{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Week 13 · 사운드 패턴 포스터와 기말 프로젝트 씨앗 미션\n",
    "\n",
    "**목표:** 수업 창작 WAV 한 편을 파형·RMS·스펙트로그램으로 분석하고, 수치 근거가 있는 포스터와 14주차에 바로 사용할 프로젝트 씨앗 카드를 완성합니다.\n",
    "\n",
    "**귀가 계약:** `FINAL CHECK`의 19개 조건이 모두 `PASS`이고 아래 세 파일의 제출이 확인되면 즉시 귀가할 수 있습니다.\n",
    "\n",
    "1. `week13_학번_이름.ipynb`\n",
    "2. `week13_학번_이름_sound_poster.png`\n",
    "3. `week13_학번_이름_project_seed.html`\n",
    "\n",
    "학생이 수정할 곳은 **STEP 1**과 **STEP 6**뿐입니다. 나머지 셀은 삭제하거나 수정하지 않습니다. 실행 순서는 STEP 0 → 1 → 2 → 3 → 4 → 5 → 6 → 7 → FINAL CHECK → DOWNLOAD입니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 0 · 실행 환경과 수업용 WAV 세 편 준비 — 이 셀은 수정하지 않습니다.\n",
    "from hashlib import sha256\n",
    "from html import escape\n",
    "from importlib.metadata import PackageNotFoundError, version as package_version\n",
    "from pathlib import Path\n",
    "from textwrap import fill\n",
    "import base64\n",
    "import importlib.util\n",
    "import subprocess\n",
    "import sys\n",
    "import zlib\n",
    "\n",
    "requirements = [\n",
    "    (\"numpy\", \"numpy\"),\n",
    "    (\"pandas\", \"pandas\"),\n",
    "    (\"matplotlib\", \"matplotlib\"),\n",
    "    (\"PIL\", \"pillow\"),\n",
    "]\n",
    "install_requests = [\n",
    "    package_name\n",
    "    for module_name, package_name in requirements\n",
    "    if importlib.util.find_spec(module_name) is None\n",
    "]\n",
    "pinned_packages = {\n",
    "    \"librosa\": \"0.11.0\",\n",
    "    \"soundfile\": \"0.13.1\",\n",
    "}\n",
    "for package_name, required_version in pinned_packages.items():\n",
    "    try:\n",
    "        installed_version = package_version(package_name)\n",
    "    except PackageNotFoundError:\n",
    "        installed_version = None\n",
    "    if installed_version != required_version:\n",
    "        install_requests.append(f\"{package_name}=={required_version}\")\n",
    "\n",
    "if install_requests:\n",
    "    subprocess.check_call(\n",
    "        [sys.executable, \"-m\", \"pip\", \"install\", \"-q\", *install_requests]\n",
    "    )\n",
    "\n",
    "import librosa\n",
    "import librosa.display\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib import font_manager\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from PIL import Image\n",
    "import soundfile as sf\n",
    "from IPython.display import Audio, display\n",
    "\n",
    "mission_step0_execution = get_ipython().execution_count\n",
    "\n",
    "colab_available = importlib.util.find_spec(\"google.colab\") is not None\n",
    "nanum_path = Path(\"/usr/share/fonts/truetype/nanum/NanumGothic.ttf\")\n",
    "if colab_available and not nanum_path.is_file():\n",
    "    subprocess.run(\n",
    "        [\"apt-get\", \"-qq\", \"install\", \"fonts-nanum\"],\n",
    "        check=True,\n",
    "        stdout=subprocess.DEVNULL,\n",
    "        stderr=subprocess.DEVNULL,\n",
    "    )\n",
    "\n",
    "font_candidates = [\n",
    "    nanum_path,\n",
    "    Path(\"/System/Library/Fonts/AppleSDGothicNeo.ttc\"),\n",
    "    Path(\"/System/Library/Fonts/Supplemental/AppleGothic.ttf\"),\n",
    "    Path(\"C:/Windows/Fonts/malgun.ttf\"),\n",
    "]\n",
    "korean_font_path = next(\n",
    "    (candidate for candidate in font_candidates if candidate.is_file()),\n",
    "    None,\n",
    ")\n",
    "if korean_font_path is not None:\n",
    "    resolved_font_path = str(korean_font_path.resolve())\n",
    "    font_manager.fontManager.addfont(resolved_font_path)\n",
    "    korean_font_name = font_manager.FontProperties(\n",
    "        fname=resolved_font_path\n",
    "    ).get_name()\n",
    "else:\n",
    "    korean_font_name = \"DejaVu Sans\"\n",
    "    print(\"한글 글꼴을 찾지 못했습니다. Colab에서 STEP 0을 다시 실행하세요.\")\n",
    "\n",
    "plt.rcParams[\"font.family\"] = korean_font_name\n",
    "plt.rcParams[\"axes.unicode_minus\"] = False\n",
    "\n",
    "AUDIO_LIBRARY = {'regular_pulses': {'title': '규칙적인 펄스', 'filename': 'week-13-regular-pulses.wav', 'source': 'Contents Programming Practice Week 13 · 교수자 창작 음원', 'usage': '수업 목적의 분석·시각화·제출 허용', 'generation': '약 440Hz의 짧은 펄스 여섯 개를 6초 안에 배치한 합성음', 'expected': {'peak_sample_index': 111340, 'peak_time_sec': 5.049433106575964, 'peak_amplitude': -0.949981689453125, 'rms_peak_index': 217, 'rms_peak_time_sec': 5.038730158730159, 'rms_peak_value': 0.6166670322418213, 'dominant_bin': 41, 'dominant_frequency_hz': 441.4306640625, 'sample_rate': 22050, 'sample_count': 132300, 'duration_sec': 6.0, 'channels': 1, 'sample_width_bits': 16, 'rms_frame_count': 259, 'stft_shape': (1025, 259), 'db_min': -80.0, 'db_max': 0.0}, 