day_20.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "day-20.ipynb",
      "provenance": [],
      "authorship_tag": "ABX9TyOSWzrT893V8DWrGNUkdVPq",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/robinnewhouse/advent-of-code/blob/main/day_20.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1f-iQzqNP0jd",
        "outputId": "78d29849-d29c-4057-a6f2-b4c294c7ef36"
      },
      "source": [
        "# part 1\n",
        "\n",
        "from collections import Counter\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "\n",
        "# part 1\n",
        "def print_grid(gridd):\n",
        "  for row in gridd:\n",
        "    for col in row:\n",
        "      print('.' if col == 0 else '#', end=' ')\n",
        "    print()\n",
        "\n",
        "\n",
        "class Tile:\n",
        "  def __init__(self, grid, tile_id):\n",
        "    self.tile_id = tile_id\n",
        "    self.grid = np.array(grid)\n",
        "    self.neighbors = {\n",
        "      'up': None,\n",
        "      'down': None,\n",
        "      'left': None,\n",
        "      'right': None,\n",
        "    }\n",
        "    self.locked = False\n",
        "\n",
        "  def match(self, tile2):\n",
        "    grid2 = tile2.grid.copy()\n",
        "    for flip in [False, True]:\n",
        "      if flip:\n",
        "        grid2 = np.fliplr(grid2)\n",
        "      for i in range(4):\n",
        "        grid2 = np.rot90(grid2)\n",
        "        for pos in self.neighbors:\n",
        "          if self.check(grid2, pos):\n",
        "            self.neighbors[pos] = tile2.tile_id\n",
        "            # print(f'{self.tile_id} has neighbor {tile2.tile_id} to the {pos}')\n",
        "            return grid2\n",
        "    # print(f'no match between {self.tile_id} and {tile2.tile_id}')\n",
        "    return None\n",
        "\n",
        "  # left edge grid[:,0]\n",
        "  # right edge grid[:,-1]\n",
        "  # up grid[0,:]\n",
        "  # down grid[-1,:]\n",
        "  def check(self, grid2, pos):\n",
        "    if pos == 'up':  # compare top of self to bottom of grid2\n",
        "      return all(self.grid[0, :] == grid2[-1, :])\n",
        "    if pos == 'down':  # compare bottom of self to top of grid2\n",
        "      return all(self.grid[-1, :] == grid2[0, :])\n",
        "    if pos == 'left':  # compare left of self to right of grid2\n",
        "      return all(self.grid[:, 0] == grid2[:, -1])\n",
        "    if pos == 'right':  # compare right of self to left of grid2\n",
        "      return all(self.grid[:, -1] == grid2[:, 0])\n",
        "\n",
        "  def __str__(self):\n",
        "    return str(self.tile_id)\n",
        "\n",
        "  def find(self, pos):\n",
        "    for id2, tile2 in tiles.items():\n",
        "      if self.tile_id == id2: continue\n",
        "      grid2 = tile2.grid.copy()\n",
        "      for flip in [False, True]:\n",
        "        if flip:\n",
        "          grid2 = np.fliplr(grid2)\n",
        "        for i in range(4):\n",
        "          grid2 = np.rot90(grid2)\n",
        "          if self.check(grid2, pos):\n",
        "            self.neighbors[pos] = tile2.tile_id\n",
        "            return id2, grid2\n",
        "    return None\n",
        "\n",
        "\n",
        "# parse\n",
        "tile_id = -1\n",
        "tiles = {}\n",
        "grid = []\n",
        "rank = 12\n",
        "\n",
        "for line in input_string.splitlines():\n",
        "  # for line in test_string.splitlines():\n",
        "  if line.startswith(\"Tile\"):\n",
        "    tile_id = int(line.split()[1][:-1])\n",
        "    continue\n",
        "\n",
        "  # reset and make a new tile\n",
        "  if not line:\n",
        "    tiles[tile_id] = Tile(grid, tile_id)\n",
        "    grid = []\n",
        "    continue\n",
        "\n",
        "  grid.append([0 if char == '.' else 1 for char in line])\n",
        "\n",
        "# %%\n",
        "# for second_tile in tiles:\n",
        "for key1 in tiles.keys():\n",
        "  tiles[key1].locked = True\n",
        "  for key2 in tiles.keys():\n",
        "    if key1 == key2: continue\n",
        "    result = tiles[key1].match(tiles[key2])\n",
        "    # set the tile2 grid\n",
        "    if not result is None:\n",
