diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000000000000000000000000000000000000..5d9729b0f2218e3405104b7d7bcbac50bed2701e --- /dev/null +++ b/.gitignore @@ -0,0 +1,41 @@ +# Logs +logs +*.log +npm-debug.log* +yarn-debug.log* +yarn-error.log* +pnpm-debug.log* +lerna-debug.log* + +node_modules/ +dist/ +dist-ssr/ +*.local + +# Editor directories and files +.vscode/ +.idea/ +.DS_Store +*.suo +*.ntvs* +*.njsproj +*.sln +*.sw? +*.py[cod] +*$py.class +*.so +.Python +venv/ +.venv/ +env/ +.env +*.egg-info/ +.eggs/ +build/ +Thumbs.db + +# Project specific +focus_guard.db +static/ +__pycache__/ +docs/ diff --git a/Dockerfile b/Dockerfile new file mode 100644 index 0000000000000000000000000000000000000000..f18e18994e38ad79122d8894bee1746644b69c05 --- /dev/null +++ b/Dockerfile @@ -0,0 +1,27 @@ +FROM python:3.10-slim + +RUN useradd -m -u 1000 user +ENV HOME=/home/user PATH=/home/user/.local/bin:$PATH + +ENV PYTHONUNBUFFERED=1 + +WORKDIR /app + +RUN apt-get update && apt-get install -y --no-install-recommends libglib2.0-0 libsm6 libxrender1 libxext6 libxcb1 libgl1 libgomp1 ffmpeg libavcodec-dev libavformat-dev libavutil-dev libswscale-dev libavdevice-dev libopus-dev libvpx-dev libsrtp2-dev build-essential nodejs npm && rm -rf /var/lib/apt/lists/* + +COPY requirements.txt ./ +RUN pip install --no-cache-dir -r requirements.txt + +COPY . . + +RUN npm install && npm run build && mkdir -p /app/static && cp -R dist/* /app/static/ + +ENV FOCUSGUARD_CACHE_DIR=/app/.cache/focusguard +RUN python -c "from models.face_mesh import _ensure_model; _ensure_model()" + +RUN mkdir -p /app/data && chown -R user:user /app + +USER user +EXPOSE 7860 + +CMD ["uvicorn", "main:app", "--host", "0.0.0.0", "--port", "7860", "--log-level", "debug"] \ No newline at end of file diff --git a/api/history b/api/history new file mode 100644 index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391 diff --git a/api/import b/api/import new file mode 100644 index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391 diff --git a/api/sessions b/api/sessions new file mode 100644 index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391 diff --git a/app.py b/app.py new file mode 100644 index 0000000000000000000000000000000000000000..bbbc533e8f7e4542abbb527bfbbf2c4b195cffb9 --- /dev/null +++ b/app.py @@ -0,0 +1 @@ +from main import app diff --git a/checkpoints/hybrid_focus_config.json b/checkpoints/hybrid_focus_config.json new file mode 100644 index 0000000000000000000000000000000000000000..96e1bccf33fa9c7e0474e2389e10c855467268f5 --- /dev/null +++ b/checkpoints/hybrid_focus_config.json @@ -0,0 +1,10 @@ +{ + "w_mlp": 0.6000000000000001, + "w_geo": 0.3999999999999999, + "threshold": 0.35, + "use_yawn_veto": true, + "geo_face_weight": 0.4, + "geo_eye_weight": 0.6, + "mar_yawn_threshold": 0.55, + "metric": "f1" +} \ No newline at end of file diff --git a/checkpoints/meta_best.npz 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\ No newline at end of file diff --git a/docker-compose.yml b/docker-compose.yml new file mode 100644 index 0000000000000000000000000000000000000000..306b2e7ef841e0129b8e221c57f2aea99b3cd37b --- /dev/null +++ b/docker-compose.yml @@ -0,0 +1,5 @@ +services: + focus-guard: + build: . + ports: + - "7860:7860" diff --git a/eslint.config.js b/eslint.config.js new file mode 100644 index 0000000000000000000000000000000000000000..4fa125da29e01fa85529cfa06a83a7c0ce240d55 --- /dev/null +++ b/eslint.config.js @@ -0,0 +1,29 @@ +import js from '@eslint/js' +import globals from 'globals' +import reactHooks from 'eslint-plugin-react-hooks' +import reactRefresh from 'eslint-plugin-react-refresh' +import { defineConfig, globalIgnores } from 'eslint/config' + +export default defineConfig([ + globalIgnores(['dist']), + { + files: ['**/*.{js,jsx}'], + extends: [ + js.configs.recommended, + reactHooks.configs.flat.recommended, + reactRefresh.configs.vite, + ], + languageOptions: { + ecmaVersion: 2020, + globals: globals.browser, + parserOptions: { + ecmaVersion: 'latest', + ecmaFeatures: { jsx: true }, + sourceType: 'module', + }, + }, + rules: { + 'no-unused-vars': ['error', { varsIgnorePattern: '^[A-Z_]' }], + }, + }, +]) diff --git a/index.html b/index.html new file mode 100644 index 0000000000000000000000000000000000000000..c8fc628a0d69f00d1a375e78a08caf8152ba278b --- /dev/null +++ b/index.html @@ -0,0 +1,17 @@ + + + + + + + + Focus Guard + + + + +