'sha256': '2b7bfe89e2287ae63812a27377922ef0959f43f5ab4fbcfa6761bb8eac445201', 'compressed_wav_base64': 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'}, 'rising_tone': {'title': '상승하는 음', 'filename': 'week-13-rising-tone.wav', 'source': 'Contents Programming Practice Week 13 · 교수자 창작 음원', 'usage': '수업 목적의 분석·시각화·제출 허용', 'generation': '약 180Hz에서 1,200Hz 방향으로 올라가는 6초 길이의 합성음', 'expected': {'peak_sample_index': 2966, 'peak_time_sec': 0.13451247165532879, 'peak_amplitude': -0.949981689453125, 'rms_peak_index': 18, 'rms_peak_time_sec': 0.4179591836734694, 'rms_peak_value': 0.6738117337226868, 'dominant_bin': 109, 'dominant_frequency_hz': 1173.5595703125, 'sample_rate': 22050, 'sample_count': 132300, 'duration_sec': 6.0, 'channels': 1, 'sample_width_bits': 16, 'rms_frame_count': 259, 'stft_shape': (1025, 259), 'db_min': -80.0, 'db_max': 0.0}, 'sha256': 'ac4db0cc696bc128d06d5363198596a5ba0bc761f9743e3276e2995ab6c4d6f7', 'compressed_wav_base64': 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'}, 'alternating_bands': {'title': '저음·고음이 교차하는 리듬', 'filename': 'week-13-alternating-bands.wav', 'source': 'Contents Programming Practice Week 13 · 교수자 창작 음원', 'usage': '수업 목적의 분석·시각화·제출 허용', 'generation': '약 220Hz와 880Hz의 구간이 번갈아 나타나는 6초 길이의 합성음', 'expected': {'peak_sample_index': 877, 'peak_time_sec': 0.03977324263038549, 'peak_amplitude': -0.949981689453125, 'rms_peak_index': 233, 'rms_peak_time_sec': 5.410249433106576, 'rms_peak_value': 0.6727915406227112, 'dominant_bin': 82, 'dominant_frequency_hz': 882.861328125, 'sample_rate': 22050, 'sample_count': 132300, 'duration_sec': 6.0, 'channels': 1, 'sample_width_bits': 16, 'rms_frame_count': 259, 'stft_shape': (1025, 259), 'db_min': -80.0, 'db_max': 0.0}, 'sha256': '630321723e08506669d026d6f668a08b5e7e8d8f00cb60ea4558b52adcec68dc', 'compressed_wav_base64': 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'}}\n",
    "AUDIO_CHOICES = {\n",
    "    audio_id: record[\"title\"]\n",
    "    for audio_id, record in AUDIO_LIBRARY.items()\n",
    "}\n",
    "\n",
    "for audio_id, record in AUDIO_LIBRARY.items():\n",
    "    wav_bytes = zlib.decompress(\n",
    "        base64.b64decode(record[\"compressed_wav_base64\"])\n",
    "    )\n",
    "    wav_path = Path(record[\"filename\"])\n",
    "    wav_path.write_bytes(wav_bytes)\n",
    "    if sha256(wav_bytes).hexdigest() != record[\"sha256\"]:\n",
    "        raise RuntimeError(f\"{wav_path.name} 복원 중 원본 검증에 실패했습니다.\")\n",
    "\n",
    "print(\"선택 가능한 수업 창작 음원\")\n",
    "for audio_id, title in AUDIO_CHOICES.items():\n",
    "    print(\"-\", audio_id, \"→\", title)\n",
    "print(\"준비 완료: 6초 WAV\", len(AUDIO_LIBRARY), \"편\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STEP 1 · 제출자와 음원 선택\n",
    "\n",
    "`student_id`, `student_name`을 자신의 정보로 바꾸고, `audio_choice`에는 아래 ID 중 하나를 정확히 입력합니다.\n",
    "\n",
    "- `regular_pulses` — 규칙적인 펄스\n",
    "- `rising_tone` — 상승하는 음\n",
    "- `alternating_bands` — 저음·고음이 교차하는 리듬\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 1 · EDIT — 학번·이름과 분석할 음원 ID를 수정합니다.\n",
    "mission_step1_execution = get_ipython().execution_count\n",
    "\n",
    "student_id = \"20260000\"\n",
    "student_name = \"김학생\"\n",
    "audio_choice = \"regular_pulses\"\n",
    "\n",
    "if audio_choice not in AUDIO_LIBRARY:\n",
    "    raise KeyError(\n",
    "        \"audio_choice는 regular_pulses, rising_tone, alternating_bands 중 하나여야 합니다.\"\n",
    "    )\n",
    "\n",
    "print(\"제출자:\", student_id, student_name)\n",
    "print(\"선택한 음원:\", audio_choice, \"·\", AUDIO_CHOICES[audio_choice])\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STEP 2 · 원본을 보존하며 듣고 확인하기\n",
    "\n",
    "음원을 재생한 뒤 **22,050Hz / 모노 / 132,300샘플 / 6초**가 출력되는지 확인합니다. `source_path`는 파일 위치이고, `y`는 읽어 온 진폭 배열이며, `sr`은 1초당 샘플 수입니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 2 · 원본 보존, 출처 기록, 재생과 입력 검증 — 이 셀은 수정하지 않습니다.\n",
    "mission_step2_execution = get_ipython().execution_count\n",
    "\n",
    "selected_record = AUDIO_LIBRARY[audio_choice]\n",
    "audio_title = selected_record[\"title\"]\n",
    "audio_source = selected_record[\"source\"]\n",
    "audio_usage = selected_record[\"usage\"]\n",
    "audio_generation = selected_record[\"generation\"]\n",
    "expected = selected_record[\"expected\"]\n",
    "source_path = Path(selected_record[\"filename\"])\n",
    "\n",
    "original_bytes = source_path.read_bytes()\n",
    "original_sha256 = sha256(original_bytes).hexdigest()\n",
    "original_snapshot = bytes(original_bytes)\n",
    "source_snapshot = {\n",
    "    \"title\": audio_title,\n",
    "    \"source\": audio_source,\n",