        "      if not tiles[key2].locked:\n",
        "        tiles[key2].grid = result\n",
        "        tiles[key2].locked = False\n",
        "# %%\n",
        "\n",
        "corners = []\n",
        "for t in tiles:\n",
        "  if Counter(tiles[t].neighbors.values())[None] == 2:\n",
        "    corners.append(t)\n",
        "\n",
        "print('number of tiles:', len(tiles))\n",
        "print('corner ids', corners)\n",
        "product = 1\n",
        "print('solution:', np.product(corners))"
      ],
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "number of tiles: 144\n",
            "corner ids [1693, 1109, 2909, 3371]\n",
            "solution: 18411576553343\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 570
        },
        "id": "hRlvJ_CHP4ab",
        "outputId": "30e8e955-3937-4765-adc3-2f28e4e286d1"
      },
      "source": [
        "# part 2\n",
        "# %%\n",
        "# I know that it's a 12*12 image since it's got 144 tiles (or at least that's a good guess.\n",
        "# I'll make a grid of 12*12 and fill that\n",
        "\n",
        "image = np.zeros([rank, rank], dtype=Tile)\n",
        "image[0, 0] = tiles[corners[0]]\n",
        "\n",
        "counter = 0\n",
        "# pick a corner\n",
        "t_cur = corners[0]\n",
        "if rank == 3:  # test example need flipping\n",
        "  tiles[t_cur].grid = np.flipud(tiles[t_cur].grid)\n",
        "row = 0\n",
        "col = 0\n",
        "while True:\n",
        "  if col < rank - 1:\n",
        "    tid_right, tgrid_right = tiles[t_cur].find('right')\n",
        "    # set this grid in the correct orientation\n",
        "    tiles[tid_right].grid = tgrid_right.copy()\n",
        "    # set found tile in next position\n",
        "    image[col + 1, row] = tiles[tid_right]\n",
        "    t_cur = tid_right\n",
        "    col += 1\n",
        "  elif row < rank - 1:\n",
        "    col = 0\n",
        "    t_cur = image[col, row].tile_id\n",
        "    tid_down, tgrid_down = tiles[t_cur].find('down')\n",
        "    # set this grid in the correct orientation\n",
        "    tiles[tid_down].grid = tgrid_down.copy()\n",
        "    # set found tile in next position\n",
        "    image[col, row + 1] = tiles[tid_down]\n",
        "    t_cur = tid_down\n",
        "    row += 1\n",
        "  else:\n",
        "    break\n",
        "\n",
        "  counter += 1\n",
        "  if counter > 200:\n",
        "    # safety break just in case\n",
        "    break\n",
        "\n",
        "# the above works!\n",
        "# %% check that the images are stitched together correctly\n",
        "\n",
        "stitched_image = np.zeros([(10) * rank] * 2)\n",
        "\n",
        "for col in range(rank):\n",
        "  for row in range(rank):\n",
        "    # remove borders\n",
        "    image_minus_borders = image[row, col].grid[0:10, 0:10]\n",
        "    image_minus_borders[0, :] = -1 - image_minus_borders[0, :]\n",
        "    image_minus_borders[-1, :] = -1 - image_minus_borders[-1, :]\n",
        "    image_minus_borders[:, 0] = -1 - image_minus_borders[:, 0]\n",
        "    image_minus_borders[:, -1] = -1 - image_minus_borders[:, -1]\n",
        "    # place in stitched image\n",
        "    stitched_image[col * 10:col * 10 + 10, row * 10:row * 10 + 10] = image_minus_borders\n",
        "plt.imshow(stitched_image);\n",
        "plt.show()\n",
        "# %% now stitch them together\n",
        "\n",
        "stitched_image = np.zeros([(10 - 2) * rank] * 2)\n",
        "\n",
        "for col in range(rank):\n",
        "  for row in range(rank):\n",
        "    # remove borders\n",
        "    image_minus_borders = image[row, col].grid[1:-1, 1:-1]\n",
        "    # place in stitched image\n",
        "    stitched_image[col * 8:col * 8 + 8, row * 8:row * 8 + 8] = image_minus_borders\n",
        "plt.imshow(stitched_image);\n",
        "plt.show()\n",
        "\n",
        "# %% Look for monsters\n",
        "# Moster:\n",
        "'''\n",
        "                  # \n",
        "#    ##    ##    ###\n",
        " #  #  #  #  #  #   \n",
        "'''\n",
        "monster = np.array(\n",
        "  [[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0],\n",
        "   [1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 1, 1, 1],\n",