+ + + + \ No newline at end of file diff --git a/main.py b/main.py new file mode 100644 index 0000000000000000000000000000000000000000..13cd66c94321ac8b9aba8eb98178e5b800da38ca --- /dev/null +++ b/main.py @@ -0,0 +1,964 @@ +from fastapi import FastAPI, WebSocket, WebSocketDisconnect, HTTPException, Request +from fastapi.staticfiles import StaticFiles +from fastapi.responses import FileResponse +from fastapi.middleware.cors import CORSMiddleware +from pydantic import BaseModel +from typing import Optional, List, Any +import base64 +import cv2 +import numpy as np +import aiosqlite +import json +from datetime import datetime, timedelta +import math +import os +from pathlib import Path +from typing import Callable +import asyncio +import concurrent.futures +import threading + +from aiortc import RTCPeerConnection, RTCSessionDescription, VideoStreamTrack +from av import VideoFrame + +from mediapipe.tasks.python.vision import FaceLandmarksConnections +from ui.pipeline import FaceMeshPipeline, MLPPipeline, HybridFocusPipeline, XGBoostPipeline +from models.face_mesh import FaceMeshDetector + +# ================ FACE MESH DRAWING (server-side, for WebRTC) ================ + +_FONT = cv2.FONT_HERSHEY_SIMPLEX +_CYAN = (255, 255, 0) +_GREEN = (0, 255, 0) +_MAGENTA = (255, 0, 255) +_ORANGE = (0, 165, 255) +_RED = (0, 0, 255) +_WHITE = (255, 255, 255) +_LIGHT_GREEN = (144, 238, 144) + +_TESSELATION_CONNS = [(c.start, c.end) for c in FaceLandmarksConnections.FACE_LANDMARKS_TESSELATION] +_CONTOUR_CONNS = [(c.start, c.end) for c in FaceLandmarksConnections.FACE_LANDMARKS_CONTOURS] +_LEFT_EYEBROW = [70, 63, 105, 66, 107, 55, 65, 52, 53, 46] +_RIGHT_EYEBROW = [300, 293, 334, 296, 336, 285, 295, 282, 283, 276] +_NOSE_BRIDGE = [6, 197, 195, 5, 4, 1, 19, 94, 2] +_LIPS_OUTER = [61, 146, 91, 181, 84, 17, 314, 405, 321, 375, 291, 409, 270, 269, 267, 0, 37, 39, 40, 185, 61] +_LIPS_INNER = [78, 95, 88, 178, 87, 14, 317, 402, 318, 324, 308, 415, 310, 311, 312, 13, 82, 81, 80, 191, 78] +_LEFT_EAR_POINTS = [33, 160, 158, 133, 153, 145] +_RIGHT_EAR_POINTS = [362, 385, 387, 263, 373, 380] + + +def _lm_px(lm, idx, w, h): + return (int(lm[idx, 0] * w), int(lm[idx, 1] * h)) + + +def _draw_polyline(frame, lm, indices, w, h, color, thickness): + for i in range(len(indices) - 1): + cv2.line(frame, _lm_px(lm, indices[i], w, h), _lm_px(lm, indices[i + 1], w, h), color, thickness, cv2.LINE_AA) + + +def _draw_face_mesh(frame, lm, w, h): + """Draw tessellation, contours, eyebrows, nose, lips, eyes, irises, gaze lines.""" + # Tessellation (gray triangular grid, semi-transparent) + overlay = frame.copy() + for s, e in _TESSELATION_CONNS: + cv2.line(overlay, _lm_px(lm, s, w, h), _lm_px(lm, e, w, h), (200, 200, 200), 1, cv2.LINE_AA) + cv2.addWeighted(overlay, 0.3, frame, 0.7, 0, frame) + # Contours + for s, e in _CONTOUR_CONNS: + cv2.line(frame, _lm_px(lm, s, w, h), _lm_px(lm, e, w, h), _CYAN, 1, cv2.LINE_AA) + # Eyebrows + _draw_polyline(frame, lm, _LEFT_EYEBROW, w, h, _LIGHT_GREEN, 2) + _draw_polyline(frame, lm, _RIGHT_EYEBROW, w, h, _LIGHT_GREEN, 2) + # Nose + _draw_polyline(frame, lm, _NOSE_BRIDGE, w, h, _ORANGE, 1) + # Lips + _draw_polyline(frame, lm, _LIPS_OUTER, w, h, _MAGENTA, 1) + _draw_polyline(frame, lm, _LIPS_INNER, w, h, (200, 0, 200), 1) + # Eyes + left_pts = np.array([_lm_px(lm, i, w, h) for i in FaceMeshDetector.LEFT_EYE_INDICES], dtype=np.int32) + cv2.polylines(frame, [left_pts], True, _GREEN, 2, cv2.LINE_AA) + right_pts = np.array([_lm_px(lm, i, w, h) for i in FaceMeshDetector.RIGHT_EYE_INDICES], dtype=np.int32) + cv2.polylines(frame, [right_pts], True, _GREEN, 2, cv2.LINE_AA) + # EAR key points + for indices in [_LEFT_EAR_POINTS, _RIGHT_EAR_POINTS]: + for idx in indices: + cv2.circle(frame, _lm_px(lm, idx, w, h), 3, (0, 255, 255), -1, cv2.LINE_AA) + # Irises + gaze lines + for iris_idx, eye_inner, eye_outer in [ + (FaceMeshDetector.LEFT_IRIS_INDICES, 133, 33), + (FaceMeshDetector.RIGHT_IRIS_INDICES, 362, 263), + ]: + iris_pts = np.array([_lm_px(lm, i, w, h) for i in iris_idx], dtype=np.int32) + center = iris_pts[0] + if len(iris_pts) >= 5: + radii = [np.linalg.norm(iris_pts[j] - center) for j in range(1, 5)] + radius = max(int(np.mean(radii)), 2) + cv2.circle(frame, tuple(center), radius, _MAGENTA, 2, cv2.LINE_AA) + cv2.circle(frame, tuple(center), 2, _WHITE, -1, cv2.LINE_AA) + eye_cx = int((lm[eye_inner, 0] + lm[eye_outer, 0]) / 2.0 * w) + eye_cy = int((lm[eye_inner, 1] + lm[eye_outer, 1]) / 2.0 * h) + dx, dy = center[0] - eye_cx, center[1] - eye_cy + cv2.line(frame, tuple(center), (int(center[0] + dx * 3), int(center[1] + dy * 3)), _RED, 1, cv2.LINE_AA) + + +def _draw_hud(frame, result, model_name): + """Draw status bar and detail overlay matching live_demo.py.""" + h, w = frame.shape[:2] + is_focused = result["is_focused"] + status = "FOCUSED" if is_focused else "NOT FOCUSED" + color = _GREEN if is_focused else _RED + + # Top bar + cv2.rectangle(frame, (0, 0), (w, 55), (0, 0, 0), -1) + cv2.putText(frame, status, (10, 28), _FONT, 0.8, color, 2, cv2.LINE_AA) + cv2.putText(frame, model_name.upper(), (w - 150, 28), _FONT, 0.45, _WHITE, 1, cv2.LINE_AA) + + # Detail line + conf = result.get("mlp_prob", result.get("raw_score", 0.0)) + mar_s = f" MAR:{result['mar']:.2f}" if result.get("mar") is not None else "" + sf = result.get("s_face", 0) + se = result.get("s_eye", 0) + detail = f"conf:{conf:.2f} S_face:{sf:.2f} S_eye:{se:.2f}{mar_s}" + cv2.putText(frame, detail, (10, 48), _FONT, 0.4, _WHITE, 1, cv2.LINE_AA) + + # Head pose (top right) + if result.get("yaw") is not None: + cv2.putText(frame, f"yaw:{result['yaw']:+.0f} pitch:{result['pitch']:+.0f} roll:{result['roll']:+.0f}", + (w - 280, 48), _FONT, 0.4, (180, 180, 180), 1, cv2.LINE_AA) + + # Yawn indicator + if result.get("is_yawning"): + cv2.putText(frame, "YAWN", (10, 75), _FONT, 0.7, _ORANGE, 2, cv2.LINE_AA) + +# Landmark indices used for face mesh drawing on client (union of all groups). +# Sending only these instead of all 478 saves ~60% of the landmarks payload. +_MESH_INDICES = sorted(set( + [10,338,297,332,284,251,389,356,454,323,361,288,397,365,379,378,400,377,152,148,176,149,150,136,172,58,132,93,234,127,162,21,54,103,67,109] # face oval + + [33,7,163,144,145,153,154,155,133,173,157,158,159,160,161,246] # left eye + + [362,382,381,380,374,373,390,249,263,466,388,387,386,385,384,398] # right eye + + [468,469,470,471,472, 473,474,475,476,477] # irises + + [70,63,105,66,107,55,65,52,53,46] # left eyebrow + + [300,293,334,296,336,285,295,282,283,276] # right eyebrow + + [6,197,195,5,4,1,19,94,2] # nose bridge + + [61,146,91,181,84,17,314,405,321,375,291,409,270,269,267,0,37,39,40,185] # lips outer + + [78,95,88,178,87,14,317,402,318,324,308,415,310,311,312,13,82,81,80,191] # lips inner + + [33,160,158,133,153,145] # left EAR key points + + [362,385,387,263,373,380] # right EAR key points +)) +# Build a lookup: original_index -> position in sparse array, so client can reconstruct. +_MESH_INDEX_SET = set(_MESH_INDICES) + +# Initialize FastAPI app +app = FastAPI(title="Focus Guard API") + +# Add CORS middleware +app.add_middleware( + CORSMiddleware, + allow_origins=["*"], + allow_credentials=True, + allow_methods=["*"], + allow_headers=["*"], +) + +# Global variables +db_path = "focus_guard.db" +pcs = set() +_cached_model_name = "mlp" # in-memory cache, updated via /api/settings + +async def _wait_for_ice_gathering(pc: RTCPeerConnection): + if pc.iceGatheringState == "complete": + return + done = asyncio.Event() + + @pc.on("icegatheringstatechange") + def _on_state_change(): + if pc.iceGatheringState == "complete": + done.set() + + await done.wait() + +# ================ DATABASE MODELS ================ + +async def init_database(): + """Initialize SQLite database with required tables""" + async with aiosqlite.connect(db_path) as db: + # FocusSessions table + await db.execute(""" + CREATE TABLE IF NOT EXISTS focus_sessions ( + id INTEGER PRIMARY KEY AUTOINCREMENT, + start_time TIMESTAMP NOT NULL, + end_time TIMESTAMP, + duration_seconds INTEGER DEFAULT 0, + focus_score REAL DEFAULT 0.0, + total_frames INTEGER DEFAULT 0, + focused_frames INTEGER DEFAULT 0, + created_at TIMESTAMP DEFAULT CURRENT_TIMESTAMP + ) + """) + + # FocusEvents table + await db.execute(""" + CREATE TABLE IF NOT EXISTS focus_events ( + id INTEGER PRIMARY KEY AUTOINCREMENT, + session_id INTEGER NOT NULL, + timestamp TIMESTAMP NOT NULL, + is_focused BOOLEAN NOT NULL, + confidence REAL NOT NULL, + detection_data TEXT, + FOREIGN KEY (session_id) REFERENCES focus_sessions (id) + ) + """) + + # UserSettings table + await db.execute(""" + CREATE TABLE IF NOT EXISTS user_settings ( + id INTEGER PRIMARY KEY CHECK (id = 1), + sensitivity INTEGER DEFAULT 6, + notification_enabled BOOLEAN DEFAULT 1, + notification_threshold INTEGER DEFAULT 30, + frame_rate INTEGER DEFAULT 30, + model_name TEXT DEFAULT 'mlp' + ) + """) + + # Insert default settings if not exists + await db.execute(""" + INSERT OR IGNORE INTO user_settings (id, sensitivity, notification_enabled, notification_threshold, frame_rate, model_name) + VALUES (1, 6, 1, 30, 30, 'mlp') + """) + + await db.commit() + +# ================ PYDANTIC MODELS ================ + +class SessionCreate(BaseModel): + pass + +class SessionEnd(BaseModel): + session_id: int + +class SettingsUpdate(BaseModel): + sensitivity: Optional[int] = None + notification_enabled: Optional[bool] = None + notification_threshold: Optional[int] = None + frame_rate: Optional[int] = None + model_name: Optional[str] = None + +class VideoTransformTrack(VideoStreamTrack): + def __init__(self, track, session_id: int, get_channel: Callable[[], Any]): + super().