    "    \"usage\": audio_usage,\n",
    "    \"generation\": audio_generation,\n",
    "    \"sha256\": selected_record[\"sha256\"],\n",
    "}\n",
    "\n",
    "audio_info = sf.info(source_path)\n",
    "y, sr = librosa.load(source_path, sr=None, mono=True)\n",
    "y_snapshot = y.copy()\n",
    "sr_snapshot = int(sr)\n",
    "duration_sec = len(y) / sr\n",
    "\n",
    "display(Audio(y, rate=sr))\n",
    "print(\"제목:\", audio_title)\n",
    "print(\"출처:\", audio_source)\n",
    "print(\"이용 조건:\", audio_usage)\n",
    "print(\"생성 방식:\", audio_generation)\n",
    "print(\"샘플링 레이트:\", f\"{sr:,} Hz\")\n",
    "print(\"채널:\", audio_info.channels)\n",
    "print(\"샘플 수:\", f\"{len(y):,}\")\n",
    "print(\"재생 시간:\", f\"{duration_sec:.3f}초\")\n",
    "print(\"배열 모양·자료형:\", y.shape, y.dtype)\n",
    "\n",
    "assert sr == 22_050\n",
    "assert audio_info.channels == 1\n",
    "assert len(y) == 132_300\n",
    "assert np.isclose(duration_sec, 6.0)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STEP 3 · 파형\n",
    "\n",
    "파형은 모든 샘플의 시간과 진폭을 보여 줍니다. 붉은 선은 절댓값이 가장 큰 한 샘플의 시점입니다. 이 값만으로 사람이 느끼는 음량을 단정하지 않습니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 3 · 파형과 최대 절대 진폭 시점 — 이 셀은 수정하지 않습니다.\n",
    "mission_step3_execution = get_ipython().execution_count\n",
    "\n",
    "sample_times = np.arange(len(y), dtype=float) / sr\n",
    "peak_sample_index = int(np.argmax(np.abs(y)))\n",
    "peak_time_sec = float(peak_sample_index / sr)\n",
    "peak_amplitude = float(y[peak_sample_index])\n",
    "\n",
    "fig_wave, ax_wave = plt.subplots(figsize=(11, 3.2), dpi=120)\n",
    "ax_wave.plot(sample_times, y, color=\"#1f5f67\", linewidth=0.8)\n",
    "ax_wave.axvline(peak_time_sec, color=\"#d65a3a\", linewidth=1.4)\n",
    "ax_wave.scatter(\n",
    "    [peak_time_sec], [peak_amplitude], color=\"#d65a3a\", s=34, zorder=3\n",
    ")\n",
    "ax_wave.set(xlim=(0, 6), ylim=(-1, 1), xlabel=\"시간 (초)\", ylabel=\"정규화 진폭\")\n",
    "ax_wave.set_title(f\"{audio_title} · 전체 파형\")\n",
    "ax_wave.grid(alpha=0.18)\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "print(\"최대 절대 진폭 샘플:\", f\"{peak_sample_index:,}\")\n",
    "print(\"최대 절대 진폭 시점:\", f\"{peak_time_sec:.3f}초\")\n",
    "print(\"그 시점의 진폭:\", f\"{peak_amplitude:.6f}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STEP 4 · 프레임 RMS\n",
    "\n",
    "132,300개의 샘플을 2,048샘플씩 보고 512샘플만큼 이동하며 259개의 RMS 값을 만듭니다. RMS는 짧은 구간의 상대적인 에너지 크기를 비교하는 값이며 절대 음압이 아닙니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 4 · 프레임 RMS 곡선과 가장 큰 프레임 — 이 셀은 수정하지 않습니다.\n",
    "mission_step4_execution = get_ipython().execution_count\n",
    "\n",
    "frame_length = 2_048\n",
    "hop_length = 512\n",
    "rms_values = librosa.feature.rms(\n",
    "    y=y,\n",
    "    frame_length=frame_length,\n",
    "    hop_length=hop_length,\n",
    "    center=True,\n",
    ")[0]\n",
    "rms_times = librosa.times_like(rms_values, sr=sr, hop_length=hop_length)\n",
    "rms_df = pd.DataFrame({\"time_sec\": rms_times, \"rms\": rms_values})\n",
    "rms_peak_index = int(np.argmax(rms_values))\n",
    "rms_peak_time_sec = float(rms_times[rms_peak_index])\n",
    "rms_peak_value = float(rms_values[rms_peak_index])\n",
    "\n",
    "display(rms_df.head())\n",
    "print(\"RMS 프레임 수:\", len(rms_df))\n",
    "print(\"최대 RMS 프레임:\", rms_peak_index)\n",
    "print(\"최대 RMS 시점:\", f\"{rms_peak_time_sec:.3f}초\")\n",
    "print(\"최대 RMS 값:\", f\"{rms_peak_value:.6f}\")\n",
    "\n",
    "fig_rms, ax_rms = plt.subplots(figsize=(11, 3.2), dpi=120)\n",
    "ax_rms.plot(rms_times, rms_values, color=\"#7352a3\", linewidth=2)\n",
    "ax_rms.scatter(\n",
    "    [rms_peak_time_sec], [rms_peak_value], color=\"#d65a3a\", s=38, zorder=3\n",
    ")\n",
    "ax_rms.set(xlim=(0, 6), ylim=(0, 0.75), xlabel=\"시간 (초)\", ylabel=\"RMS\")\n",
    "ax_rms.set_title(\"2,048샘플 프레임 · 512샘플 이동 간격\")\n",
    "ax_rms.grid(alpha=0.18)\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STEP 5 · STFT 상대 스펙트로그램\n",
    "\n",
    "가로축은 시간, 세로축은 주파수, 색은 파일 내부 최댓값을 0dB로 둔 상대 진폭입니다. 색상 범위는 -80~0dB, 주파수 범위는 0~4,000Hz로 고정합니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 5 · STFT와 -80~0dB 상대 스펙트로그램 — 이 셀은 수정하지 않습니다.\n",
    "mission_step5_execution = get_ipython().execution_count\n",
    "\n",
    "stft_matrix = librosa.stft(\n",
    "    y,\n",
    "    n_fft=frame_length,\n",
    "    hop_length=hop_length,\n",
    "    win_length=frame_length,\n",
    "    window=\"hann\",\n",
    "    center=True,\n",
    ")\n",
    "magnitude = np.abs(stft_matrix)\n",
    "spectrogram_db = librosa.amplitude_to_db(magnitude, ref=np.max, top_db=80)\n",
    "frequencies = librosa.fft_frequencies(sr=sr, n_fft=frame_length)\n",