        "   [0, 1, 0, 0, 1, 0, 0, 1, 0, 0, 1, 0, 0, 1, 0, 0, 1, 0, 0, 0], ]\n",
        ")\n",
        "\n",
        "monster_coordinates = []\n",
        "\n",
        "\n",
        "# check all flips and rotations\n",
        "def find_monsters(stitched_image):\n",
        "  for flip in [False, True]:\n",
        "    if flip:\n",
        "      stitched_image = np.fliplr(stitched_image)\n",
        "    for i in range(4):\n",
        "      stitched_image = np.rot90(stitched_image)\n",
        "\n",
        "      for row in range(len(stitched_image) - 3):\n",
        "        for col in range(len(stitched_image) - 20):\n",
        "          result = np.logical_or(\n",
        "            # this line checks if the image elements match the pattern of the monster\n",
        "            stitched_image[col:col + 20, row:row + 3].T == monster,  # not sure why I need to transpose...\n",
        "            # this line says that we only care about # tiles, not zero tiles which can be anything\n",
        "            np.zeros_like(monster) == monster)\n",
        "\n",
        "          if np.all(result):\n",
        "            monster_coordinates.append((col, row))\n",
        "            # print(f'monster found at row={row}, col={col}')\n",
        "      if len(monster_coordinates) > 0:\n",
        "        print(f'found {len(monster_coordinates)} monsters')\n",
        "        print('solution:', np.sum(stitched_image) - len(monster_coordinates) * np.sum(monster))\n",
        "        return np.sum(stitched_image) - len(monster_coordinates) * np.sum(monster)\n",
        "\n",
        "\n",
        "find_monsters(stitched_image)\n"
      ],
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "text": [
            "found 43 monsters\n",
            "solution: 2002.0\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "2002.0"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Cuu3fBuUP5JN"
      },
      "source": [
        "test_string = '''Tile 2311:\n",
        "..##.#..#.\n",
        "##..#.....\n",
        "#...##..#.\n",
        "####.#...#\n",
        "##.##.###.\n",
        "##...#.###\n",
        ".#.#.#..##\n",
        "..#....#..\n",
        "###...#.#.\n",
        "..###..###\n",
        "\n",
        "Tile 1951:\n",
        "#.##...##.\n",
        "#.####...#\n",
        ".....#..##\n",
        "#...######\n",
        ".##.#....#\n",
        ".###.#####\n",
        "###.##.##.\n",
        ".###....#.\n",
        "..#.#..#.#\n",
        "#...##.#..\n",
        "\n",
        "Tile 1171:\n",
        "####...##.\n",
        "#..##.#..#\n",
        "##.#..#.#.\n",
        ".###.####.\n",
        "..###.####\n",
        ".##....##.\n",
        ".#...####.\n",
        "#.##.####.\n",
        "####..#...\n",
        ".....##...\n",
        "\n",
        "Tile 1427:\n",
        "###.##.#..\n",
        ".#..#.##..\n",
        ".#.##.#..#\n",
        "#.#.#.##.#\n",
        "....#...##\n",
        "...##..##.\n",
        "...#.#####\n",
        ".#.####.#.\n",
        "..#..###.#\n",
        "..##.#..#.\n",
        "\n",
        "Tile 1489:\n",
        "##.#.#....\n",
        "..##...#..\n",
        ".##..##...\n",
        "..#...#...\n",
        "#####...#.\n",
        "#..#.#.#.#\n",
        "...#.#.#..\n",
        "##.#...##.\n",
        "..##.##.##\n",
        "###.##.#..\n",
        "\n",
        "Tile 2473:\n",
        "#....####.\n",
        "#..#.##...\n",
        "#.##..#...\n",
        "######.#.#\n",
        ".#...#.#.#\n",
        ".#########\n",
        ".###.#..#.\n",
        "########.#\n",
        "##...##.#.\n",
        "..###.#.#.\n",
        "\n",
        "Tile 2971:\n",
        "..#.#....#\n",
        "#...###...\n",
        "#.#.###...\n",
        "##.##..#..\n",
        ".#####..##\n",
        ".#..####.#\n",
        "#..#.#..#.\n",
        "..####.###\n",
        "..#.#.###.\n",
        "...#.#.#.#\n",
        "\n",
        "Tile 2729:\n",
        "...#.#.#.#\n",
        "####.#....\n",
        "..#.#.....\n",
        "....#..#.#\n",
        ".##..##.#.\n",
        ".#.####...\n",
        "####.#.#..\n",
        "##.####...\n",
        "##..#.##..\n",
        "#.##...##.\n",
        "\n",
        "Tile 3079:\n",
        "#.#.#####.\n",
        ".#..######\n",
        "..#.......\n",
        "######....\n",
        "####.#..#.\n",
        ".#...#.##.\n",
        "#.#####.##\n",
