1Bo9GiOodDo0VwbdnoAraia6wFV/4QHAEQqv6/jiGn9RZaZRrNCo0dzDIVGj+YYCo2eZvOBA8d24sXsqjp2H7Xd/lhAUzSas6HQrNDo0RxDodGjOYZCo0dzbUpfZwFoP1zwAJCEgwcLNjo6eNxc8ePlzayjCVX1UGhWaPRojqHQ6NEcQ6HRy6Z5ZKTHdu1aayMjPQ04zltnZ9+U575G38fEPOvabj9X0dekJWd6/3lDcwyFRo/mGAqNHs0xFBo9mmtz7DXQwYOFJrcAaIZm/ykEALPOFVeYzz51dmn6zQqNNNNIM40pNG/ffqMNDDxvmzYN2sDA83brrffXdbxz56CNjt5d8tz3wAO3N/Q+Hnhgy+Q861puf+fOe23nzntn/Jzt228M/b4rzA2nOY0mxUaaaaSZRppjjtnpAYAdHgCaqrK54nlTnM+efrNCo0dzDIVGj+YYCo1ebPPISI8NDDxvY2P5ht1mPl+0v/3bZdbV9ULYfeRyh23btjdbV9dQTbefO/rPosZmeHo+/j7SkMLc8GrRHEOh0aM5hkKjR3MMhUaP5sZgpwfQCtjhAUBGZXPFNeezp9+s0OjRHEOh0aM5hkKjF9tcKCxv6IUIM7MjRzpsaOitofcxNjbHhob6ar79sbGZL3b4+0hDCnPDq0VzDIVGj+YYCo0ezTEUGj2aG4OdHkC74YIHgKaYeWeHlzdmykdQaPRojqHQ6NEcQ6HRi23u7d1judyRht5mPl+0np5nQu8jlztsPT17a779XO7YT3lUch9pSGFueLVojqHQ6NEcQ6HRozmGQqNHc2Ow0wNoN6n9KQSgDcy2s6MZ89kbP7s0/WaFRppppJnGZjd3dQ3Z5s03Wy532MzG/5J/w4anLX/0BybyebONG23G4w0bni75+v/3/x6wFSvWhd7H5s1fnxw1Vcvtb9ky/qvS+2j0972W4xTmhtOcxrFCI8000kwjzdkcs9MDaD/s8ACQqcp2dnh5Y6Z8BIVGj+YYCo0ezTEUGr1smkdGemxoqM96evZaV9c+6+19wQqFbuvrM+vtNSsUzPbutSnHvb3DVij02shId8nXl2tu7H1M3atR7e2bVX8fzZXi3PDZ0BxDodGjOYZCo0dzDIVGj+YY7PQAFFVzPYALHgAyNTo6aLt3r5v9EwEASNjKlYN22mlrZ/28ep73ou+j0tuv5z4AAABSU81rIABpYGk5gORUt7PDyxsz5SMoNHo0x1Bo9GiOodDoNaN59lnQMz/vVdJc733U/3uo/z6yluLc8NnQHEOh0aM5hkKjR3MMhUaP5hh56+zsm3yNw14PoPWk/qcQgBZQ7c6OqXNAmSnfro0000gzjSk2zzYLerbnvUqa672PRsyzrvc+mBtOM400N/tYoZFmGmnOuvFyGx29e/I1Dns9gNbDSCsAoWrb2eHljZnyERQaPZpjKDR6NMdQaPRSaD42C7qy571amqu9j2qVzrOOuY9oCnPDPZpjKDR6NMdQaPRojqHQ6NEco1wjez2A1DHSCkAyDhzYY/W/2DliWn/5ZqbRrNDo0RxDodGjOYZCo5dC8xE7cGCvmVX6vFdLc7X3Ua1jtx93H9HGjOYsKDQrNHo0x1Bo9GiOodDo0RyjXGPp6yAA2rjgASBUZ+dyq/+PmrwxUz6CQqNHcwyFRo/mGAqNXgrN47OgzSp93quludr7qNax24+7j2gKc8M9mmMoNHo0x1Bo9GiOodDo0RyjXGPp6yAA2lL/UwiAqIkFYGZm/f1bbPwvd8zM8rZo0caqjvv7b7P+/tvruo2sjxWaFRppppFmGhvVPDJypu3atdZGRs6s6T5n+vr+/tvMzCp+3qvl+1ztfdTyfZy4/YMHCzZ/fm/D7yP+sbCFZpplGmmmkWYaaU6n0b8OAqBtTrMDALSe4eGt9tRTn7XxHxPN2fjSsokfGa31bT1f26y3KTS0QiPNNNJMY33Nd911lf2f//P/2dhYh+VyRbv55gfs3HO/V/F9zPb1L7/8sxqe96r7fdZ2H7Xf/vhfBDTmtrN9m0IDzWm8TaGB5jTeptBAcxpvU2igOY23pe8r9zqou/sqA6CJpeUAGipqker47Sn9caXQrNDo0RxDodGjOYZCozdz88hIjw0MPG9jY/nJ9+Vyh23btjdbV9fQrLde79fX0pwGhaWjHs3ZUGhWaPRojqHQ6NEcQ6HRozlGJY0sMQdSw9JyAE0TtUg17b8UKkehWaHRozmGQqNHcwyFRm/m5kJhecnFCjOzsbE5NjRU2Zzmer++PIXv85il/ZcV5dCcDYVmhUaP5hgKjR7NMRQaPZpjVNLIEnNAGRc8ADTExM6OXO5ki1ik2vyFtNVSaFZo9GiOodDo0RxDodGbubm3d4/lckdK3pfLHbaensr+I7bery9P4fussHTUozkbCs0KjR7NMRQaPZpjKDR6NMeopDFvudxJ7PQARKX+pxAAAcPDW23HjmW2e/c627VrjS1YsKbk4/Pnv62u40WLLrdFiz7T0NuMPlZoVmikmUaaaay3uatryNavf7Dk4+vXP1Qyjmqm+6j362tpTuF40aIrju4JSaeJ5jSOFZoVGmmmkWYaaU63ccGC99iuXWts9+51tmPHMhse3moAdLDDA0BdYnZ2eHlLf9a5p9Cs0OjRHEOh0aM5hkKjN3MzOzxqpTCD26M5GwrNCo0ezTEUGj2aYyg0ejTHqKWRnR5As7HDA0BmYnZ2eAqzzj2FZoVGj+YYCo0ezTEUGj12eMRQmMHt0ZwNhWaFRo/mGAqNHs0xFBo9mmPU0shOD0AJFzwA1CR2Z4eXt/RnnXsKzQqNHs0xFBo9mmMoNHozN7PDo1YKM7g9mrOh0KzQ6NEcQ6HRozmGQqNHc4xaGtnpAShJ/U8hAAmK3tkxdcZm+rPOFZsVGmmmkWYa621mh0etjenP4KaZZuVGmmmkmUaadRrZ6QFoYYcHgKpks7PDy1v6s849hWaFRo/mGAqNHs0xFBq9mZvT3OHRqvOtm43mbCg0KzR6NMdQaPRojqHQ6NEcoxGN7PQAssYODwBhstnZ4SnMOvcUmhUaPZpjKDR6NMdQaPQUd3i06nzrZqM5GwrNCo0ezTEUGj2aYyg0ejTHaEQjOz2AlHHBA0BFst3Z4eUt/VnnnkKzQqNHcwyFRo/mGM1pHBnpsV271trISE8Nx+PN031OZ+f+kB0e8+e/Xkfz+Ozo+n7f0RRmcHs0Z0OhWaHRozmGQqNHcwyFRo/mGI1oZKcHkLLU/xQCkICsd3ZMnbGZ/qxzxWaFRppppLn1G7dvv9EGBp63TZsGbWDgebv11vurOt65c9B27rxv2s+55podtmrVSMl91rvDY9Wq/7ZrrtlRR/O9tnPnvXX9vrdvvzH0/xeFGdw006zcSDONNNNIs24jOz2AtLHDA8CMmrOzw8tbq82UT4NCo0dzDIVGj+YY2TaW249RrdzRf74zVsXTVL07POpVS/PU26h3j8is93D0bepjKY5HczYUmhUaPZpjKDR6NMdQaPRojhHRyE4PIBo7PAA0THN2dnitN1M+DQqNHs0xFBo9mmNk21huP0a1xsaqv3BQ7w6PetXSPPU26t0jMus9WPOf/6tFczYUmhUaPZpjKDR6NMdQaPRojhHRyE4PICVc8ABQVnN3dnh5S3/uvafQrNDo0RxDodGjOUa2jeX2Y1Qrlzv2ExOVf019OzzqVUvz1Nuo/PdQ4z1Y85//q0VzNhSaFRo9mmMoNHo0x1Bo9GiOEdHITg8gJan/KQSgCZq9s2PqjM30594rNis00kwjza3dWG4/xvnnm+WP/kBFPm+2cePMx1u2jP+a6XM2bHjacrnDZjZ+oWDz5q9XtcNj8+abS75+w4anq2qspdkfn39+SWJVe0hqOVaYwU0zzcqNNNNIM400t04jOz2AtLDDA0CJNHZ2eHlLf+69p9Cs0OjRHEOh0aM5RraN5fZj5PNmDz1k9vrrZn19Zr29ZoWC2d690x+bTf85vb3DVij02shItw0N9VlPz96a9l6MjPQc9/X7rLf3BSsUuiturKbZH590ktmaNaVjsNjhUQ7N2VBoVmj0aI6h0OjRHEOh0aM5RhaN7PQAGq2a6wFzMmoCICKNnR1eY0eJZEOhWaHRozmGQqNHc4xsG8vtxzhyZPxix9q1x97X23vsIkG545k+Z3T0P61QGLOurqG6Lg74rz/99Kesr6+74sZqmv3x4ODUnR8TOzziLnik9lqgEjRnQ6FZodGjOYZCo0dzDIVGj+YYWTSO7/TgggfQHIy0AmBmqe3s8PKW/tx7T6FZodGjOYZCo0dzjGwby+3HyOfHf8KhXrHPa9nOaV6+fOrOD3Z4lENzNhSaFRo9mmMoNHo0x1Bo9GiOkUUjOz2AZkr9TyEAGUhtZ8fUGZvpz71XbFZopJlGmlu7sdwOj8svn/qTENWKfl7Lek5zb6/ZFaWjptnhQTPN4o0000gzjTS3biM7PYDmYocH0ObS3Nnh5S39ufeeQrNCo0dzDIVGj+YY2TZOt8Pjuedqv+jRnOe12DnNhYLZsmXs8JgdzdlQaFZo9GiOodDo0RxDodGjOUYzGtnpAdSrmusB/IQH0ObS3NnhHbG0/4KwHIVmhUaP5hgKjR7NMbJtnG6Hx946JjU153ltfE5zlD17pt/hEWfM0n994NGcDYVmhUaP5hgKjR7NMRQaPZpjNKMx9rUigFJc8ADaVNo7O7y8pT/33lNoVmj0aI6h0OjRHCPbxkbu8Gju81rsnGZ2eFSK5mwoNCs0ejTHUGj0aI6h0OjRHKMZjez0ALKU+p9CAAKkvrNj6ozN9OfeKzYrNNJMI82t3dioHR7Nfl6LntPMDg+aUzpWaFZopJlGmmmkuX0a2ekBZIsdHkCb0djZ4eUt/bn3nkKzQqNHcwyFRo/mGNk2NmKHR5rPa42d08wOj0rRnA2FZoVGj+YYCo0ezTEUGj2aY6TQyE4PoFrs8AAwLY2dHZ7C3HtPoVmh0aM5hkKjR3MMvR0eaT6vNXZOMzs8KkVzNhSaFRo9mmMoNHo0x1Bo9GiOkUIjOz2ASFzwANrAxFzzgwcL1tm53PRO/bylP/feU2hWaPRojqHQ6NEcI9vGWnd4pP+81tg5zezwqBTN2VBoVmj0aI6h0OjRHEOh0aM5RgqN7PQAIjX7DAcQ7Pi55jt2LLPR0buTn6k5dcZm+nPvFZsVGmmmkebWbqxlh4fC81qj5zSzw4PmlI4VmhUaaaaRZhppbt9GdnoAsdjhAbSw8nPN85b+DHmP5hgKjR7NMRQaPZpjZNtY7Q4P3ee1+uY0s8OjUjRnQ6FZodGjOYZCo0dzDIVGj+YYKTay0wOYDTs8AJjZdHPNFWbIezTHUGj0aI6h0OjRHCPtHR66z2v1zWlmh0elaM6GQrNCo0dzDIVGj+YYCo0ezTFSbGSnB9BIXPAAWtDEbPNc7mSbeprnLf0Z8h7NMRQaPZpjKDR6NMfItrHSHR76z2v1zWlmh0elaM6GQrNCo0dzDIVGj+YYCo0ezTFSbGSnB9BIqZ3hAOp0/GzzXbvW2IIFa0o+rjBDfuqMTZrbtZFmGmlu7cZKdni0wvNavXOa2eFBc0rHCs0KjTTTSDONNNM4gZ0eQGOxwwNoIeVnm3t5S3/WuUdzDIVGj+YYCo0ezTGybZxth0crP69VM6eZHR6VojkbCs0KjR7NMRQaPZpjKDR6NMdQaGSnB+CxwwNoU+Vnm3sKs849mmMoNHo0x1Bo9GiOkdYOj1Z+XqtmTjM7PCpFczYUmhUaPZpjKDR6NMdQaPRojqHQyE4PoB5c8ABawMyzzb28pT/r3KM5hkKjR3MMhUaP5hjZNk63w6O3d7jln9c6O/smn79nm9XMDo9K0ZwNhWaFRo/mGAqNHs0xFBo9mmMoNLLTA6hH6mc4gFnMNtt86rzK9Ged00wjzTTS3B6N5XZ4XHrp01Yo9Lb889ro6N2Tz9+zzWpmhwfNKR0rNCs00kwjzTTSTON0x+z0AOrDDg9AWGWzzb28Kc46pzmCQqNHcwyFRo/mGNk2ltvhUf1uCoXvq1dudvT0s5rZ4VEpmrOh0KzQ6NEcQ6HRozmGQqNHcwyFRo+dHgA7PIA2Udlsc09z1jnNERQaPZpjKDR6NMdo/g6P6ndTKHxfvXKzo6ef1cwOj0rRnA2FZoVGj+YYCo0ezTEUGj2aYyg0euz0AKrBBQ9AUHU7O7y8Kc46pzmCQqNHcwyFRo/mGNk2ltvhkcsdtvnzX7ddu9bayEiPmY3/JMj0x+PNM39Oasfjs6P97+Oll/ptcHD8JzrMxt8ODpqdfDI7PCpDczYUmhUaPZpjKDR6NMdQaPRojqHQ6FW3/w1od2pnOND2qt3ZMXVepeasc5rbs5FmGmlu7cZyOzxWrfpvu+aaHbZp06ANDDxvt956vw0MPD/t8c6dg7Zz530zfk5qxzt33ms7d95b8r5vfvPn1t/fbevWjY+vuvLK8bfr1pmtWTP+63js8KCZZu1GmmmkmUaaaay8ubr9b0C7Y4cHIKS2nR1e3vRmndMcQ6HRozmGQqNHc4xsG8vt8KjWxE8++JFPKWtEMzs8yqE5GwrNCo0ezTEUGj2aYyg0ejTHUGj0qtv/BrQidngALaq2nR2e4qxzmmMoNHo0x1Bo9GiO0fwdHtUaG9O62GHWmGZ2eJRDczYUmhUaPZpjKDR6NMdQaPRojqHQ6FW3/w1od1zwAIR0di63+k/bvKU/Q96jOYZCo0dzDIVGj+YY2TaW2+FRrVxu6n6L1DWimR0e5dCcDYVmhUaP5hgKjR7NMRQaPZpjKDR65ZrH93oAmErtDAfa0sRiKjOz/v4tNv4XUmZmeVu0aGNVx/39t1l//+113UbWxzS3byPNNNLc2o1dXfvs5psftHx+/KdK8vmibdxolj/66fm8zXq8Zcv4r2q+ptnHtTcf+z7dfPND1tW1L+z/p/7+LXW/5sj+8UszzTqNNNNIM40001hPc3//bWZmLDEHypjT7AAAMxse3mpPPfVZG//xxZyNL9ea+FHGWt/W87XNeptCQys2p9BAcxpvU2igOY232d7nRz+61c4889M2NPRW6+l5xt773uvtj//4Ktu716yvz6y31+yP/9hmPDYz++3fnvlzUjuutjmf32oXXfTVye/TihXr7L/+q7UeCzQrvU2hoRUaaaaRZhppprG25pdf/lnJ3xX192+x7u6rDABLy4GkNWZJuZc/entKpz7NMRQaPZpjKDR6NMdIoZEFjF7M64HZtMpCz9TRHEOh0aM5hkKjR3MMhUaP5hgKjV4lzbyGRmtjaTnQIhqzpNxTWJrr0RxDodGjOYZCo0dzjBQaWcDoxbwemM1YE+6zXjRnQ6FZodGjOYZCo0dzDIVGj+YYCo1eJc28hgYmcMEDSNDEzo5c7mRr/Gmat/SX5no0x1Bo9GiOodDo0Rwjhca85XInMY/Yol8PzKZVFnqmjuYYCo0ezTEUGj2aYyg0ejTHUGj0KmnmNTQwQe0MB1re8PBW27Fjme3evc527VpjCxasKfn4/Plvq+t40aLLbdGizzT0NqOPaW7fRppppLn9GhcseI/t2rXGdu9eZzt2LLPh4a3WjqJfD8z+WLji6N6w7O6T5jSaWqFZoZFmGmmmkWYaG9nMa2jgGHZ4AAnJZkZ33po/n71aNMdQaPRojqHQ6NEcI8XG9ptH3JydHV6rzrdODc0xFBo9mmMoNHo0x1Bo9GiOodDo1dLcfq+h0drY4QGIymZGdwrz2atFcwyFRo/mGAqNHs0xUmxsv3nEzdnZ4bXqfOvU0BxDodGjOYZCo0dzDIVGj+YYCo1eLc3t9xoamMAFDyAB2c7ozlvz57NXi+YYCo0ezTEUGj2aY6TY2D7ziAsFs8FBs5deertFvB4YGemxXbvW2shITwWf3arzrVNDcwyFRo/mGAqNHs0xFBo9mmMoNHq1NLfPa2jAUzvDgZaT9YzuFOaz05zGsUIjzTTSTGO7zCPeutVs2TKzdevM+vu77YEHbi/5eL3fx+3bb7SBgedt06ZBGxh43rZvv3HGz2/V+dapHdPcvo0000gzjTTTGNncLq+hgXLY4QE0UXNmdOctvfnss6E5hkKjR3MMhUaP5hgaja02j7hQGL/YMXbcy4Fc7rBt2/Zm6+oaqvv2R0Z6bGDgeRsby1dx++0y37rZaI6h0OjRHEOh0aM5hkKjR3MMhUavEc2t9xoa7YUdHoCI5szoTnE++2xojqHQ6NEcQ6HRozmGRmOrzSPes6f0YoeZ2djYHBsa6mvI7RcKy0sudlR2++0y37rZaI6h0OjRHEOh0aM5hkKjR3MMhUavEc2t9xoamA4XPIAmyHZnh5e39Oazz4bmGAqNHs0xFBo9mmNoNLbaPOLly81y7uVALnfYenoa8x+lvb17LJc7UuXtt8t862ajOYZCo0dzDIVGj+YYCo0ezTEUGr1GNLfea2hgOmpnOCAv650dU2c/pjefnWYaaaaR5jSOFRpbcR5xb6/ZFaVjmW39+odKxk3V833r6hqy9esfrOr222W+dbOPaW7fRppppJlGmmnMsrkVX0MD02GHB5Ch5uzs8PKW/nx2j+YYCo0ezTEUGj2aYyg0evrziNnh0Sg0Z0OhWaHRozmGQqNHcwyFRo/mGAqNXkSz/mtotBd2eACJas7ODk9hPrtHcwyFRo/mGAqNHs0xFBo9/XnE7PBoFJqzodCs0OjRHEOh0aM5hkKjR3MMhUYvoln/NTQwHS54ABlo7s4OL2/pz2f3aI6h0OjRHEOh0aM5hkKjl7fOzr7J51rFmcTs8GgUmrOh0KzQ6NEcQ6HRozmGQqNHcwyFRi+imZ0eaF1qZzggp9k7O6bOfkx/PjvNNNJMI800VtM8Onr35HOt4kxidng05phmmpUaaaaRZhppprGZzez0QCtjhwcQKI2dHV7eFOez0xxBodGjOYZCo0dzDIVGr9xMY62ZxOzwaBSas6HQrNDo0RxDodGjOYZCo0dzDIVGL4tmrdfPaD/s8AASkcbODk9zPjvNERQaPZpjKDR6NMdQaPTKzTTWmknMDo9GoTkbCs0KjR7NMRQaPZpjKDR6NMdQaPSyaNZ6/QzMhAseQIC0dnZ4eVOcz05zBIVGj+YYCo0ezTEUGr1yM43Tm0lcKJgNDo6/9e87+eTm7PCYP/9127VrrY2M9JT5KuZbZ4PmGAqNHs0xFBo9mmMoNHo0x1Bo9LJoTu/1M1ArtTMcSF5qOzumzn7UnM9Oc3s20kwjzTTWMtM4tZnEW7eOj6xat2787datpe9bs2b81/Gid3isWvXfds01O2zTpkEbGHjetm+/seTjzLemWblZoZFmGmmmkWYaU2pO7fUzUA92eAANlObODi9vevPZaY6h0OjRHEOh0aM5hkKjV8lM4+bNJC6/n2P8rR9jdbzoHR6z3x/zrbNBcwyFRo/mGAqNHs0xFBo9mmMoNHrNaGanB9LCDg+gSdLc2eEpzmenOYZCo0dzDIVGj+YYCo1eJTONmzeTuPx+jpkvdox/TuwOj9nvj/nW2aA5hkKjR3MMhUaP5hgKjR7NMRQavWY0s9MDurjgAdRpYl/HwYMF6+xcbumfVnnTm89OcwyFRo/mGAqNHs0xFBq9SmYaN28m8fLl5fZzTH2fF73DY/b7Y751NmiOodDo0RxDodGjOYZCo0dzDIVGrxnN7PSALrUzHEjK8fs6duxYZqOjdyc/C1JzPjvN7dpIM40009iImcbNnEnc22t2RWmeXXGF2ZYtZvmjP3SRz5tt2PC05XKHzWz84sPmzV9v6A6PzZtvLrn91av3lXy+3xnCfGualZsVGmmmkWYaaaYx5WZ2ekAZOzyAGpXf15G39GefKzR6NMdQaPRojqHQ6NEcQ6HRq2WmcXYzicvt8MjnzZ57bvx/791r1ts7bIVCr42MdNvQUJ/19OxtyO4Ob2Skx4aG+mz+/Nftmmt2lIy5YodHs9AcQ6HRozmGQqNHcwyFRo/mGAqNXgrN7PRAc7HDA8hA+X0dCrPPFRo9mmMoNHo0x1Bo9GiOodDo1TLTOLuZxOV2eBw5MnGhw2ztWrPTT/9PMxuzrq4he/e77wu52GFmk7d/4MDJU3Z6sMOjWWiOodDo0RxDodGjOYZCo0dzDIVGL4VmdnpABxc8gCpN7OzI5U62qadQ3tKffa7Q6NEcQ6HRozmGQqNHcwyFRq+WmcbZzSQut8Mjnzfr65vtNUWccjs92OHRLDTHUGj0aI6h0OjRHEOh0aM5hkKjl0IzOz2go9lnCyDl+J0du3atsQUL1pR8XGH2uUIjzTTSTCPNNFbeXP1M4yxnEpfb4XH55Wb5/MyvKSK/b11dQ7Z+/YMlH2eHB82t1KzQSDONNNNIM41Kzez0gBJ2eAAVKr+zw8tb+rPPFRo9mmMoNHo0x1Bo9GiOodDoNWKmcdxM4vI7PIr2t3+7zLq6Xmj4/VViZKTHBgaeZ4dHEmiOodDo0RxDodGjOYZCo0dzDIVGL8VmdnogW+zwAAKU39nhKcw+V2j0aI6h0OjRHEOh0aM5hkKj14iZxnEzicvv8OiwoaG3htxfJQqF5ezwSAbNMRQaPZpjKDR6NMdQaPRojqHQ6KXYzE4PpKvqCx7333+/fexjH7MlS5ZYR0eHff/73y/5+JVXXmkdHR0lv9asKf0R/UOHDtnnP/95O+OMM+ykk06y9evXW6HA/Dekqbr52nlLf/a5QqNHcwyFRo/mGAqNHs0xFBq9Rsw0jptJXH6HR9F6ep5p6P1Ugx0eKaE5hkKjR3MMhUaP5hgKjR7NMRQavRSb2emBdFV9trz++uu2cuVK+8Y3vjHt53zkIx+x4eHhyV933XVXyce/+MUv2p133mnbtm2zBx54wPbv328XX3yxHTlyZJpbBJpjtp0dU+cqpj/7XKGRZhppppFmGitvrn+mceRM4vI7PDpsxYp1dTXXc8wOj3SOaW7fRppppJlGmmlUbmanB1JW1w6Pjo4Ou/POO+2SSy6ZfN+VV15pL7/88pSf/JjwyiuvWFdXl/31X/+1XXbZZWZm9qtf/cqWLl1qd911l/32b//2lK85dOiQHTp0aPL41VdftaVLl7LDA6Eq29nh5S392ecKjR7NMRQaPZpjKDR6NMdQaPQiZho3biYxOzyyRHM2FJoVGj2aYyg0ejTHUGj0aI6h0OgpNLPTA7GavsPj3nvvtTe96U121lln2dVXX20vvvji5Md27txpb7zxhn34wx+efN+SJUtsxYoV9uCDD5a7Obvpppvs1FNPnfy1dOnSiGygRGU7OzyF2ecKjR7NMRQaPZpjKDR6NMdQaPQiZho3biYxOzyyRHM2FJoVGj2aYyg0ejTHUGj0aI6h0OgpNLPTA+lo+AWPCy+80O644w7bvn273XLLLfbwww/bunXrJn9CY9++fXbCCSfYaaedVvJ1ixYtsn379pW9zeuuu85eeeWVyV8vvNCcfw2H9lDdzg4vb+nPPldo9GiOodDo0RxDodGjOYZCoxcx07hxM4nZ4ZElmrOh0KzQ6NEcQ6HRozmGQqNHcwyFRk+hmZ0eSEfDz5bLLrvMLrroIluxYoV97GMfsx//+Mf29NNP249+9KMZv65YLFpHR/n/wJ43b54tWLCg5BcQodqdHVPnKqY/+1yhkWYaaaaRZhorb278TONGziRmh0d2xzTTrNRIM40000gzja3UzE4PpKThOzzKWb58uf3+7/++ffnLX7bt27fbBz7wAfuf//mfkp/yWLlypV1yySX21a9+ddb7rWZmF1Cp2nZ2eHlLf/a5QqNHcwyFRo/mGAqNHs0xFBq9LGYa1z6TmB0eWaI5GwrNCo0ezTEUGj2aYyg0ejTHUGj0FJvZ6YHGavoOj+O99NJL9sILL1h3d7eZmZ177rk2d+5cu+eeeyY/Z3h42J544gk7//zzo3OAadW2s8NTmH2u0OjRHEOh0aM5hkKjR3MMhUYvi5nGtc8kZodHlmjOhkKzQqNHcwyFRo/mGAqNHs0xFBo9xWZ2eqB55lT7Bfv377e9e489YJ999ll77LHHbOHChbZw4UK74YYb7BOf+IR1d3fbc889Z1/5ylfsjDPOsN/5nd8xM7NTTz3VrrrqKrv22mvt9NNPt4ULF9qXvvQlO/vss+2DH/xg435nQIUOHizYgQN7jtvZwU94pIfmGAqNHs0xFBo9mmMoNHrZ/ITHxEzizs7lVf1LtYkdHv4nPFLY4eF/wmPqDg8zrf+4pjkbCs0KjR7NMRQaPZpjKDR6NMdQaPQUm/PW2dk3+Xdu1b6GBupR9U94PPLII3bOOefYOeecY2ZmmzZtsnPOOcf+6I/+yPL5vD3++OP28Y9/3M466yzbuHGjnXXWWfbQQw/ZKaecMnkbf/Znf2aXXHKJffKTn7QLLrjATjzxRPvhD39o+Xx+ursFQtS7s2PqXMX0Z58rNNJMI8000kxj5c3xM43rmUnMDo/sjmmmWamRZhppppFmGlu7+XIbHb178u/c2OuBLNW1w6NZ2OGBRmjMzg4vb+n/y1iFRo/mGAqNHs0xFBo9mmMoNHrN+Bdvlc8kZodHlmjOhkKzQqNHcwyFRo/mGAqNHs0xFBq9Vmlmrwdql9QODyBVjdnZ4SnMPldo9GiOodDo0RxDodGjOYZCo9eMmcaVzyRmh0eWaM6GQrNCo0dzDIVGj+YYCo0ezTEUGr1WaWavB7LBBQ+0rc7O5db4UyBvZh0Nvs1GU2j0aI6h0OjRHEOh0aM5hkKjl7PsX9KOzySuxMQOj5KvTmSHx/HK7/BQ+08FmrOh0KzQ6NEcQ6HRozmGQqNHcwyFRq9Vmit/DQ3UQ+1sAep28GDBRkcHzcysv3+Ljf/ljplZ3hYt2ljXcX//bdbff3tDb7PRxwqNNNNIM40001h585aGP59X8n0yMxsdHbSDBws2k95esy1bjl30yOXMbrutw9773uttZORM27VrrY2MnGmLFm3M7Ngsbzff/KBNrM/L581uvvkh6+ra19Tvq+JjgeY0mhQbaaaRZhppprHdmqt5DQ3UY06zA4AsDQ9vtaee+qyN/1hdzsaXPk38iF2j3jbytqLeptBAcxpvU2igOY23KTTQnMbbFBrSbn755Z+VvJ7o799i3d1XWTXuuusq++xnf8/GxjoslyvaFVd02F//dTHT44lRW8dGbvFYoLmVmlNooDmNtyk00JzG2xQaaE7jbQoN7dfciNfQQCVYWo62EbOk3Msfvf2UTyuFRo/mGAqNHs0xFBo9mmMoNHopLHGcfgFjuaXlEz/t4Xd7NBNLy5uF5hgKjR7NMRQaPZpjKDR6NMdQaPRatZkl5qgcS8uBMmKWlHsKy14VGj2aYyg0ejTHUGj0aI6h0OiNWfP/42/6BYzllpaPjaV1scPMWFreNDTHUGj0aI6h0OjRHEOh0aM5hkKj16rNLDFHDC54oOVN7OzI5U62+Id83tJf9qrQ6NEcQ6HRozmGQqNHcwyFRi+FJY55y+VOKjuPuNzS8lxu6vuajaXlzUJzDIVGj+YYCo0ezTEUGj2aYyg0eq3aPP1raKAeamcLUJXh4a22Y8cy2717ne3atcYWLFhT8vH589/W0ONFiy63RYs+E3of7dBIM40000gzjZU3X3F0J1fzGhYseI/t2rXGdu9eZzt2LLPh4a2TH5tYWn78gvAtW6a+b+PGbI83bHjacrnDZjZ+sWPz5q8fN84qje+r4mOB5jSOFRppppFmGmmmsd2bZ3oNDdSDHR5oWdns7PDylv7sc4VGj+YYCo0ezTEUGj2aYyg0einONJ46j7hQMNu716yvb/wiSLn3ZXXc2ztshUKvjYx029BQn/X07C252DEuxe/rbGjOhkKzQqNHcwyFRo/mGAqNHs0xFBq9dmlmpwemV831AC54oGWNjg7a7t3rmp0BAADa0MqVg3baaWubnVEWr5EAAACQopRfQ6O5WFqOtpbtzg4vb+nPPldo9GiOodDo0RxDodGjOYZCo5fiTOM05xFX9xqpOd/XkZEe27VrrY2M9NTw1Sk+FmZDcwyFRo/mGAqNHs0xFBo9mmMoNHrt0pzma2joUTtbgBllvbNj6ozC9GefKzTSTCPNNNJMY+XN6c00TnEecbWvkZrxfd2+/UYbGHjeNm0atIGB52379hur+voUHws000gzjTSncazQSDON7d6c4mtoaGKkFVpGc3Z2eHlLf/a5QqNHcwyFRo/mGAqNHs0xFBo9hZnGzZ1HXNtrpGy/ryMjPTYw8LyNjeWPFeQO27Ztby6zX2Q6Co8Fj+YYCo0ezTEUGj2aYyg0ejTHUGj02rWZnR44hpFWaEsHDuyx5v/hf8TS/0sihUaP5hgKjR7NMRQaPZpjKDR6Y9b85//ZHLEDB/Y27d5re42U7fe1UFhecrHDzGxsbI4NDfVVcSsKjwWP5hgKjR7NMRQaPZpjKDR6NMdQaPTatbm5r6GhiwsekNfcnR1e3tKffa7Q6NEcQ6HRozmGQqNHcwyFRk9hpnHMPOJCwWxwcPztTMcvvfR2M8tN2Y8x83Guhq+p/bizc7/lckdKfn+53GHr6anmP3IVHgsezTEUGj2aYyg0ejTHUGj0aI6h0Oi1azM7PVAbtbMFKNHsnR1TZxSmP/tcoZFmGmmmkWYaK29Of6ZxxDzirVvNli0zW7du/O2VV05/3N/fbd/85n+U7Me49db7ZzzeufNe27nz3qq+pp7ja67ZYatWjZT8Htevf6hknFUrPBZoppFmGmmmkWYaaa7smJ0eqBU7PCArjZ0dXt7Sn32u0OjRHEOh0aM5hkKjR3MMhUZPcaZxffOIC4Xxixljgb/l3NFva+R9zN7ADo80KTQrNHo0x1Bo9GiOodDo0RxDodGjeRw7PdoZOzzQFtLY2eEpzD5XaPRojqHQ6NEcQ6HRozmGQqOnONO4vnnEe/bEX4gYG2vuxY7xBnZ4pEmhWaHRozmGQqNHcwyFRo/mGAqNHs3j2OmBynDBA3LS2tnh5S392ecKjR7NMRQaPZpjKDR6NMdQaPQUZxrnrbOzb/I1TbUziZcvP/YTGFFyufj7mL2BHR5pUmhWaPRojqHQ6NEcQ6HRozmGQqNH8zh2eqAyamcL2lxqOzumzihMf/a5QiPNNNJMI800Vt6sONP4chsdvXvyNU21M4l7e822bDHL58eP83mzjRsbe7xlS/x9+OMNG562XO6wmY1f7Ni8+evs8EjwWKFZoZFmGmmmkWYaaa7umJ0eqBQ7PCAjzZ0dXt7Sn32u0OjRHEOh0aM5hkKjR3MMhUavVWYaVz+TuFAw27vXrK9v/CJIo4+zuI+J497eYSsUem1kpNuGhvqsp2dvFbs7Zvq+po7mGAqNHs0xFBo9mmMoNHo0x1Bo9Gguj50e7aSa6wFc8ICM0dFB2717XbMzAAAAQqxcOWinnba22RlNwes8AAAAVKudXz+3G5aWo6WkvbPDy1v6s88VGj2aYyg0ejTHUGj0aI6h0Oi1ykzj9pxJ3NjXea3yWEidQrNCo0dzDIVGj+YYCo0ezTEUGj2ay2vP18+YndrZgjaT+s6OqTMK0599rtBIM40000gzjZU3t8ZM43acSdzo13mt8lhodlMrNCs00kwjzTTSTCPN9R234+tnVIaRVkiWxs4OL2/pzz5XaPRojqHQ6NEcQ6HRozmGQqPXqjONW3smcczrvFZ9LKRGoVmh0aM5hkKjR3MMhUaP5hgKjR7NlWnt18/tjpFWaAkHDuwxrT/MzcyOWPp/SaTQ6NEcQ6HRozmGQqNHcwyFRm/M9F4vVNJ8xA4c2JtFTFPEvM5r1cdCahSaFRo9mmMoNHo0x1Bo9GiOodDo0VyZ1n79jMpxwQNJmZjjfPBgwTo7l5veQzRv6c8+V2j0aI6h0OjRHEOh0aM5hkKj16ozjTVnEhcKZoOD42/Lid3N1qqPhdQoNCs0ejTHUGj0aI6h0OjRHEOh0aO5Mpqvn9F4amcLWtjxc5x37Fhmo6N3C84oTH/2uUIjzTTSTCPNNFbe3JozjRVnEm/darZsmdm6deNvt7rk6N1srfpYSO1YoVmhkWYaaaaRZhppbuyx4utnxGCHB5JQfo5z3vTmiCs0KzR6NMdQaPRojqHQ6NEcQ6HRa5eZxmnPJC4Uxi9yjB33W8rnzZ57zqy3N6vdbO3yWGg2hWaFRo/mGAqNHs0xFBo9mmMoNHo01ybt18+oDjs8IKf8HGfFOeIKzQqNHs0xFBo9mmMoNHo0x1Bo9NplpnHaM4n37Cm92GFmduSI2d6jydnsZmuXx0KzKTQrNHo0x1Bo9GiOodDo0RxDodGjuTZpv35GHC54oKlmnuOcN7054grNCo0ezTEUGj2aYyg0ejTHUGj02mWmcdoziZcvN8u531I+b9bbOxy4s8Nrl8dCsyk0KzR6NMdQaPRojqHQ6NEcQ6HRo7k2ab9+RpxmP/LQxmab46w5Rzz9ZoVGmmmkmUaaaay8uT1mGqc+k7i31+yK0t+SXXrp01Yo9Ibt7GjXx0KzjxWaFRppppFmGmmmkebY49RfPyMOOzzQFJXNcc6b3hxxhWaFRo/mGAqNHs0xFBo9mmMoNHopzAeuViOa05pJXG6HRy532LZte7N1dQ1lVNGuj4WsKTQrNHo0x1Bo9GiOodDo0RxDodGjuTHSev2M6rDDA8mrbI6z4hxxhWaFRo/mGAqNHs0xFBo9mmMoNHopzAeuViOa05pJXG6Hx9jYHBsa6suwol0fC1lTaFZo9GiOodDo0RxDodGjOYZCo0dzY6T1+hlxuOCBTM28s8PLm94ccYVmhUaP5hgKjR7NMRQaPZpjKDR6KcwHrlYjmtOaSVxuh0cud9h6erL8j8rx7+vISI/t2rXWRkZ6MrzvWrXr4zeaQqNHcwyFRo/mGAqNHs0xFBo9mhsjrdfPiJPaIw8tbLadHVPn/SnOEU+/WaGRZhppppFmGitvbv584GY0pzaTuNwOj/XrHyoZZ5XF93XnznttYOB527Rp0AYGnrft228Mvc8UHgs0azbSTCPNNNJMI83ZHqf2+hlx2OGBTFS2s8PLm94ccYVmhUaP5hgKjR7NMRQaPZpjKDR6Kc4Hnk1Ec3NnEqeww2Nk5EwbGHjOxsaO/ZRS9ntEqsXjN4ZCo0dzDIVGj+YYCo0ezTEUGj2aY7DTQwk7PJCcynZ2eIpzxBWaFRo9mmMoNHo0x1Bo9GiOodDopTgfeDYRzc2dSZzCDo9C4a0lFzua0VA9Hr8xFBo9mmMoNHo0x1Bo9GiOodDo0RyDnR6tigseCFXdzg4vb3pzxBWaFRo9mmMoNHo0x1Bo9GiOodDopTgfeDYRzc2dSZzCDo/e3mcslyu9YJf9HpFq8fiNodDo0RxDodGjOYZCo0dzDIVGj+YYeevs7Jv8u0v2erSO1B95EFbtzo6p8/4U54in36zQSDONNNNIM42VN6c3H7gZzc2eSZzCDo8VK95vV1xResEu64YUHgs0azTSTCPNNNJMI83NbrzcRkfvnvy7S/Z6tA52eCBEbTs7vLzpzRFXaFZo9GiOodDo0RxDodGjOYZCo6cwH9jLojnbmcTs8KgVj98YCo0ezTEUGj2aYyg0ejTHUGj0aI5RrpG9HqlihwearradHZ7iHHGFZoVGj+YYCo0ezTEUGj2aYyg0egrzgb0smrOdScwOj1rx+I2h0OjRHEOh0aM5hkKjR3MMhUaP5hjlGtnr0Qq44IEQnZ3Lrf6HV9705ogrNCs0ejTHUGj0aI6h0OjRHEOh0VOYD+xl0Tw+kzgr7PCoFY/fGAqNHs0xFBo9mmMoNHo0x1Bo9GiOUa4x29fQiJH6Iw9iJhb9mJn192+x8b84MTPL26JFG6s67u+/zfr7b6/rNrI+VmhWaKSZRppppJnGypu31P2aoxWb+/tvMzPLbAFjb6/Zli3HLnrkcmY33/yQdXXtq/n3UO3xe9/7R7ZlS0dTG1J8LLRjs0IjzTTSTCPNNNKcXmPWr6ERY06zA9A6hoe32lNPfdbGfxwsZ+PLiSZ+NKzWt/V8bbPeptDQCo0000gzjTTTSHOtb19++Wclr8v6+7dYd/dVlr1mfF+b3ZDWY6F9m1NooDmNtyk00JzG2xQaaE7jbQoNNKfxtvR96byGRj1YWo6GaMySci9/9PaUHqIKzQqNHs0xFBo9mmMoNHo0x1Bo9BQWInrNaI5dwMjS8lrx+I2h0OjRHEOh0aM5hkKjR3MMhUaP5hiVNLLEPBUsLUfmGrOk3FNcnKrQrNDo0RxDodGjOYZCo0dzDIVGb8zS/g+pcprRHLuAkaXlteLxG0Oh0aM5hkKjR3MMhUaP5hgKjR7NMSppZIm5Ii54oC4TOztyuZOt8Q+nvOktTlVoVmj0aI6h0OjRHEOh0aM5hkKjp7AQ0WtGc95yuZPC5hGztLxWPH5jKDR6NMdQaPRojqHQ6NEcQ6HRozlGJY2xr6ERI/VHHhI2PLzVduxYZrt3r7Ndu9bYggVrSj4+f/7b6jpetOhyW7ToMw29zehjhWaFRppppJlGmmmsvPmKo3vD0mlKsXnBgvfYrl1rbPfudbZjxzIbHt5qjdTba3ZF6W/J1q9/qGSUVPTvccWK99sVV5ResMu6QeGx0A7NCo0000gzjTTTSHP6jdGvoRGDHR6oSczODi9venPEFZoVGj2aYyg0ejTHUGj0aI6h0OgpzAf2Umhu7DxidnjUKoXHQrUUmhUaPZpjKDR6NMdQaPRojqHQ6NEco5ZGdno0Czs8EC5mZ4enOEdcoVmh0aM5hkKjR3MMhUaP5hgKjZ7CfGAvhebGziNmh0etUngsVEuhWaHRozmGQqNHcwyFRo/mGAqNHs0xamlkp4cCLnigKrE7O7y86c0RV2hWaPRojqHQ6NEcQ6HRozmGQqOnMB/YS6G5sfOI2eFRqxQeC9VSaFZo9GiOodDo0RxDodGjOYZCo0dzjFoa2emhIPVHHhISvbNj6iw9xTni6TcrNNJMI8000kxj5c3pzwdOsbnR84jZ4VHbcQqPhVZsVmikmUaaaaSZRpr1GtnpoYEdHqhINjs7vLzpzRFXaFZo9GiOodDo0RxDodGjOYZCo6cwH9hLsbm+ecTs8KhVio+F2Sg0KzR6NMdQaPRojqHQ6NEcQ6HRozlGIxrZ6ZEVdnig4bLZ2eEpzhFXaFZo9GiOodDo0RxDodGjOYZCo6cwH9hLsbm+ecTs8KhVio+F2Sg0KzR6NMdQaPRojqHQ6NEcQ6HRozlGIxrZ6ZEiLnhgRtnu7PDypjdHXKFZodGjOYZCo0dzDIVGj+YYCo2ewnxgL8Xm+uYRN2qHx8hIj+3atdZGRnqqbmCHR1YUmhUaPZpjKDR6NMdQaPRojqHQ6NEcoxGN7PRIUeqPPDRR1js7ps7SU5wjnn6zQiPNNNJMI800Vt6c/nxgheZ65xE3YofH9u032sDA87Zp06ANDDxv27ffWNXvgR0eNCs10kwjzTTSTCPN+o3s9EgTOzxQVnN2dnh505sjrtCs0OjRHEOh0aM5hkKjR3MMhUZPYT6wp9Bc3Tziend4jIz02MDA8zY2lq/p68dvgx0e2VBoVmj0aI6h0OjRHEOh0aM5hkKjR3OMiEZ2ekRhhwfq1pydHZ7iHHGFZoVGj+YYCo0ezTEUGj2aYyg0egrzgT2F5urmEde7w6NQWF5ysaParx+/DXZ4ZEOhWaHRozmGQqNHcwyFRo/mGAqNHs0xIhrZ6ZECLnigRHN3dnh505sjrtCs0OjRHEOh0aM5hkKjR3MMhUZPYT6wp9Cct87OvsnXhrPNJK50h8d0Ozp6e/dYLnek5q8fvw12eGRDoVmh0aM5hkKjR3MMhUaP5hgKjR7NMSIa2emRgtQfechQs3d2TJ2lpzhHPP1mhUaaaaSZRppprLw5/fnAis2LFl1uo6N3T742nG0mcSU7PGba0dHVNWTr1z9Y89ebscODZq1GmmmkmUaaaaS59RrZ6ZEGdnjAzFLZ2eHlTW+OuEKzQqNHcwyFRo/mGAqNHs0xFBo9hfnAnkJzucbpZxLPtsNjth0d9X7cjB0e2VFoVmj0aI6h0OjRHEOh0aM5hkKjR3OMLBrZ6dEo7PBA1dLY2eEpzhFXaFZo9GiOodDo0RxDodGjOYZCo6cwH9hTaC7XOP1M4tl2eMy2o6Pej49/Djs8sqHQrNDo0RxDodGjOYZCo0dzDIVGj+YYWTSy06MZuODR5tLa2eHlTW+OuEKzQqN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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:\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:\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" ] } ], "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": [ " .4584 seconds, answer: 4,502,208" ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(15.1, 4502208, lambda: 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": [ "20.8416 seconds, answer: 13,784,551,204,480" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(15.2, 13784551204480, lambda: 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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cSLh8KBRSVlZW3LysrCx99tlnOn78eMJ1ysvLlZGREZtycnIs/zmSgSJ5AAaCMaODrSFWVFSkRYsWacqUKfrnf/5nbd26VZL0/PPP97iOz+eLe935VKwvzu+0evVqtba2xqampiaLWp9cFMkDMBCMGR2Seon9JZdcoilTpqi+PvFhbXZ2tkKhUNy8lpYWXXTRRbr88ssTruP3++X3+y1va7J1nq/uz+kBnnANgDGjQ1Jvdo5EIjp48KACgUDC92fNmqXq6uq4edu3b9f06dN18cUXJ6OJKUWRPAADwZhhc4itWrVKu3btUkNDg9555x1985vfVDgcVmlpqaSOU4FLliyJLb98+XIdOXJEZWVlOnjwoJ577jk9++yzWrVqlZ3NNApF8gAMhNfHDFtPJ/7lL3/Rt7/9bR0/flxXXHGFZs6cqT/+8Y/Kzc2VJDU3N6uxsTG2fF5enrZt26aVK1dq3bp1CgaDqqio8MTl9RdKdJrAC50RwOB4ecygnpjBKt6op0gegH5zy5gxkHGcEAMAGIWimAAATyDEAACORYgBAByLELOJF4vTAXA2J45bFMW0gVeL0wFwLqeOWxyJWczLxekAOJOTxy1CzEJ9FadzQocA4C1OH7cIMYv0tzid6R0CgHe4YdwixCxAcToATuOWcYsQswDF6QA4jVvGLULMAhSnA+A0bhm3CDEL9KemTyevPFkagNncMm4RYhahOB0Ap3HDuEWIWcjrxekAOI/Txy1CzGKJOoQTOgIA73LyuMVjp2zQ+cW7oTgdAG9w6rhFUUwAgFEoigkA8ARCDADgWIRYAk6sqQMAJkj2+MmFHV/g1Jo68Ijz56Qju6W2v0pfzpJy86Vhw1PdKkBSasZPQuwCPdXUkQgyGODPW6T/uU8KH+ualx6UFjwqTfpG6toFKHXjJ6cTP+f0mjpwuT9vkf7fkvgAk6Rwc8f8P29JTbsApXb8JMTkjpo6cLHz5zqOwJTobpjP5/3P/R3LAUmW6vHT8yHmlpo6cLEju7sfgcWJSuGjHcsBSWTC+On5EHNLTR24WNtfrV0OsIgJ46fnQ8wtNXXgYl/OsnY5wCImjJ+eDzG31NSBi+Xmd1yFKF8PC/ik9LEdywFJZML46fkQk9xRUwcuNmx4x2X0kroH2eevF/yc+8WQEqkePwmxzzm9pg5cbtI3pLs2SumB+PnpwY753CeGFErl+GlriF155ZXy+XzdpnvvvTfh8jU1NQmX//DDD+1sZoyTa+rAAyZ9Q1rxvlT6mrTo2Y7/rjhAgMEIqRo/bX1ix969e3XuXNe9K++//77mzZunb33rW72ud+jQobjH719xxRW2tfGLnFpTBx4xbLiUd1OqWwEklIrxM6n1xFasWKHXXntN9fX18vm6/5G6pqZGBQUFOnnypC699NJB/RvUEwMAZzOynlh7e7teeOEFfec730kYYBe67rrrFAgENHfuXO3cubPXZSORiMLhcNwEAPCGpIXY5s2bderUKS1durTHZQKBgJ555hlVVlbqlVde0Ve+8hXNnTtXtbW1Pa5TXl6ujIyM2JSTk2ND6wEAJkra6cT58+drxIgR+u///u8BrVdcXCyfz6ctWxI/4DQSiSgSicReh8Nh5eTkcDoRABzKuNOJR44c0Y4dO/S9731vwOvOnDlT9fU9P2/L7/crPT09bjIBhTUBOI0Tx62k1BNbv369xowZo69//esDXnf//v0KBAJ9L2gQCmsCcBqnjlu2h9j58+e1fv16lZaW6qKL4v+51atX6+jRo9q4caMk6cknn9SVV16pyZMnxy4EqaysVGVlpd3NtAyFNQE4jZPHLdtDbMeOHWpsbNR3vvOdbu81NzersbEx9rq9vV2rVq3S0aNHNWrUKE2ePFlbt27VrbfeanczLdFXYTjJ/A4BwFucPm4l9T6xZEjVfWL9ravDE0AAmMLUccu4CzvczoTCcAAwEG4ZtwgxC5hQGA4ABsIt4xYhZgETCsMBwEC4ZdwixCxgQmE4ABgIt4xbhJhFUl0YDgAGyg3jFiFmIQprAnAap49bhJjFKKwJwGmcPG4l5bFTXkNhTQBO49Rxi5udAQBG4WZnAIAnEGIAAMcixAAAjkWIGcyJBeoApI4XxwyuTjSUUwvUAUgNr44ZHIkZqKcCdV767QpA/3l5zCDEDNNXgTovdEoA/ef1MYMQM0h/6vt4oVMC6B/GDELMGG4pUAcgORgzOhBihnBLgToAycGY0YEQM4RbCtQBSA7GjA6EmCHcUqAOQHIwZnQgxAzihgJ1AJKHMYMQM47TC9QBSC6vjxmEmIGcXKAOQPJ5eczgsVOGcmqBOgCp4dUxg6KYAACjUBQTAOAJhBgAwLEIMQCAYxFiLufFInmAE7GvDg5XJ7rYYIvkNbc162TkZI/vX+a/TIEvB6xpJADPFrS0wqCPxGpra1VcXKxgMCifz6fNmzfHvR+NRrVmzRoFg0GNGjVKc+bM0QcffNDn51ZWVmrSpEny+/2aNGmSqqqqBttETxtskbzmtmbdtvk2lbxW0uN02+bb1NzWbGfzAc/wckFLKww6xM6cOaOpU6dq7dq1Cd//xS9+oSeeeEJr167V3r17lZ2drXnz5un06dM9fuaePXtUUlKixYsX67333tPixYt111136Z133hlsMz1pKEXyTkZOqv1ce6+f336uvdcjNQD94/WCllaw5D4xn8+nqqoqLVy4UFLHUVgwGNSKFSt03333SZIikYiysrL06KOP6l/+5V8Sfk5JSYnC4bBef/312LwFCxbosssu00svvdSvtnj9PrH+1hjq6W7+P5/4s0peK+lz/U23bdKkyycNqo0Ahr6vulnK7xNraGhQKBRSYWFhbJ7f79fNN9+s3bt397jenj174taRpPnz5/e6TiQSUTgcjpu8iiJ5gDOwr1rHlhALhUKSpKysrLj5WVlZsfd6Wm+g65SXlysjIyM25eTkDKHlzkaRPMAZ2FetY+sl9j6fL+51NBrtNm+o66xevVqtra2xqampafANdjiK5AHOwL5qHVsusc/OzpbUcWQVCHRdit3S0tLtSOuL633xqKuvdfx+v/x+/xBb7A6d5805zw6YjX3VOrYcieXl5Sk7O1vV1dWxee3t7dq1a5fy8/N7XG/WrFlx60jS9u3be10H8SiSBzgD+6o1Bn0k1tbWpsOHD8deNzQ0qK6uTpmZmRo/frxWrFihRx55RBMmTNCECRP0yCOP6Etf+pLuueee2DpLlizR2LFjVV5eLkn68Y9/rNmzZ+vRRx/V7bffrldffVU7duzQ22+/PYQf0Xt6+y2vr53iMv9lGjF8RK+X2Y8YPkKX+S8bekMBjxvKvooOgw6xffv2qaCgIPa6rKxMklRaWqoNGzboJz/5if7v//5PP/jBD3Ty5EnNmDFD27dvV1paWmydxsZGDRvWdTCYn5+vl19+WT/72c/04IMP6uqrr9amTZs0Y8aMwTbTsxLtHP3ZKQJfDui1ha/xxA4gSQa7r6ID9cRcruKNes8VyQOciH21y0DGcUIMAGCUlN/sDABAMhBiAADHIsQAAI5FiKFXFOoD+sZ+kjoUxUSPKNQH9I39JLU4EkNCFOoD+sZ+knqEGLqhUB/QN/YTMxBiiNOfOkfsoPA69hNzEGKIoVAf0Df2E7MQYoihUB/QN/YTsxBiiKFQH9A39hOzEGKI6U99o048ZRtexX5iFkIMcSjUB/SN/cQchBi66W0HZccEOrCfmIEQQ0KJdlB2TCAe+0nq8dgp9KhzR6RQH9Az9pPUoigmAMAoFMUEAHgCIQYAcCxCDLaj1hJMRv90Ni7sgK2otQST0T+djyMx2IZaSzAZ/dMdCDHYglpLMBn90z0IMViOWkswGf3TXQgxWIpaSzAZ/dN9CDFYilpLMBn9030IMViKWkswGf3TfQgxWIpaSzAZ/dN9CDFYjlpLMBn9010IMdiCWkswGf3TPQYdYrW1tSouLlYwGJTP59PmzZtj7509e1b33XefpkyZoksuuUTBYFBLlizRsWPHev3MDRs2yOfzdZs+/fTTwTYTKUStJZiM/ukOgw6xM2fOaOrUqVq7dm239/7+97/r3Xff1YMPPqh3331Xr7zyij766CN94xvf6PNz09PT1dzcHDeNHDlysM1EinUOFD4xQMA89E/ns6SemM/nU1VVlRYuXNjjMnv37tWNN96oI0eOaPz48QmX2bBhg1asWKFTp04Nui3UEwMAZzOynlhra6t8Pp8uvfTSXpdra2tTbm6uxo0bp9tuu0379+/vdflIJKJwOBw3AQC8ISkh9umnn+r+++/XPffc02uqTpw4URs2bNCWLVv00ksvaeTIkfra176m+vqe75ovLy9XRkZGbMrJybHjRwAAGMj204lnz57Vt771LTU2NqqmpmZAp/jOnz+v66+/XrNnz1ZFRUXCZSKRiCKRSOx1OBxWTk4OpxMBwKGMOZ149uxZ3XXXXWpoaFB1dfWAQ2XYsGG64YYbej0S8/v9Sk9Pj5vgPhQuRCL0C9gWYp0BVl9frx07dujyyy8f8GdEo1HV1dUpEAjY0EI4RedDW6PioazoQr+ANITKzm1tbTp8+HDsdUNDg+rq6pSZmalgMKhvfvObevfdd/Xaa6/p3LlzCoVCkqTMzEyNGDFCkrRkyRKNHTtW5eXlkqSHH35YM2fO1IQJExQOh1VRUaG6ujqtW7duKD8jHKynwoUSFXi9jH6BToMOsX379qmgoCD2uqysTJJUWlqqNWvWaMuWLZKkf/zHf4xbb+fOnZozZ44kqbGxUcOGdR0Mnjp1St///vcVCoWUkZGh6667TrW1tbrxxhsH20w4WF+FCyUGLC+iX+BCllzYYRLuE3OH/tZ94gZVb6FfeIMxF3YAg0HhQiRCv0AihBiMQ+FCJEK/QCKEGIxD4UIkQr9AIoQYjEPhQiRCv0AihBiMROFCJEK/wBcRYjAWhQuRCP0CFyLEYDQKFyIR+gU6DfpmZyBZOgemX1V/pJUMVPgc/QISNzsDAAzDzc4AAE8gxAAAjkWIAQAcixCDZ1BA0Tx8Jxgqrk6EJ1z48FjKdZiB7wRW4EgMrtdTAUV++08dvhNYhRCDq/VVQJFBM/n4TmAlQgyu1Z/6UwyaycV3AqsRYnAlCiiah+8EdiDE4EoUUDQP3wnsQIjBlSigaB6+E9iBEIMrUUDRPHwnsAMhBteigKJ5+E5gNUIMrkYBRfPwncBKhBhcjwKK5uE7gVV47BQ8gQKK5uE7gRUoigkAMApFMQEAnkCIAQAcixADADgWIQYMAEUcu7AtYAKuTgT6iSKOXdgWMMWgj8Rqa2tVXFysYDAon8+nzZs3x72/dOlS+Xy+uGnmzJl9fm5lZaUmTZokv9+vSZMmqaqqarBNBCxDEccubAuYZNAhdubMGU2dOlVr167tcZkFCxaoubk5Nm3btq3Xz9yzZ49KSkq0ePFivffee1q8eLHuuusuvfPOO4NtJjBkFHHswraAaSy5T8zn86mqqkoLFy6MzVu6dKlOnTrV7QitNyUlJQqHw3r99ddj8xYsWKDLLrtML730Ur8+g/vEYKX+1sDywtMm2BZIFmPuE6upqdGYMWN0zTXXaNmyZWppael1+T179qiwsDBu3vz587V79+4e14lEIgqHw3ETYAWKOHZhW8BUtoVYUVGRXnzxRb355pt6/PHHtXfvXt1yyy2KRCI9rhMKhZSVlRU3LysrS6FQqMd1ysvLlZGREZtycnIs+xngbRRx7MK2gKlsC7GSkhJ9/etf17XXXqvi4mK9/vrr+uijj7R169Ze1/P5fHGvo9Fot3kXWr16tVpbW2NTU1OTJe0HKOLYhW0BUyXtEvtAIKDc3FzV1/d8miE7O7vbUVdLS0u3o7ML+f1++f1+y9oJdOr8uw5/B2JbwFxJu9n5xIkTampqUiAQ6HGZWbNmqbq6Om7e9u3blZ+fb3fzgIQo4tiFbQETDfpIrK2tTYcPH469bmhoUF1dnTIzM5WZmak1a9Zo0aJFCgQC+uSTT/TAAw9o9OjRuuOOO2LrLFmyRGPHjlV5ebkk6cc//rFmz56tRx99VLfffrteffVV7dixQ2+//fYQfkRgaHo7CvHaoM22gGkGHWL79u1TQUFB7HVZWZkkqbS0VE899ZQOHDigjRs36tSpUwoEAiooKNCmTZuUlpYWW6exsVHDhnUdDObn5+vll1/Wz372Mz344IO6+uqrtWnTJs2YMWOwzQQskWjw9uqgzbaASagnBgxAxRv1FHH8HNsCdhnIOE6IAQCMYszNzgAA2IkQAwA4FiEGAHAsQgxIIlMKSZrSDmCoKIoJJIkphSRNaQdgBY7EgCQwpZCkKe0ArEKIATYzpZCkKe0ArESIATbqTx2uZASIKe0ArEaIATYxpZCkKe0A7ECIATYxpZCkKe0A7ECIATYxpZCkKe0A7ECIATbpT/2tTnY+Bd6UdgB2IMQAG5lSSNKUdgBWI8QAm/UWIMkMDlPaAViJEAOSIFGApCI4TGkHYBUeOwUkSWdQpLqQpCntAKxAUUwAgFEoigkA8ARCDADgWIQY4DDUAgO6cGEH4CDUAgPicSQGOAS1wIDuCDHAAagFBiRGiAGGoxYY0DNCDDAYtcCA3hFigMGoBQb0jhADDEYtMKB3hBhgMGqBAb0jxADDUQsM6BkhBjgAtcCAxAYdYrW1tSouLlYwGJTP59PmzZvj3vf5fAmnX/7ylz1+5oYNGxKu8+mnnw62mYBrUAsM6G7QIXbmzBlNnTpVa9euTfh+c3Nz3PTcc8/J5/Np0aJFvX5uenp6t3VHjhw52GYCrtIZZD4RYIA0hGcnFhUVqaioqMf3s7Oz416/+uqrKigo0FVXXdXr5/p8vm7rAujyo7kTCC/gc0n