    "mean_magnitude_by_frequency = magnitude.mean(axis=1)\n",
    "dominant_bin = int(np.argmax(mean_magnitude_by_frequency))\n",
    "dominant_frequency_hz = float(frequencies[dominant_bin])\n",
    "\n",
    "fig_spec, ax_spec = plt.subplots(figsize=(11, 4.2), dpi=120)\n",
    "spec_image = librosa.display.specshow(\n",
    "    spectrogram_db,\n",
    "    sr=sr,\n",
    "    hop_length=hop_length,\n",
    "    x_axis=\"time\",\n",
    "    y_axis=\"hz\",\n",
    "    cmap=\"magma\",\n",
    "    vmin=-80,\n",
    "    vmax=0,\n",
    "    ax=ax_spec,\n",
    ")\n",
    "ax_spec.set(xlim=(0, 6), ylim=(0, 4_000), xlabel=\"시간 (초)\", ylabel=\"주파수 (Hz)\")\n",
    "ax_spec.set_title(\"STFT 상대 스펙트로그램 · 파일 내부 최댓값 = 0dB\")\n",
    "colorbar = fig_spec.colorbar(spec_image, ax=ax_spec, format=\"%+2.0f dB\")\n",
    "colorbar.set_label(\"상대 진폭 (dB)\")\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "print(\"STFT 행렬 모양:\", stft_matrix.shape)\n",
    "print(\"상대 dB 범위:\", f\"{spectrogram_db.min():.1f} ~ {spectrogram_db.max():.1f} dB\")\n",
    "print(\"전체 평균 진폭이 가장 큰 주파수 빈:\", f\"약 {dominant_frequency_hz:.0f} Hz\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STEP 6 · 자신의 문장과 프로젝트 씨앗 작성\n",
    "\n",
    "이 셀의 예시 문장을 모두 자신의 문장으로 바꿉니다. 출력된 실제 수치를 복사해 파형 문장에는 최대 진폭 시점, RMS 문장에는 최대 RMS 시점, 주파수 문장에는 대표 Hz를 넣습니다. 프로젝트 씨앗에는 질문·입력·권한·규칙·출력·14주차 첫 행동을 구체적으로 적습니다.\n",
    "\n",
    "`project_medium`은 `image`, `map`, `text`, `sound`, `hybrid` 중 하나입니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 6 · EDIT — 포스터 해석과 기말 프로젝트 씨앗 카드 내용을 수정합니다.\n",
    "mission_step6_execution = get_ipython().execution_count\n",
    "\n",
    "poster_question = \"선택한 소리는 6초 동안 시간·에너지·주파수 구조가 어떻게 달라지는가?\"\n",
    "waveform_observation = \"파형의 최대 절대 진폭은 0.000초에 나타나며 한 샘플의 가장 큰 봉우리를 보여 준다.\"\n",
    "rms_observation = \"프레임 RMS는 0.000초에서 가장 크며 짧은 구간의 상대적인 에너지 변화를 보여 준다.\"\n",
    "frequency_observation = \"전체 평균 진폭이 가장 큰 주파수 빈은 약 000Hz이며 밝은 띠의 위치와 함께 읽을 수 있다.\"\n",
    "limitation_statement = \"이 상대 시각화만으로 소리의 정체나 감정, 실제 음압의 크기까지 단정할 수 없다.\"\n",
    "\n",
    "project_medium = \"sound\"\n",
    "project_question = \"일상에서 반복되는 소리의 시간 패턴은 장소에 따라 어떻게 달라지는가?\"\n",
    "project_input = \"직접 생성하거나 동의를 받아 녹음한 6초 WAV 세 편\"\n",
    "project_rights = \"직접 제작한 자료만 사용하고 녹음에 사람이 포함되면 제출 동의를 먼저 확인한다.\"\n",
    "project_rule = \"모든 소리를 같은 길이와 프레임 규칙으로 분석해 파형·RMS·스펙트로그램을 비교한다.\"\n",
    "project_output = \"세 소리의 차이를 보여 주는 세로형 비교 포스터 PNG\"\n",
    "week14_first_action = \"WAV 한 편을 Colab에 불러와 0~6초 파형이 화면에 나타나는 첫 프로토타입을 만든다.\"\n",
    "\n",
    "print(\"[포스터 문장]\")\n",
    "print(\"질문:\", poster_question)\n",
    "print(\"파형:\", waveform_observation)\n",
    "print(\"RMS:\", rms_observation)\n",
    "print(\"주파수:\", frequency_observation)\n",
    "print(\"한계:\", limitation_statement)\n",
    "print(\"\\n[기말 프로젝트 씨앗]\")\n",
    "print(\"매체:\", project_medium)\n",
    "print(\"질문:\", project_question)\n",
    "print(\"입력:\", project_input)\n",
    "print(\"권한:\", project_rights)\n",
    "print(\"규칙:\", project_rule)\n",
    "print(\"출력:\", project_output)\n",
    "print(\"14주차 첫 행동:\", week14_first_action)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## STEP 7 · 결과 파일 저장\n",
    "\n",
    "이 셀은 사운드 패턴 포스터 PNG와 프로젝트 씨앗 카드 HTML을 만듭니다. 미리보기에서 글자가 잘리지 않았는지 확인합니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# STEP 7 · 포스터 PNG와 프로젝트 씨앗 카드 HTML 저장 — 이 셀은 수정하지 않습니다.\n",
    "mission_step7_execution = get_ipython().execution_count\n",
    "\n",
    "def safe_filename_part(value):\n",
    "    cleaned = \"\".join(\n",
    "        character\n",
    "        for character in str(value).strip()\n",
    "        if character.isalnum() or character in \"-_\"\n",
    "    )\n",
    "    if not cleaned:\n",
    "        raise ValueError(\"학번과 이름에는 파일명에 사용할 수 있는 문자가 필요합니다.\")\n",
    "    return cleaned\n",
    "\n",
    "safe_student_id = safe_filename_part(student_id)\n",
    "safe_student_name = safe_filename_part(student_name)\n",
    "poster_filename = f\"week13_{safe_student_id}_{safe_student_name}_sound_poster.png\"\n",
    "seed_filename = f\"week13_{safe_student_id}_{safe_student_name}_project_seed.html\"\n",
    "\n",
    "poster_figure = plt.figure(figsize=(8, 11), dpi=200, facecolor=\"#f3efe3\")\n",
    "poster_figure.text(0.08, 0.955, \"사운드 패턴 · 13주차\", color=\"#a44230\", fontsize=10, weight=\"bold\")\n",
    "poster_figure.text(0.08, 0.915, fill(poster_question, width=29), color=\"#172321\", fontsize=20, weight=\"bold\", va=\"top\")\n",
    "poster_figure.text(0.08, 0.852, f\"{audio_title}  ·  {duration_sec:.1f}초  ·  {sr:,}Hz  ·  모노\", color=\"#1f5f67\", fontsize=9, weight=\"bold\")\n",