        "..#.###...\n",
        "..#.......\n",
        "..#.###...\n",
        "\n",
        "'''\n",
        "\n",
        "input_string = '''Tile 3253:\n",
        "###....#..\n",
        ".#..##....\n",
        "##.#.#.#.#\n",
        "#.#.......\n",
        "#....#...#\n",
        "#.##...#..\n",
        "....#.....\n",
        "##.##.#..#\n",
        ".###...##.\n",
        "##.#...##.\n",
        "\n",
        "Tile 2843:\n",
        "...#.#.#..\n",
        "##.....#.#\n",
        "..#...#...\n",
        "#.##.##...\n",
        "#......###\n",
        "#..#.#.###\n",
        "........##\n",
        "#.....##..\n",
        "........#.\n",
        "..##..###.\n",
        "\n",
        "Tile 2557:\n",
        "..##..#.#.\n",
        "#.#......#\n",
        "...#......\n",
        "..........\n",
        ".#....#..#\n",
        "...#....##\n",
        "####.....#\n",
        ".##.##..#.\n",
        "#..#......\n",
        "#.#.##.#..\n",
        "\n",
        "Tile 2543:\n",
        "...#.#####\n",
        "...#.....#\n",
        "#..#.#....\n",
        ".......#..\n",
        "......#..#\n",
        "#......#..\n",
        ".#...#...#\n",
        "##.#.#..##\n",
        "#.#..#.#..\n",
        ".#..####.#\n",
        "\n",
        "Tile 3319:\n",
        "#####..###\n",
        ".#.#......\n",
        "#.....#...\n",
        ".....#...#\n",
        ".#.#.....#\n",
        ".....#...#\n",
        ".##......#\n",
        "##....#..#\n",
        "##.#...#.#\n",
        ".#....#..#\n",
        "\n",
        "Tile 1607:\n",
        ".##..#####\n",
        "#....#..#.\n",
        ".#..#.....\n",
        "....#.....\n",
        "...#.#..##\n",
        "#..###...#\n",
        "..#.#.....\n",
        "..##.##.##\n",
        "#...#..#.#\n",
        "###..#.##.\n",
        "\n",
        "Tile 3329:\n",
        "#.#######.\n",
        "#.#...###.\n",
        "###......#\n",
        "..........\n",
        "#..#.#...#\n",
        "#...##...#\n",
        "#...##...#\n",
        "##.#..#.#.\n",
        "#..##.#...\n",
        "......#.#.\n",
        "\n",
        "Tile 2663:\n",
        "#.#..##.#.\n",
        "...#.....#\n",
        "###..#....\n",
        "..#.....#.\n",
        "...#....##\n",
        ".#.....#.#\n",
        "..........\n",
        "#..#......\n",
        "####...#.#\n",
        "###..#.#.#\n",
        "\n",
        "Tile 1619:\n",
        "####.#...#\n",
        ".#....#..#\n",
        ".......#.#\n",
        "#.#....#..\n",
        "#...#.#...\n",
        "##........\n",
        "##....#.#.\n",
        ".#..###...\n",
        "#..#...###\n",
        "###.#.....\n",
        "\n",
        "Tile 3779:\n",
        "...#..#..#\n",
        ".....#..#.\n",
        ".#.....###\n",
        "......#.#.\n",
        "#....#...#\n",
        "##.#.#..#.\n",
        "...#......\n",
        "#.........\n",
        "..........\n",
        "##.##.#...\n",
        "\n",
        "Tile 3821:\n",
        ".###.#...#\n",
        "##.......#\n",
        "..#..#.#..\n",
        ".....#...#\n",
        "...###..##\n",
        ".#......#.\n",
        "..#...#.#.\n",
        "#...#....#\n",
        "#.#..#...#\n",
        "...###.##.\n",
        "\n",
        "Tile 2749:\n",
        "#.##.#..##\n",
        "...#.##.#.\n",
        ".....#...#\n",
        ".......##.\n",
        "..........\n",
        "#.###.....\n",
        "#...##...#\n",
        "....#..###\n",
        "#.#.##...#\n",
        "#..#.#...#\n",
        "\n",
        "Tile 1153:\n",
        "##....####\n",
        "..#..#...#\n",
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        ".##.##.###\n",
        "..#..#.#..\n",
        "..###..#..\n",
        "...#.#..#.\n",
        "\n",
        "Tile 1061:\n",
        ".....#...#\n",
        "#..#...#..\n",
        "#......##.\n",
        ".##.....#.\n",
        "###.....##\n",
        ".........#\n",
        "#...#.....\n",
        ".#..##....\n",
        "#..#.#..##\n",
        "###.#....#\n",
        "\n",
        "Tile 3833:\n",
        "#.#.###.##\n",
        "..........\n",
        ".........#\n",
        "....#.....\n",
        "#...#....#\n",
        "#....#.#..\n",
        ".....##...\n",
        "#.........\n",
        "#.##...#..\n",
        "##.##.#.#.\n",
        "\n",
        "'''"
      ],
      "execution_count": 3,
      "outputs": []
    }
  ]
}