5m9hf//pXbd26Vd/97nf7XLatrU25ubkaN26cbrvtNu3fv7/X5SORiMLhcNwEAPCGpITY888/r7S0NN155529Ljdx4kRt2LBBW7Zs0UsvvaSRI0fqa1/7murre34KQXl5uTIyMmJTTk6O1c0HABjKF41Go0P+EJ9PVVVVWrhwYcL3J06cqHnz5unXv/71gD73/Pnzuv766zV79mxVVFQkXCYSiSgSicReh8Nh5eTk9KusNQDAPOFwWBkZGf0ax22vJ/bWW2/p0KFD2rRp04DXHTZsmG644YZej8T8fr/8fv9QmggAcCjbTyc+++yzmjZtmqZOnTrgdaPRqOrq6hQIBGxoGQDA6QZ9JNbW1qbDhw/HXjc0NKiurk6ZmZkaP368pI5Dwv/6r//S448/nvAzlixZorFjx6q8vFyS9PDDD2vmzJmaMGGCwuGwKioqVFdXp3Xr1g22mQAAFxt0iO3bt08FBQWx12VlZZKk0tJSbdiwQZL08ssvKxqN6tvf/nbCz2hsbNSwYV0Hg6dOndL3v/99hUIhZWRk6LrrrlNtba1uvPHGwTYTAOBillzYYZKB/EEQAGAeoy7sSLbOTOZ+MQBwps7xuz/HWK4LsdOnT0sS94sBgMOdPn1aGRkZvS7jutOJ58+f17Fjx5SWliafz5fq5gxJ5z1vTU1NnBq1ANvTWmxPa7E9u0SjUZ0+fVrBYDDuuolEXHckNmzYMI0bNy7VzbBUenq65zu1ldie1mJ7Wovt2aGvI7BO1BMDADgWIQYAcCxCzGB+v18PPfQQj9WyCNvTWmxPa7E9B8d1F3YAALyDIzEAgGMRYgAAxyLEAACORYgBAByLEDPUb37zG+Xl5WnkyJGaNm2a3nrrrVQ3yZHWrFkjn88XN2VnZ6e6WY5SW1ur4uJiBYNB+Xw+bd68Oe79aDSqNWvWKBgMatSoUZozZ44++OCD1DTWAfrankuXLu3WZ2fOnJmaxjoAIWagTZs2acWKFfrpT3+q/fv366abblJRUZEaGxtT3TRHmjx5spqbm2PTgQMHUt0kRzlz5oymTp2qtWvXJnz/F7/4hZ544gmtXbtWe/fuVXZ2tubNmxd7jini9bU9JWnBggVxfXbbtm1JbKHDRGGcG2+8Mbp8+fK4eRMnTozef//9KWqRcz300EPRqVOnproZriEpWlVVFXt9/vz5aHZ2dvTnP/95bN6nn34azcjIiD799NMpaKGzfHF7RqPRaGlpafT2229PSXuciCMxw7S3t+tPf/qTCgsL4+YXFhZq9+7dKWqVs9XX1ysYDCovL0933323Pv7441Q3yTUaGhoUCoXi+qvf79fNN99Mfx2CmpoajRkzRtdcc42WLVumlpaWVDfJWISYYY4fP65z584pKysrbn5WVpZCoVCKWuVcM2bM0MaNG/X73/9ev/3tbxUKhZSfn68TJ06kummu0Nkn6a/WKSoq0osvvqg333xTjz/+uPbu3atbbrlFkUgk1U0zkuueYu8WXywjE41GHV9aJhWKiopi/z9lyhTNmjVLV199tZ5//nmVlZWlsGXuQn+1TklJSez/r732Wk2fPl25ubnaunWr7rzzzhS2zEwciRlm9OjRGj58eLffYltaWrr9touBu+SSSzRlyhTV19enuimu0HmlJ/3VPoFAQLm5ufTZHhBihhkxYoSmTZum6urquPnV1dXKz89PUavcIxKJ6ODBgwoEAqluiivk5eUpOzs7rr+2t7dr165d9FeLnDhxQk1NTfTZHnA60UBlZWVavHixpk+frlmzZumZZ55RY2Ojli9fnuqmOc6qVatUXFys8ePHq6WlRf/+7/+ucDis0tLSVDfNMdra2nT48OHY64aGBtXV1SkzM1Pjx4/XihUr9Mgjj2jChAmaMGGCHnnkEX3pS1/SPffck8JWm6u37ZmZmak1a9Zo0aJFCgQC+uSTT/TAAw9o9OjRuuOOO1LYaoOl+vJIJLZu3bpobm5udMSIEdHrr78+umvXrlQ3yZFKSkqigUAgevHFF0eDwWD0zjvvjH7wwQepbpaj7Ny5Myqp21RaWhqNRjsus3/ooYei2dnZUb/fH509e3b0wIEDqW20wXrbnn//+9+jhYWF0SuuuCJ68cUXR8ePHx8tLS2NNjY2prrZxqIUCwDAsfibGADAsQgxAIBjEWIAAMcixAAAjkWIAQAcixADADgWIQYAcCxCDADgWIQYAMCxCDEAgGMRYgAAxyLEAACO9f8BzvUaxX5ZNpsAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "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:\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:\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" ] } ], "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": [ " 1.2451 seconds, answer: 1,641" ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(16.1, 1641, lambda: 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": [ " .3933 seconds, answer: 2,261" ] }, "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: 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:\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", " 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": [ " .6810 seconds, answer: 3,206\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: 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:\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:\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" ] } ], "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": [ " .0113 seconds, answer: 4,370" ] }, "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: 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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\n", "text/plain": [ "
" ] }, "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": [ " 1.6578 seconds, answer: 2,458" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(18.2, 2458, lambda: 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:\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:\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" ] } ], "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": [ " 1.6642 seconds, answer: 1,349" ] }, "execution_count": 91, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(19.1, 1349, lambda: 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, 8: 1, 1: 3, 9: 2, 5: 1, 4: 2, 7: 2, 2: 3, 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": [ " 2.8144 seconds, answer: 21,840" ] }, "execution_count": 93, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(19.2, 21840, lambda: 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:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "-1581\n", "7547\n", "568\n", "-1972\n", "7952\n", "-1510\n", "-7259\n", "6120\n", "...\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "Parsed representation ➜ 5000 ints:\n", "────────────────────────────────────────────────────────────────────────────────────────────────────\n", "-1581\n", "7547\n", "568\n", "-1972\n", "7952\n", "-1510\n", "-7259\n", "6120\n", "...\n" ] } ], "source": [ "in20 = parse(20, int)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Most of those numbers are 4 digits; what does the distribution of numbers look like?" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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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": [ " .1092 seconds, answer: 1,087" ] }, "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: 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": [ " .0754 seconds, answer: 1,087" ] }, "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: sum(grove_coordinates(mix(in20))))" ] }, { "cell_type": "code", "execution_count": 98, "metadata": {}, "outputs": [ { "data": { "text/plain": [ " 1.1373 seconds, answer: 13,084,440,324,666" ] }, "execution_count": 98, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(20.2, 13084440324666, lambda: 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:\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:\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" ] } ], "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": [ " .0009 seconds, 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, 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": [ " .0185 seconds, 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: 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:\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" ] } ], "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": [ " .0128 seconds, answer: 1,428" ] }, "execution_count": 105, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(22.1, 1428, lambda: 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:\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": [ " .1617 seconds, answer: 3,871" ] }, "execution_count": 111, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(23.1, 3871, lambda: 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": [ " .1538 seconds, answer: 3,871" ] }, "execution_count": 113, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(23.1, 3871, lambda: 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": [ "12.2069 seconds, answer: 925" ] }, "execution_count": 114, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(23.2, 925, lambda: 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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\n", 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\n", 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\n", 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\n", 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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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\n", "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:\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, '^': 615})" ] }, "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": [ " 1.2655 seconds, answer: 288" ] }, "execution_count": 122, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(24.1, 288, lambda: 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": [ " 2.4747 seconds, answer: 861" ] }, "execution_count": 124, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answer(24.2, 861, lambda: 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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\n", 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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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\n", 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" ] }, "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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\n", "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:\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" ] } ], "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": [ " .0004 seconds, 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', 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 I was happy that the code runs 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:" ] }, { "cell_type": "code", "execution_count": 130, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{1.1: .0000 seconds, answer: 70,116,\n", " 1.2: .0001 seconds, answer: 206,582,\n", " 2.1: .0007 seconds, answer: 13,268,\n", " 2.2: .0007 seconds, answer: 15,508,\n", " 3.1: .0005 seconds, answer: 8,401,\n", " 3.2: .0003 seconds, answer: 2,641,\n", " 4.1: .0003 seconds, answer: 477,\n", " 4.2: .0002 seconds, answer: 830,\n", " 5.1: .0002 seconds, answer: SHQWSRBDL,\n", " 5.2: .0002 seconds, answer: CDTQZHBRS,\n", " 6.1: .0006 seconds, answer: 1,987,\n", " 6.2: .0016 seconds, answer: 3,059,\n", " 7.1: .0006 seconds, answer: 1,232,307,\n", " 7.2: .0006 seconds, answer: 7,268,994,\n", " 8.1: .0460 seconds, answer: 1,829,\n", " 8.2: .0493 seconds, answer: 291,840,\n", " 9.1: .0192 seconds, answer: 6,236,\n", " 9.2: .0877 seconds, answer: 2,449,\n", " 10.1: .0001 seconds, answer: 12,560,\n", " 10.2: .0097 seconds, answer: PLPAFBCL,\n", " 11.1: .0006 seconds, answer: 54,036,\n", " 11.2: .2265 seconds, answer: 13,237,873,355,\n", " 12.1: .0601 seconds, answer: 394,\n", " 12.2: .0243 seconds, answer: 388,\n", " 13.1: .0007 seconds, answer: 5,882,\n", " 13.2: .0087 seconds, answer: 24,948,\n", " 14.1: .0757 seconds, answer: 728,\n", " 14.2: 3.6137 seconds, answer: 27,623,\n", " 15.1: .4584 seconds, answer: 4,502,208,\n", " 15.2: 20.8416 seconds, answer: 13,784,551,204,480,\n", " 16.1: 1.2451 seconds, answer: 1,641,\n", " 16.2: .3933 seconds, answer: 2,261,\n", " 17.1: .6810 seconds, answer: 3,206,\n", " 18.1: .0113 seconds, answer: 4,370,\n", " 18.2: 1.6578 seconds, answer: 2,458,\n", " 19.1: 1.6642 seconds, answer: 1,349,\n", " 19.2: 2.8144 seconds, answer: 21,840,\n", " 20.1: .0754 seconds, answer: 1,087,\n", " 20.2: 1.1373 seconds, answer: 13,084,440,324,666,\n", " 21.1: .0009 seconds, answer: 353837700405464.0,\n", " 21.2: .0185 seconds, answer: 3678125408017,\n", " 22.1: .0128 seconds, answer: 1,428,\n", " 23.1: .1538 seconds, answer: 3,871,\n", " 23.2: 12.2069 seconds, answer: 925,\n", " 24.1: 1.2655 seconds, answer: 288,\n", " 24.2: 2.4747 seconds, answer: 861,\n", " 25.1: .0004 seconds, answer: 2=--00--0220-0-21==1}" ] }, "execution_count": 130, "metadata": {}, "output_type": "execute_result" } ], "source": [ "answers" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Below run times are plotted on a log-scale y-axis, ordered by puzzle number:" ] }, { "cell_type": "code", "execution_count": 131, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "days, secs = T([d, answers[d].secs] for d in answers)\n", "plt.plot(days, secs, 'o'); plt.yscale('log'); plt.title('Run time by puzzle number');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And here's the same data sorted by increasing time rather than by day, and with horizontal dashed lines to point out that only two puzzles took over 10 seconds to run, and 8 more took over a second." ] }, { "cell_type": "code", "execution_count": 132, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(sorted(secs), 'o:'); plt.yscale('log')\n", "plt.plot([0, 46], [1.0, 1.0], '--')\n", "plt.plot([0, 46], [10.0, 10.0], '--')\n", "plt.title(f'Increasing order of run times');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The total run time for all the puzzles is under a minute:" ] }, { "cell_type": "code", "execution_count": 133, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "51.34208059310913" ] }, "execution_count": 133, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sum(secs)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "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 only a few milliseconds:" ] }, { "cell_type": "code", "execution_count": 134, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 4.2 ms, sys: 2.01 ms, total: 6.21 ms\n", "Wall time: 5.47 ms\n" ] } ], "source": [ "%time ignore([parse(d, show=False) for d in range(1, 26)])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I can re-run all the code, in reverse order of days, to show that the code is re-entrant (this is done quietly, except for one plot):" ] }, { "cell_type": "code", "execution_count": 135, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 51.7 s, sys: 108 ms, total: 51.8 s\n", "Wall time: 51.8 s\n" ] }, { "data": { "text/plain": [ "Counter({True: 47})" ] }, "execution_count": 135, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAeQAAABhCAYAAAAHpNImAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8o6BhiAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAI7UlEQVR4nO3dP45c1RaF8d3mBZ2glngSskP0MouIAOnNgMQzYAKMwvIomMCbgRPG4IAIOXVoRGDJIunE7heYNjJgqc9RrVvf3v5+CX90VN7rnnv7oKqm1sXNzc1NSZKks7p37gEkSZIHsiRJCB7IkiQBeCBLkgTggSxJEoAHsiRJAB7IkiQBeCBLkgTggSxJEsC/jv4Df/rlZT15+rxevr5+/+8eXF3W40cP67uvHxyyNokyR8Jqto77d1cdsxGevdS16DZvUrd8hBkoLo786syffnlZP/zv5/rrH3jxx19//P6b9xuQWptEmSNhNVvH/burjtkIz17qWnSbN6lbPsIMJIe9Zf3m7U09efr8bxe+qt7/uydPn9ebtzextUmUORJWs3Xcv7vqmI3w7KWuRbd5k7rlI8xAc9hb1s9evPrgLYm/uqmql6+v69mLV1V//P2p1/73P//eGf1OVvIl50hYzZbaa8J165iN8OytrF25FoRshPuyqt+9Ofln5q7DDuTffv/4hd9Zl1y7I5GPYjXbufc6qWO2c8+cvBadsqWd+1qsmvwzc9dhB/KXn1+edF1y7Y5EPorVbOfe66SO2c49c/JadMqWdu5rsWryz8xdhx3I3371RT24uqxfX1//42cGF1V1/+qyvv3qi6qq2NqU1XydrGZL7vW5dcxGefYS14KSjaDbvTn5Z+auw36p67N7F/X40cOq+vM36G7d/vPjRw/rs3sXsbVJlDkSVrN13L+76piN8OylrkW3eZO65SPMQHPoF4N89/WD+vH7b+r+1YdvQdy/uvzbr7en1iZR5khYzdZx/+6qYzbCs5e6Ft3mTeqWjzADyaH/H/KtN29v6tmLV/Xb79f15efv3pL42H8FpdYmUeZIWM3Wcf/uqmM2wrOXuhbd5k3qlo8wA8FZDmRJkvQhv8takiQAD2RJkgAOL5eo4nxeQPgsqxtKtsl7l5yBkC+Fks17k/O63aDbnjrOQcmXQMk2ee+SMxDypVCyeW9yXrcjbNtTxzko+RIo2SbvXXIGQr4USjbvzZ7ZSJBtTx3noORLoGSbvHfJGQj5UijZvDd7ZqM57EBebSLpNgclXwIl2+S9S85AyJdCyea92TMbzWEHMqXZIzUHJV8CJdvkvUvOQMiXQsnmvdkzG81hBzKl2SM1ByVfAiXb5L1LzkDIl0LJ5r3ZMxvNYQfybbPHx36R/aLe/WbdUc03p56Dki+Bkm3y3iVnIORLoWTz3uyZjQbZ9tRxDkq+BEq2yXuXnIGQL4WSzXuzZzYabNtTxzko+RIo2SbvXXIGQr4USjbvTc7rdoVve+o4ByVfAiXb5L3zm7r2ULJ5b3JetxvbniRJArBcQpIkAA9kSZIAbHvy85AllGyT947yGXJqbcrkbKQ5EiZnW2Hbk80ld0bJNnnvKG1PqbUpk7OR5kiYnG2VbU8nnIOSL4GSbfLeUdqeUmtTJmcjzZEwOdsO255ONAclXwIl2+S9o7Q9pdamTM5Wxbg3UyZn22Xb04nmoORLoGSbvHeUtqfU2pTJ2aoY92bK5Gy7DvsMmdLsYXPJOkq2yXvXre0ptXbV5Gwrr+/PlRkOO5ApzR42l6yjZJu8d93anlJrV03OtvL6/lyZwbanE81ByZdAyTZ57yhtT6m1KZOzVTHuzZTJ2XbZ9nSiOSj5EijZJu8dpe0ptTZlcrYqxr2ZMjnbLtueTjgHJV8CJdvkvaO0PaXWpkzORpojYXK2HbY9Df22pxRKtsl75zd17ZmcjTRHwuRsK2x7kiQJwHIJSZIAPJAlSQLAtz35WQ/LarZu+0e4NymfIXdDyTb59xtSJmdbgW57spWFZTVbt/0j3JuUtqduKNkmN5GlTM62Ctv2ZCsLy2q2bvtHuDcpbU/dULJNbiJLmZxtB7LtyVYWltVs3faPcG9S2p66oWSb3ESWMjnbLmTbk60sLKvZuu0f4d6ktD11Q8k2uYksZXK2Xa3bnmxlOcZqtnPv9apzz5u+Dt6bfZ9/Sr6Eydl2tW57spXlGKvZzr3Xq849b/o6eG/2ff4p+RImZ9uFbHuylYVlNVu3/SPcm5S2p24o2SY3kaVMzrYL2fZkKwvLarZu+0e4NyltT91Qsk1uIkuZnG0Xtu3JVhaW1Wzd9o9wb1LanrqhZJvcRJYyOdsOfNsT5RuOVlDmSPCbulhrk/m6oWTzm7rWTc62wrYnSZIALJeQJAnAA1mSJAB821NHk/NNzlbFyOdnyHso2SZ/hjw5GwG67amjyfkmZ6ti5LPtaQ8l2+S2p8nZKLBtTx1Nzjc5WxUjn21PeyjZJrc9Tc5Ggmx76mhyvsnZqhj5bHvaQ8k2ue1pcjYaZNtTR5PzTc5Wxchn29MeSrbJbU+Ts9EcdiBPb/aYnG9ytipGvuQMhHwplGyT254mZ6M57ECe3uwxOd/kbFWMfMkZCPlSKNkmtz1NzkaDbHvqaHK+ydmqGPlse9pDyTa57WlyNhpk21NHk/NNzlbFyGfb0x5KtsltT5Oz0WDbnjqanG9ytipGPtue9lCyTW57mpyNBN/21NHkfJOzVTHy+U1deyjZJn+b1eRsBLY9SZIEYLmEJEkAHsiSJAHY9hSwko+wNpWtI0I+P0Pe0+1ZSuqWb3WGqXtt29OJreQjrE1l64iQz7anPd2epaRu+VZnmLzXtj2d0Eo+wtpUto4I+Wx72tPtWUrqlm91hul7bdvTiazkI6xd4d71bdRJv/a5dXuWkrrlW53hU9hr255OZCUfYe0K965vo076tc+t27OU1C3f6gyfwl4f9hny9GaPRD7C2pX17h1zBkK+lE7PXdq5r8Wq1XnPne+IvT7sQJ7e7JHIR1i7st69Y85AyJfS6blLO/e1WLU677nzHbHXhx3It80ev76+/sf36i/q3feXdm32WM1HWJvK1g0hX3IGQr4UynNHkLwWhHk/hb227elEVvIR1qaydUTIZ9vTnm7PUlK3fKszfAp77XdZS5IE4FdnSpIE4IEsSRKAB7IkSQAeyJIkAXggS5IE4IEsSRKAB7IkSQAeyJIkAfwfd3dC0otl6/0AAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%time Counter(answers[d].check() for d in reversed(list(answers)))" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.15" } }, "nbformat": 4, "nbformat_minor": 4 }