    "\n",
    "poster_wave = poster_figure.add_axes([0.09, 0.665, 0.82, 0.16], facecolor=\"#fbfaf5\")\n",
    "poster_wave.plot(sample_times, y, color=\"#1f5f67\", linewidth=0.65)\n",
    "poster_wave.axvline(peak_time_sec, color=\"#d65a3a\", linewidth=1.2)\n",
    "poster_wave.scatter([peak_time_sec], [peak_amplitude], color=\"#d65a3a\", s=18, zorder=3)\n",
    "poster_wave.set(xlim=(0, 6), ylim=(-1, 1), xlabel=\"시간 (초)\", ylabel=\"정규화 진폭\")\n",
    "poster_wave.set_title(\"01 / 파형 · 한 샘플씩 기록한 진폭\", loc=\"left\", fontsize=10, weight=\"bold\")\n",
    "poster_wave.grid(alpha=0.16)\n",
    "\n",
    "poster_rms = poster_figure.add_axes([0.09, 0.495, 0.82, 0.115], facecolor=\"#fbfaf5\")\n",
    "poster_rms.plot(rms_times, rms_values, color=\"#7352a3\", linewidth=1.7)\n",
    "poster_rms.scatter([rms_peak_time_sec], [rms_peak_value], color=\"#d65a3a\", s=20, zorder=3)\n",
    "poster_rms.set(xlim=(0, 6), ylim=(0, 0.75), xlabel=\"시간 (초)\", ylabel=\"RMS\")\n",
    "poster_rms.set_title(\"02 / 프레임 RMS · 2,048샘플 / 512샘플 이동\", loc=\"left\", fontsize=10, weight=\"bold\")\n",
    "poster_rms.grid(alpha=0.16)\n",
    "\n",
    "poster_spec = poster_figure.add_axes([0.09, 0.295, 0.72, 0.145], facecolor=\"#fbfaf5\")\n",
    "poster_spec_image = librosa.display.specshow(\n",
    "    spectrogram_db,\n",
    "    sr=sr,\n",
    "    hop_length=hop_length,\n",
    "    x_axis=\"time\",\n",
    "    y_axis=\"hz\",\n",
    "    cmap=\"magma\",\n",
    "    vmin=-80,\n",
    "    vmax=0,\n",
    "    ax=poster_spec,\n",
    ")\n",
    "poster_spec.set(xlim=(0, 6), ylim=(0, 4_000), xlabel=\"시간 (초)\", ylabel=\"주파수 (Hz)\")\n",
    "poster_spec.set_title(\"03 / STFT 상대 스펙트로그램 · 최댓값 = 0dB\", loc=\"left\", fontsize=10, weight=\"bold\")\n",
    "poster_colorbar_axis = poster_figure.add_axes([0.83, 0.295, 0.025, 0.145])\n",
    "poster_colorbar = poster_figure.colorbar(poster_spec_image, cax=poster_colorbar_axis, format=\"%+2.0f\")\n",
    "poster_colorbar.set_label(\"상대 dB\", fontsize=8)\n",
    "\n",
    "observation_text = (\n",
    "    \"수치 근거\\n\"\n",
    "    f\"파형  {fill(waveform_observation, width=52)}\\n\"\n",
    "    f\"RMS   {fill(rms_observation, width=52)}\\n\"\n",
    "    f\"주파수  {fill(frequency_observation, width=52)}\"\n",
    ")\n",
    "poster_figure.text(0.09, 0.258, observation_text, va=\"top\", fontsize=8.1, linespacing=1.45, color=\"#172321\")\n",
    "poster_figure.text(0.09, 0.105, \"해석의 한계\", fontsize=8.5, weight=\"bold\", color=\"#a44230\")\n",
    "poster_figure.text(0.09, 0.088, fill(limitation_statement, width=69), va=\"top\", fontsize=7.8, color=\"#172321\")\n",
    "footer_text = (\n",
    "    f\"출처 · {audio_source} / {audio_usage}\\n\"\n",
    "    f\"생성 · {audio_generation}\\n\"\n",
    "    \"분석 · sr=None, mono=True / frame=2,048 / hop=512 / STFT 상대 -80~0dB\"\n",
    ")\n",
    "poster_figure.text(0.09, 0.047, footer_text, va=\"top\", fontsize=6.8, color=\"#4c5956\", linespacing=1.35)\n",
    "poster_figure.savefig(poster_filename, dpi=200, facecolor=poster_figure.get_facecolor())\n",
    "plt.close(poster_figure)\n",
    "\n",
    "escaped = {\n",
    "    \"student_id\": escape(str(student_id)),\n",
    "    \"student_name\": escape(str(student_name)),\n",
    "    \"medium\": escape(project_medium),\n",
    "    \"question\": escape(project_question),\n",
    "    \"input\": escape(project_input),\n",
    "    \"rights\": escape(project_rights),\n",
    "    \"rule\": escape(project_rule),\n",
    "    \"output\": escape(project_output),\n",
    "    \"action\": escape(week14_first_action),\n",
    "}\n",
    "seed_html = f\"\"\"<!doctype html>\n",
    "<html lang=\"ko\">\n",
    "<head>\n",
    "  <meta charset=\"utf-8\">\n",
    "  <meta name=\"viewport\" content=\"width=device-width, initial-scale=1\">\n",
    "  <title>13주차 기말 프로젝트 씨앗 카드 · {escaped[\"student_name\"]}</title>\n",
    "  <style>\n",
    "    :root {{ color-scheme:light; --ink:#172321; --paper:#f3efe3; --panel:#fbfaf5; --teal:#1f5f67; --orange:#a44230; --line:#a9afab; --soft:#e4ebe6; }}\n",
    "    * {{ box-sizing:border-box; }}\n",
    "    body {{ margin:0; padding:clamp(14px,4vw,42px); color:var(--ink); background:var(--paper); font-family:\"Apple SD Gothic Neo\",\"Noto Sans KR\",Arial,sans-serif; }}\n",
    "    .skip-link {{ position:absolute; left:12px; top:-80px; padding:10px 14px; color:white; background:var(--ink); z-index:10; }}\n",
    "    .skip-link:focus {{ top:12px; }}\n",
    "    .project-brief {{ max-width:1040px; margin:auto; border:2px solid var(--ink); background:var(--panel); padding:clamp(24px,5vw,54px); }}\n",