__init__() + self.track = track + self.session_id = session_id + self.get_channel = get_channel + self.last_inference_time = 0 + self.min_inference_interval = 1 / 60 + self.last_frame = None + + async def recv(self): + frame = await self.track.recv() + img = frame.to_ndarray(format="bgr24") + if img is None: + return frame + + # Normalize size for inference/drawing + img = cv2.resize(img, (640, 480)) + + now = datetime.now().timestamp() + do_infer = (now - self.last_inference_time) >= self.min_inference_interval + + if do_infer: + self.last_inference_time = now + + model_name = _cached_model_name + if model_name not in pipelines or pipelines.get(model_name) is None: + model_name = 'mlp' + active_pipeline = pipelines.get(model_name) + + if active_pipeline is not None: + loop = asyncio.get_event_loop() + out = await loop.run_in_executor( + _inference_executor, + _process_frame_safe, + active_pipeline, + img, + model_name, + ) + is_focused = out["is_focused"] + confidence = out.get("mlp_prob", out.get("raw_score", 0.0)) + metadata = {"s_face": out.get("s_face", 0.0), "s_eye": out.get("s_eye", 0.0), "mar": out.get("mar", 0.0), "model": model_name} + + # Draw face mesh + HUD on the video frame + h_f, w_f = img.shape[:2] + lm = out.get("landmarks") + if lm is not None: + _draw_face_mesh(img, lm, w_f, h_f) + _draw_hud(img, out, model_name) + else: + is_focused = False + confidence = 0.0 + metadata = {"model": model_name} + cv2.rectangle(img, (0, 0), (img.shape[1], 55), (0, 0, 0), -1) + cv2.putText(img, "NO MODEL", (10, 28), _FONT, 0.8, _RED, 2, cv2.LINE_AA) + + if self.session_id: + await store_focus_event(self.session_id, is_focused, confidence, metadata) + + channel = self.get_channel() + if channel and channel.readyState == "open": + try: + channel.send(json.dumps({"type": "detection", "focused": is_focused, "confidence": round(confidence, 3), "detections": detections})) + except Exception: + pass + + self.last_frame = img + elif self.last_frame is not None: + img = self.last_frame + + new_frame = VideoFrame.from_ndarray(img, format="bgr24") + new_frame.pts = frame.pts + new_frame.time_base = frame.time_base + return new_frame + +# ================ DATABASE OPERATIONS ================ + +async def create_session(): + async with aiosqlite.connect(db_path) as db: + cursor = await db.execute( + "INSERT INTO focus_sessions (start_time) VALUES (?)", + (datetime.now().isoformat(),) + ) + await db.commit() + return cursor.lastrowid + +async def end_session(session_id: int): + async with aiosqlite.connect(db_path) as db: + cursor = await db.execute( + "SELECT start_time, total_frames, focused_frames FROM focus_sessions WHERE id = ?", + (session_id,) + ) + row = await cursor.fetchone() + + if not row: + return None + + start_time_str, total_frames, focused_frames = row + start_time = datetime.fromisoformat(start_time_str) + end_time = datetime.now() + duration = (end_time - start_time).total_seconds() + focus_score = focused_frames / total_frames if total_frames > 0 else 0.0 + + await db.execute(""" + UPDATE focus_sessions + SET end_time = ?, duration_seconds = ?, focus_score = ? + WHERE id = ? + """, (end_time.isoformat(), int(duration), focus_score, session_id)) + + await db.commit() + + return { + 'session_id': session_id, + 'start_time': start_time_str, + 'end_time': end_time.isoformat(), + 'duration_seconds': int(duration), + 'focus_score': round(focus_score, 3), + 'total_frames': total_frames, + 'focused_frames': focused_frames + } + +async def store_focus_event(session_id: int, is_focused: bool, confidence: float, metadata: dict): + async with aiosqlite.connect(db_path) as db: + await db.execute(""" + INSERT INTO focus_events (session_id, timestamp, is_focused, confidence, detection_data) + VALUES (?, ?, ?, ?, ?) + """, (session_id, datetime.now().isoformat(), is_focused, confidence, json.dumps(metadata))) + + await db.execute(""" + UPDATE focus_sessions + SET total_frames = total_frames + 1, + focused_frames = focused_frames + ? + WHERE id = ? + """, (1 if is_focused else 0, session_id)) + await db.commit() + + +class _EventBuffer: + """Buffer focus events in memory and flush to DB in batches to avoid per-frame DB writes.""" + + def __init__(self, flush_interval: float = 2.0): + self._buf: list = [] + self._lock = asyncio.Lock() + self._flush_interval = flush_interval + self._task: asyncio.Task | None = None + self._total_frames = 0 + self._focused_frames = 0 + + def start(self): + if self._task is None: + self._task = asyncio.create_task(self._flush_loop()) + + async def stop(self): + if self._task: + self._task.cancel() + try: + await self._task + except asyncio.CancelledError: + pass + self._task = None + await self._flush() + + def add(self, session_id: int, is_focused: bool, confidence: float, metadata: dict): + self._buf.append((session_id, datetime.now().isoformat(), is_focused, confidence, json.dumps(metadata))) + self._total_frames += 1 + if is_focused: + self._focused_frames += 1 + + async def _flush_loop(self): + while True: + await asyncio.sleep(self._flush_interval) + await self._flush() + + async def _flush(self): + async with self._lock: + if not self._buf: + return + batch = self._buf[:] + total = self._total_frames + focused = self._focused_frames + self._buf.clear() + self._total_frames = 0 + self._focused_frames = 0 + + if not batch: + return + + session_id = batch[0][0] + try: + async with aiosqlite.connect(db_path) as db: + await db.executemany(""" + INSERT INTO focus_events (session_id, timestamp, is_focused, confidence, detection_data) + VALUES (?, ?, ?, ?, ?) + """, batch) + await db.execute(""" + UPDATE focus_sessions + SET total_frames = total_frames + ?, + focused_frames = focused_frames + ? + WHERE id = ? + """, (total, focused, session_id)) + await db.commit() + except Exception as e: + print(f"[DB] Flush error: {e}") + +# ================ STARTUP/SHUTDOWN ================ + +pipelines = { + "geometric": None, + "mlp": None, + "hybrid": None, + "xgboost": None, +} + +# Thread pool for CPU-bound inference so the event loop stays responsive. +_inference_executor = concurrent.futures.ThreadPoolExecutor( + max_workers=4, + thread_name_prefix="inference", +) +# One lock per pipeline so shared state (TemporalTracker, etc.) is not corrupted when +# multiple frames are processed in parallel by the thread pool. +_pipeline_locks = {name: threading.Lock() for name in ("geometric", "mlp", "hybrid", "xgboost")} + + +def _process_frame_safe(pipeline, frame, model_name: str): + """Run process_frame in executor with per-pipeline lock.""" + with _pipeline_locks[model_name]: + return pipeline.process_frame(frame) + +@app.on_event("startup") +async def startup_event(): + global pipelines, _cached_model_name + print(" Starting Focus Guard API...") + await init_database() + # Load cached model name from DB + async with aiosqlite.connect(db_path) as db: + cursor = await db.execute("SELECT model_name FROM user_settings WHERE id = 1") + row = await cursor.fetchone() + if row: + _cached_model_name = row[0] + print("[OK] Database initialized") + + try: + pipelines["geometric"] = FaceMeshPipeline() + print("[OK] FaceMeshPipeline (geometric) loaded") + except Exception as e: + print(f"[WARN] FaceMeshPipeline unavailable: {e}") + + try: + pipelines["mlp"] = MLPPipeline() + print("[OK] MLPPipeline loaded") + except Exception as e: + print(f"[ERR] Failed to load MLPPipeline: {e}") + + try: + pipelines["hybrid"] = HybridFocusPipeline() + print("[OK] HybridFocusPipeline loaded") + except Exception as e: + print(f"[WARN] HybridFocusPipeline unavailable: {e}") + + try: + pipelines["xgboost"] = XGBoostPipeline() + print("[OK] XGBoostPipeline loaded") + except Exception as e: + print(f"[ERR] Failed to load XGBoostPipeline: {e}") + +@app.on_event("shutdown") +async def shutdown_event(): + _inference_executor.shutdown(wait=False) + print(" Shutting down Focus Guard API...") + +# ================ WEBRTC SIGNALING ================ + +@app.post("/api/webrtc/offer") +async def webrtc_offer(offer: dict): + try: + print(f"Received WebRTC offer") + + pc = RTCPeerConnection() + pcs.add(pc) + + session_id = await create_session() + print(f"Created session: {session_id}") + + channel_ref = {"channel": None} + + @pc.on("datachannel") + def on_datachannel(channel): + print(f"Data channel opened") + channel_ref["channel"] = channel + + @pc.on("track") + def on_track(track): + print(f"Received track: {track.kind}") + if track.kind == "video": + local_track = VideoTransformTrack(track, session_id, lambda: channel_ref["channel"]) + pc.addTrack(local_track) + print(f"Video track added") + + @track.on("ended") + async def on_ended(): + print(f"Track ended") + + @pc.on("connectionstatechange") + async def on_connectionstatechange(): + print(f"Connection state changed: {pc.connectionState}") + if pc.connectionState in ("failed", "closed", "disconnected"): + try: + await end_session(session_id) + except Exception as e: + print(f"⚠Error ending session: {e}") + pcs.discard(pc) + await pc.close() + + await pc.setRemoteDescription(RTCSessionDescription(sdp=offer["sdp"], type=offer["type"])) + print(f"Remote description set") + + answer = await pc.createAnswer() + await pc.setLocalDescription(answer) + print(f"Answer created") + + await _wait_for_ice_gathering(pc) + print(f"ICE gathering complete") + + return {"sdp": pc.localDescription.sdp, "type": pc.localDescription.type, "session_id": session_id} + + except Exception as e: + print(f"WebRTC offer error: {e}") + import traceback + traceback.print_exc() + raise HTTPException(status_code=500, detail=f"WebRTC error: {str(e)}") + +# ================ WEBSOCKET ================ + +@app.websocket("/ws/video") +async def websocket_endpoint(websocket: WebSocket): + await websocket.accept() + session_id = None + frame_count = 0 + running = True + event_buffer = _EventBuffer(flush_interval=2.0) + + # Latest frame slot — only the most recent frame is kept, older ones are dropped. + # Using