    "    .kicker,.section-label {{ margin:0; color:var(--orange); font-size:.76rem; font-weight:800; letter-spacing:.08em; }}\n",
    "    h1 {{ max-width:900px; margin:.6rem 0 1.6rem; font-size:clamp(2.25rem,7vw,5.3rem); letter-spacing:-.055em; line-height:1.02; word-break:keep-all; }}\n",
    "    .identity {{ display:flex; gap:10px 24px; flex-wrap:wrap; padding:14px 0; border-block:1px solid var(--line); }}\n",
    "    .identity strong {{ color:var(--teal); }}\n",
    "    .brief-layout {{ margin-top:34px; display:grid; grid-template-columns:minmax(0,1.55fr) minmax(220px,.65fr); gap:clamp(24px,5vw,58px); align-items:start; }}\n",
    "    .brief-intent h2,.output-note h2,.next-action h2 {{ margin:8px 0 12px; color:var(--teal); font-size:1rem; }}\n",
    "    p,dd {{ margin:0; font-size:clamp(1rem,2vw,1.16rem); line-height:1.68; word-break:keep-all; }}\n",
    "    .output-note {{ padding-left:22px; border-left:4px solid var(--teal); }}\n",
    "    .brief-fields {{ margin:36px 0 0; border-bottom:1px solid var(--line); }}\n",
    "    .brief-fields>div {{ padding:18px 0; border-top:1px solid var(--line); display:grid; grid-template-columns:minmax(180px,.38fr) minmax(0,1fr); gap:24px; }}\n",
    "    dt {{ color:var(--teal); font-size:.82rem; font-weight:800; }}\n",
    "    dd {{ margin:0; }}\n",
    "    .next-action {{ margin-top:38px; padding:25px 28px 28px; background:var(--soft); border-top:5px solid var(--orange); }}\n",
    "    .next-action h2 {{ color:var(--ink); font-size:clamp(1.25rem,3vw,1.7rem); }}\n",
    "    footer {{ display:flex; justify-content:space-between; gap:12px; margin-top:30px; padding-top:16px; border-top:2px solid var(--ink); font-size:.92rem; font-weight:800; }}\n",
    "    @media (max-width:700px) {{ .project-brief{{padding:24px}} .brief-layout{{grid-template-columns:1fr}} .output-note{{padding:18px 0 0;border-top:1px solid var(--line);border-left:0}} .brief-fields>div{{grid-template-columns:1fr;gap:7px}} .next-action{{padding:22px}} footer{{flex-direction:column}} }}\n",
    "  </style>\n",
    "</head>\n",
    "<body>\n",
    "  <a class=\"skip-link\" href=\"#main-content\">본문 바로가기</a>\n",
    "  <main id=\"main-content\" class=\"project-brief\">\n",
    "    <p class=\"kicker\">기말 프로젝트 씨앗 · 13주차</p>\n",
    "    <h1>{escaped[\"question\"]}</h1>\n",
    "    <div class=\"identity\"><span><strong>학번</strong> {escaped[\"student_id\"]}</span><span><strong>이름</strong> {escaped[\"student_name\"]}</span><span><strong>매체</strong> {escaped[\"medium\"]}</span></div>\n",
    "    <div class=\"brief-layout\">\n",
    "      <section class=\"brief-intent\" aria-labelledby=\"input-title\"><p class=\"section-label\">프로젝트의 출발점</p><h2 id=\"input-title\">입력 자료</h2><p>{escaped[\"input\"]}</p></section>\n",
    "      <aside class=\"output-note\" aria-labelledby=\"output-title\"><p class=\"section-label\">보여 줄 결과</p><h2 id=\"output-title\">최종 출력 형식</h2><p>{escaped[\"output\"]}</p></aside>\n",
    "    </div>\n",
    "    <dl class=\"brief-fields\">\n",
    "      <div><dt>출처와 이용 권한</dt><dd>{escaped[\"rights\"]}</dd></div>\n",
    "      <div><dt>변환 또는 시각화 규칙</dt><dd>{escaped[\"rule\"]}</dd></div>\n",
    "    </dl>\n",
    "    <section class=\"next-action\" aria-labelledby=\"action-title\"><p class=\"section-label\">다음 수업에서 바로 실행</p><h2 id=\"action-title\">14주차 첫 제작 행동</h2><p>{escaped[\"action\"]}</p></section>\n",
    "    <footer><span>질문 → 입력 → 규칙 → 출력</span><span>14주차 1차 면담에 지참</span></footer>\n",
    "  </main>\n",
    "</body>\n",
    "</html>\n",
    "\"\"\"\n",
    "Path(seed_filename).write_text(seed_html, encoding=\"utf-8\")\n",
    "\n",
    "saved_poster_size = Image.open(poster_filename).size\n",
    "saved_seed_html = Path(seed_filename).read_text(encoding=\"utf-8\")\n",
    "display(Image.open(poster_filename).resize((400, 550)))\n",
    "print(\"포스터 저장:\", poster_filename, saved_poster_size)\n",
    "print(\"씨앗 카드 저장:\", seed_filename, f\"{len(saved_seed_html):,}자\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## FINAL CHECK · 자동 종료 검사\n",
    "\n",
    "먼저 **런타임 → 세션 다시 시작**을 선택한 뒤 STEP 0부터 이 셀까지 한 번씩 순서대로 실행합니다. 실패하면 `FAIL · 조건 이름`을 읽고 STEP 1 또는 STEP 6만 고친 뒤 다시 검사합니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# FINAL CHECK · 새 런타임에서 위부터 순서대로 실행한 뒤 이 셀을 실행합니다.\n",
    "mission_step8_execution = get_ipython().execution_count\n",
    "\n",
    "default_responses = {\n",
    "    \"poster_question\": \"선택한 소리는 6초 동안 시간·에너지·주파수 구조가 어떻게 달라지는가?\",\n",
    "    \"waveform_observation\": \"파형의 최대 절대 진폭은 0.000초에 나타나며 한 샘플의 가장 큰 봉우리를 보여 준다.\",\n",
    "    \"rms_observation\": \"프레임 RMS는 0.000초에서 가장 크며 짧은 구간의 상대적인 에너지 변화를 보여 준다.\",\n",