a dict so nested functions can mutate without nonlocal issues. + _slot = {"frame": None} + _frame_ready = asyncio.Event() + + async def _receive_loop(): + """Receive messages as fast as possible. Binary = frame, text = control.""" + nonlocal session_id, running + try: + while running: + msg = await websocket.receive() + msg_type = msg.get("type", "") + + if msg_type == "websocket.disconnect": + running = False + _frame_ready.set() + return + + # Binary message → JPEG frame (fast path, no base64) + raw_bytes = msg.get("bytes") + if raw_bytes is not None and len(raw_bytes) > 0: + _slot["frame"] = raw_bytes + _frame_ready.set() + continue + + # Text message → JSON control command (or legacy base64 frame) + text = msg.get("text") + if not text: + continue + data = json.loads(text) + + if data["type"] == "frame": + # Legacy base64 path (fallback) + _slot["frame"] = base64.b64decode(data["image"]) + _frame_ready.set() + + elif data["type"] == "start_session": + session_id = await create_session() + event_buffer.start() + for p in pipelines.values(): + if p is not None and hasattr(p, "reset_session"): + p.reset_session() + await websocket.send_json({"type": "session_started", "session_id": session_id}) + + elif data["type"] == "end_session": + if session_id: + await event_buffer.stop() + summary = await end_session(session_id) + if summary: + await websocket.send_json({"type": "session_ended", "summary": summary}) + session_id = None + except WebSocketDisconnect: + running = False + _frame_ready.set() + except Exception as e: + print(f"[WS] receive error: {e}") + running = False + _frame_ready.set() + + async def _process_loop(): + """Process only the latest frame, dropping stale ones.""" + nonlocal frame_count, running + loop = asyncio.get_event_loop() + while running: + await _frame_ready.wait() + _frame_ready.clear() + if not running: + return + + # Grab latest frame and clear slot + raw = _slot["frame"] + _slot["frame"] = None + if raw is None: + continue + + try: + nparr = np.frombuffer(raw, np.uint8) + frame = cv2.imdecode(nparr, cv2.IMREAD_COLOR) + if frame is None: + continue + frame = cv2.resize(frame, (640, 480)) + + model_name = _cached_model_name + if model_name not in pipelines or pipelines.get(model_name) is None: + model_name = "mlp" + active_pipeline = pipelines.get(model_name) + + landmarks_list = None + if active_pipeline is not None: + out = await loop.run_in_executor( + _inference_executor, + _process_frame_safe, + active_pipeline, + frame, + model_name, + ) + is_focused = out["is_focused"] + confidence = out.get("mlp_prob", out.get("raw_score", 0.0)) + + lm = out.get("landmarks") + if lm is not None: + # Send all 478 landmarks as flat array for tessellation drawing + landmarks_list = [ + [round(float(lm[i, 0]), 3), round(float(lm[i, 1]), 3)] + for i in range(lm.shape[0]) + ] + + if session_id: + event_buffer.add(session_id, is_focused, confidence, { + "s_face": out.get("s_face", 0.0), + "s_eye": out.get("s_eye", 0.0), + "mar": out.get("mar", 0.0), + "model": model_name, + }) + else: + is_focused = False + confidence = 0.0 + + resp = { + "type": "detection", + "focused": is_focused, + "confidence": round(confidence, 3), + "model": model_name, + "fc": frame_count, + } + if active_pipeline is not None: + # Send detailed metrics for HUD + if out.get("yaw") is not None: + resp["yaw"] = round(out["yaw"], 1) + resp["pitch"] = round(out["pitch"], 1) + resp["roll"] = round(out["roll"], 1) + if out.get("mar") is not None: + resp["mar"] = round(out["mar"], 3) + resp["sf"] = round(out.get("s_face", 0), 3) + resp["se"] = round(out.get("s_eye", 0), 3) + if landmarks_list is not None: + resp["lm"] = landmarks_list + await websocket.send_json(resp) + frame_count += 1 + except Exception as e: + print(f"[WS] process error: {e}") + + try: + await asyncio.gather(_receive_loop(), _process_loop()) + except Exception: + pass + finally: + running = False + if session_id: + await event_buffer.stop() + await end_session(session_id) + +# ================ API ENDPOINTS ================ + +@app.post("/api/sessions/start") +async def api_start_session(): + session_id = await create_session() + return {"session_id": session_id} + +@app.post("/api/sessions/end") +async def api_end_session(data: SessionEnd): + summary = await end_session(data.session_id) + if not summary: raise HTTPException(status_code=404, detail="Session not found") + return summary + +@app.get("/api/sessions") +async def get_sessions(filter: str = "all", limit: int = 50, offset: int = 0): + async with aiosqlite.connect(db_path) as db: + db.row_factory = aiosqlite.Row + + # NEW: If importing/exporting all, remove limit if special flag or high limit + # For simplicity: if limit is -1, return all + limit_clause = "LIMIT ? OFFSET ?" + params = [] + + base_query = "SELECT * FROM focus_sessions" + where_clause = "" + + if filter == "today": + date_filter = datetime.now().replace(hour=0, minute=0, second=0, microsecond=0) + where_clause = " WHERE start_time >= ?" + params.append(date_filter.isoformat()) + elif filter == "week": + date_filter = datetime.now() - timedelta(days=7) + where_clause = " WHERE start_time >= ?" + params.append(date_filter.isoformat()) + elif filter == "month": + date_filter = datetime.now() - timedelta(days=30) + where_clause = " WHERE start_time >= ?" + params.append(date_filter.isoformat()) + elif filter == "all": + # Just ensure we only get completed sessions or all sessions + where_clause = " WHERE end_time IS NOT NULL" + + query = f"{base_query}{where_clause} ORDER BY start_time DESC" + + # Handle Limit for Exports + if limit == -1: + # No limit clause for export + pass + else: + query += f" {limit_clause}" + params.extend([limit, offset]) + + cursor = await db.execute(query, tuple(params)) + rows = await cursor.fetchall() + return [dict(row) for row in rows] + +# --- NEW: Import Endpoint --- +@app.post("/api/import") +async def import_sessions(sessions: List[dict]): + count = 0 + try: + async with aiosqlite.connect(db_path) as db: + for session in sessions: + # Use .get() to handle potential missing fields from older versions or edits + await db.execute(""" + INSERT INTO focus_sessions (start_time, end_time, duration_seconds, focus_score, total_frames, focused_frames, created_at) + VALUES (?, ?, ?, ?, ?, ?, ?) + """, ( + session.get('start_time'), + session.get('end_time'), + session.get('duration_seconds', 0), + session.get('focus_score', 0.0), + session.get('total_frames', 0), + session.get('focused_frames', 0), + session.get('created_at', session.get('start_time')) + )) + count += 1 + await db.commit() + return {"status": "success", "count": count} + except Exception as e: + print(f"Import Error: {e}") + return {"status": "error", "message": str(e)} + +# --- NEW: Clear History Endpoint --- +@app.delete("/api/history") +async def clear_history(): + try: + async with aiosqlite.connect(db_path) as db: + # Delete events first (foreign key good practice) + await db.execute("DELETE FROM focus_events") + await db.execute("DELETE FROM focus_sessions") + await db.commit() + return {"status": "success", "message": "History cleared"} + except Exception as e: + return {"status": "error", "message": str(e)} + +@app.get("/api/sessions/{session_id}") +async def get_session(session_id: int): + async with aiosqlite.connect(db_path) as db: + db.row_factory = aiosqlite.Row + cursor = await db.execute("SELECT * FROM focus_sessions WHERE id = ?", (session_id,)) + row = await cursor.fetchone() + if not row: raise HTTPException(status_code=404, detail="Session not found") + session = dict(row) + cursor = await db.execute("SELECT * FROM focus_events WHERE session_id = ? ORDER BY timestamp", (session_id,)) + events = [dict(r) for r in await cursor.fetchall()] + session['events'] = events + return session + +@app.get("/api/settings") +async def get_settings(): + async with aiosqlite.connect(db_path) as db: + db.row_factory = aiosqlite.Row + cursor = await db.execute("SELECT * FROM user_settings WHERE id = 1") + row = await cursor.fetchone() + if row: return dict(row) + else: return {'sensitivity': 6, 'notification_enabled': True, 'notification_threshold': 30, 'frame_rate': 30, 'model_name': 'mlp'} + +@app.put("/api/settings") +async def update_settings(settings: SettingsUpdate): + async with aiosqlite.connect(db_path) as db: + cursor = await db.execute("SELECT id FROM user_settings WHERE id = 1") + exists = await cursor.fetchone() + if not exists: + await db.execute("INSERT INTO user_settings (id, sensitivity) VALUES (1, 6)") + await db.commit() + + updates = [] + params = [] + if settings.sensitivity is not None: + updates.append("sensitivity = ?") + params.append(max(1, min(10, settings.sensitivity))) + if settings.notification_enabled is not None: + updates.append("notification_enabled = ?") + params.append(settings.notification_enabled) + if settings.notification_threshold is not None: + updates.append("notification_threshold = ?") + params.append(max(5, min(300, settings.notification_threshold))) + if settings.frame_rate is not None: + updates.append("frame_rate = ?") + params.append(max(5, min(60, settings.frame_rate))) + if settings.model_name is not None and settings.model_name in pipelines and pipelines[settings.model_name] is not None: + updates.append("model_name = ?") + params.append(settings.model_name) + global _cached_model_name + _cached_model_name = settings.model_name + + if updates: + query = f"UPDATE user_settings SET {', '.join(updates)} WHERE id = 1" + await db.execute(query, params) + await db.commit() + return {"status": "success", "updated": len(updates) > 