    "    \"frequency_observation\": \"전체 평균 진폭이 가장 큰 주파수 빈은 약 000Hz이며 밝은 띠의 위치와 함께 읽을 수 있다.\",\n",
    "    \"limitation_statement\": \"이 상대 시각화만으로 소리의 정체나 감정, 실제 음압의 크기까지 단정할 수 없다.\",\n",
    "    \"project_question\": \"일상에서 반복되는 소리의 시간 패턴은 장소에 따라 어떻게 달라지는가?\",\n",
    "    \"project_input\": \"직접 생성하거나 동의를 받아 녹음한 6초 WAV 세 편\",\n",
    "    \"project_rights\": \"직접 제작한 자료만 사용하고 녹음에 사람이 포함되면 제출 동의를 먼저 확인한다.\",\n",
    "    \"project_rule\": \"모든 소리를 같은 길이와 프레임 규칙으로 분석해 파형·RMS·스펙트로그램을 비교한다.\",\n",
    "    \"project_output\": \"세 소리의 차이를 보여 주는 세로형 비교 포스터 PNG\",\n",
    "    \"week14_first_action\": \"WAV 한 편을 Colab에 불러와 0~6초 파형이 화면에 나타나는 첫 프로토타입을 만든다.\",\n",
    "}\n",
    "\n",
    "checks = []\n",
    "\n",
    "def check(condition, label):\n",
    "    if not bool(condition):\n",
    "        raise AssertionError(f\"FAIL · {label}\")\n",
    "    checks.append(label)\n",
    "    print(f\"PASS {len(checks):02d} · {label}\")\n",
    "\n",
    "execution_order = [\n",
    "    mission_step0_execution,\n",
    "    mission_step1_execution,\n",
    "    mission_step2_execution,\n",
    "    mission_step3_execution,\n",
    "    mission_step4_execution,\n",
    "    mission_step5_execution,\n",
    "    mission_step6_execution,\n",
    "    mission_step7_execution,\n",
    "    mission_step8_execution,\n",
    "]\n",
    "check(\n",
    "    execution_order == list(range(execution_order[0], execution_order[0] + 9)),\n",
    "    \"새 런타임에서 STEP 0부터 FINAL CHECK까지 한 번씩 순서대로 실행\",\n",
    ")\n",
    "check(\n",
    "    str(student_id).strip() not in {\"\", \"20260000\", \"학번\"}\n",
    "    and str(student_name).strip() not in {\"\", \"김학생\", \"이름\"},\n",
    "    \"자신의 학번과 이름 입력\",\n",
    ")\n",
    "check(audio_choice in AUDIO_LIBRARY, \"수업 WAV 세 편 중 한 편 선택\")\n",
    "check(\n",
    "    source_snapshot == {\n",
    "        \"title\": selected_record[\"title\"],\n",
    "        \"source\": selected_record[\"source\"],\n",
    "        \"usage\": selected_record[\"usage\"],\n",
    "        \"generation\": selected_record[\"generation\"],\n",
    "        \"sha256\": selected_record[\"sha256\"],\n",
    "    }\n",
    "    and source_path.read_bytes() == original_snapshot\n",
    "    and original_sha256 == selected_record[\"sha256\"],\n",
    "    \"원본 WAV와 출처 메타데이터 보존\",\n",
    ")\n",
    "check(\n",
    "    sr == expected[\"sample_rate\"]\n",
    "    and audio_info.channels == expected[\"channels\"]\n",
    "    and audio_info.frames == expected[\"sample_count\"]\n",
    "    and audio_info.subtype == \"PCM_16\"\n",
    "    and len(y) == expected[\"sample_count\"]\n",
    "    and np.isclose(duration_sec, expected[\"duration_sec\"])\n",
    "    and np.array_equal(y, y_snapshot)\n",
    "    and sr == sr_snapshot,\n",
    "    \"22,050Hz·모노·PCM16·132,300샘플·6초 입력\",\n",
    ")\n",
    "check(\n",
    "    len(sample_times) == len(y)\n",
    "    and np.isclose(sample_times[0], 0)\n",
    "    and sample_times[-1] < 6\n",
    "    and peak_sample_index == expected[\"peak_sample_index\"]\n",
    "    and np.isclose(peak_time_sec, expected[\"peak_time_sec\"], atol=1e-9)\n",
    "    and np.isclose(peak_amplitude, expected[\"peak_amplitude\"], atol=1e-7),\n",
    "    \"0~6초 파형과 최대 절대 진폭 시점\",\n",
    ")\n",
    "check(\n",
    "    frame_length == 2_048\n",
    "    and hop_length == 512\n",
    "    and list(rms_df.columns) == [\"time_sec\", \"rms\"]\n",
    "    and len(rms_df) == expected[\"rms_frame_count\"]\n",
    "    and rms_peak_index == expected[\"rms_peak_index\"]\n",
    "    and np.isclose(rms_peak_time_sec, expected[\"rms_peak_time_sec\"], atol=1e-9)\n",
    "    and np.isclose(rms_peak_value, expected[\"rms_peak_value\"], atol=1e-6),\n",
    "    \"2,048/512 규칙의 259개 RMS 프레임과 최댓값\",\n",
    ")\n",
    "check(\n",
    "    stft_matrix.shape == tuple(expected[\"stft_shape\"])\n",
    "    and np.isclose(spectrogram_db.min(), expected[\"db_min\"], atol=1e-6)\n",
    "    and np.isclose(spectrogram_db.max(), expected[\"db_max\"], atol=1e-6)\n",
    "    and dominant_bin == expected[\"dominant_bin\"]\n",
    "    and np.isclose(dominant_frequency_hz, expected[\"dominant_frequency_hz\"], atol=1e-6),\n",
    "    \"1,025×259 STFT와 -80~0dB 상대 스펙트로그램\",\n",
    ")\n",
    "check(\n",
    "    20 <= len(poster_question.strip()) <= 80\n",
    "    and \"?\" in poster_question\n",
    "    and poster_question != default_responses[\"poster_question\"],\n",
    "    \"직접 쓴 20~80자 질문형 포스터 제목\",\n",
    ")\n",
    "check(\n",
    "    30 <= len(waveform_observation.strip()) <= 120\n",
    "    and f\"{peak_time_sec:.3f}\" in waveform_observation\n",
    "    and \"진폭\" in waveform_observation\n",
    "    and waveform_observation != default_responses[\"waveform_observation\"],\n",
    "    \"최대 진폭 시점을 포함한 파형 관찰\",\n",
    ")\n",
    "check(\n",
    "    30 <= len(rms_observation.strip()) <= 120\n",
    "    and f\"{rms_peak_time_sec:.3f}\" in rms_observation\n",
    "    and \"RMS\" in rms_observation\n",
    "    and rms_observation != default_responses[\"rms_observation\"],\n",
    "    \"최대 RMS 시점을 포함한 프레임 관찰\",\n",
    ")\n",
    "check(\n",
    "    30 <= len(frequency_observation.strip()) <= 120\n",
    "    and str(round(dominant_frequency_hz)) in frequency_observation\n",
    "    and \"Hz\" in frequency_observation\n",
    "    and frequency_observation != default_responses[\"frequency_observation\"],\n",
    "    \"대표 주파수 수치를 포함한 관찰\",\n",
    ")\n",
    "check(\n",
    "    30 <= len(limitation_statement.strip()) <= 120\n",
    "    and any(word in limitation_statement for word in [\"정체\", \"감정\", \"음압\", \"상대\"])\n",
    "    and limitation_statement != default_responses[\"limitation_statement\"],\n",
    "    \"상대 시각화로 단정할 수 없는 해석 한계\",\n",
    ")\n",
    "check(\n",
    "    project_medium in {\"image\", \"map\", \"text\", \"sound\", \"hybrid\"},\n",
    "    \"기말 프로젝트 매체 선택\",\n",
    ")\n",
    "check(\n",
    "    20 <= len(project_question.strip()) <= 100\n",
    "    and \"?\" in project_question\n",
    "    and project_question != default_responses[\"project_question\"]\n",
    "    and 15 <= len(project_input.strip()) <= 120\n",
    "    and project_input != default_responses[\"project_input\"],\n",
    "    \"프로젝트 질문과 실제 입력 자료 작성\",\n",
    ")\n",
    "check(\n",
    "    20 <= len(project_rights.strip()) <= 140\n",
    "    and any(word in project_rights for word in [\"직접\", \"수업\", \"공공\", \"허용\", \"라이선스\", \"동의\"])\n",
    "    and project_rights != default_responses[\"project_rights\"]\n",
    "    and 20 <= len(project_rule.strip()) <= 140\n",
    "    and project_rule != default_responses[\"project_rule\"],\n",
    "    \"출처·이용 권한과 한 가지 변환 규칙 작성\",\n",
    ")\n",
    "check(\n",
    "    10 <= len(project_output.strip()) <= 100\n",
    "    and project_output != default_responses[\"project_output\"]\n",
    "    and 20 <= len(week14_first_action.strip()) <= 140\n",
    "    and any(word in week14_first_action for word in [\"불러\", \"만들\", \"그리\", \"계산\", \"저장\", \"연결\", \"배치\", \"구현\"])\n",
    "    and week14_first_action != default_responses[\"week14_first_action\"],\n",
    "    \"최종 출력 형식과 14주차 첫 제작 행동 작성\",\n",
    ")\n",
    "check(\n",
    "    Path(poster_filename).is_file()\n",
    "    and saved_poster_size == (1_600, 2_200)\n",
    "    and poster_filename == f\"week13_{safe_student_id}_{safe_student_name}_sound_poster.png\",\n",
    "    \"1600×2200 사운드 패턴 포스터 파일\",\n",
    ")\n",
    "check(\n",
    "    Path(seed_filename).is_file()\n",
    "    and seed_filename == f\"week13_{safe_student_id}_{safe_student_name}_project_seed.html\"\n",
    "    and '<html lang=\"ko\">' in saved_seed_html\n",
    "    and all(escape(value) in saved_seed_html for value in [\n",
    "        project_question,\n",
    "        project_input,\n",
    "        project_rights,\n",
    "        project_rule,\n",
    "        project_output,\n",
    "        week14_first_action,\n",
    "    ]),\n",
    "    \"여섯 필드를 담은 기말 프로젝트 씨앗 카드 HTML\",\n",
    ")\n",
    "\n",
    "print(\"\\n🎉 WEEK 13 SOUND POSTER MISSION COMPLETE\")\n",
    "print(\"PASS:\", len(checks), \"개 조건을 모두 충족했습니다.\")\n",
    "print(\"제출 1 · week13_학번_이름.ipynb\")\n",
    "print(\"제출 2 ·\", poster_filename)\n",
    "print(\"제출 3 ·\", seed_filename)\n",
    "print(\"세 파일의 업로드를 확인하면 즉시 귀가할 수 있습니다.\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## DOWNLOAD · 제출 파일 받기\n",
    "\n",
    "완료 문구가 나온 뒤 이 셀을 실행합니다. 생성된 PNG와 HTML이 내려받아집니다. 노트북은 Colab의 **파일 → 다운로드 → .ipynb 다운로드**로 받습니다.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# DOWNLOAD · FINAL CHECK 완료 뒤 생성된 두 파일을 내려받습니다.\n",
    "try:\n",
    "    from google.colab import files\n",
    "except ImportError:\n",
    "    print(\"로컬 환경입니다. 현재 폴더에서 아래 두 파일을 확인하세요.\")\n",
    "    print(\"-\", poster_filename)\n",
    "    print(\"-\", seed_filename)\n",
    "else:\n",
    "    files.download(poster_filename)\n",
    "    files.download(seed_filename)\n",
    "\n",
    "print(\"노트북은 Colab 메뉴의 파일 → 다운로드 → .ipynb 다운로드를 사용하세요.\")\n"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "name": "week-13-sound-poster-mission.ipynb",
   "provenance": []
  },
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "name": "python",
   "version": "3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