0} + +@app.get("/api/stats/summary") +async def get_stats_summary(): + async with aiosqlite.connect(db_path) as db: + cursor = await db.execute("SELECT COUNT(*) FROM focus_sessions WHERE end_time IS NOT NULL") + total_sessions = (await cursor.fetchone())[0] + cursor = await db.execute("SELECT SUM(duration_seconds) FROM focus_sessions WHERE end_time IS NOT NULL") + total_focus_time = (await cursor.fetchone())[0] or 0 + cursor = await db.execute("SELECT AVG(focus_score) FROM focus_sessions WHERE end_time IS NOT NULL") + avg_focus_score = (await cursor.fetchone())[0] or 0.0 + cursor = await db.execute("SELECT DISTINCT DATE(start_time) as session_date FROM focus_sessions WHERE end_time IS NOT NULL ORDER BY session_date DESC") + dates = [row[0] for row in await cursor.fetchall()] + + streak_days = 0 + if dates: + current_date = datetime.now().date() + for i, date_str in enumerate(dates): + session_date = datetime.fromisoformat(date_str).date() + expected_date = current_date - timedelta(days=i) + if session_date == expected_date: streak_days += 1 + else: break + return { + 'total_sessions': total_sessions, + 'total_focus_time': int(total_focus_time), + 'avg_focus_score': round(avg_focus_score, 3), + 'streak_days': streak_days + } + +@app.get("/api/models") +async def get_available_models(): + """Return list of loaded model names and which is currently active.""" + available = [name for name, p in pipelines.items() if p is not None] + async with aiosqlite.connect(db_path) as db: + cursor = await db.execute("SELECT model_name FROM user_settings WHERE id = 1") + row = await cursor.fetchone() + current = row[0] if row else "mlp" + if current not in available and available: + current = available[0] + return {"available": available, "current": current} + +@app.get("/api/mesh-topology") +async def get_mesh_topology(): + """Return tessellation edge pairs for client-side face mesh drawing (cached by client).""" + return {"tessellation": _TESSELATION_CONNS} + +@app.get("/health") +async def health_check(): + available = [name for name, p in pipelines.items() if p is not None] + return {"status": "healthy", "models_loaded": available, "database": os.path.exists(db_path)} + +# ================ STATIC FILES (SPA SUPPORT) ================ + +# Resolve static dir from this file so it works regardless of cwd +_STATIC_DIR = Path(__file__).resolve().parent / "static" +_ASSETS_DIR = _STATIC_DIR / "assets" + +# 1. Mount the assets folder (JS/CSS) first so /assets/* is never caught by catch-all +if _ASSETS_DIR.is_dir(): + app.mount("/assets", StaticFiles(directory=str(_ASSETS_DIR)), name="assets") + +# 2. Catch-all for SPA: serve index.html for app routes, never for /assets (would break JS MIME type) +@app.get("/{full_path:path}") +async def serve_react_app(full_path: str, request: Request): + if full_path.startswith("api") or full_path.startswith("ws"): + raise HTTPException(status_code=404, detail="Not Found") + # Don't serve HTML for asset paths; let them 404 so we don't break module script loading + if full_path.startswith("assets") or full_path.startswith("assets/"): + raise HTTPException(status_code=404, detail="Not Found") + + index_path = _STATIC_DIR / "index.html" + if index_path.is_file(): + return FileResponse(str(index_path)) + return {"message": "React app not found. Please run 'npm run build' and copy dist to static."} diff --git a/models/README.md b/models/README.md new file mode 100644 index 0000000000000000000000000000000000000000..4902545a36a859321a97985a0f2b25490d47b9c0 --- /dev/null +++ b/models/README.md @@ -0,0 +1,53 @@ +# models/ + +Feature extraction modules and model training scripts. + +## 1. Feature Extraction + +Root-level modules form the real-time inference pipeline: + +| Module | Input | Output | +|--------|-------|--------| +| `face_mesh.py` | BGR frame | 478 MediaPipe landmarks | +| `head_pose.py` | Landmarks, frame size | yaw, pitch, roll, face/eye score, gaze offset, head deviation | +| `eye_scorer.py` | Landmarks | EAR (left/right/avg), gaze ratio (h/v), MAR | +| `eye_crop.py` | Landmarks, frame | Cropped eye region images | +| `eye_classifier.py` | Eye crops or landmarks | Eye open/closed prediction (geometric fallback) | +| `collect_features.py` | BGR frame | 17-d feature vector + temporal features (PERCLOS, blink rate, etc.) | + +## 2. Training Scripts + +| Folder | Model | Command | +|--------|-------|---------| +| `mlp/` | PyTorch MLP (64→32, 2-class) | `python -m models.mlp.train` | +| `xgboost/` | XGBoost (600 trees, depth 8) | `python -m models.xgboost.train` | + +### mlp/ + +- `train.py` — training loop with early stopping, ClearML opt-in +- `sweep.py` — hyperparameter search (Optuna: lr, batch_size) +- `eval_accuracy.py` — load checkpoint and print test metrics +- Saves to **`checkpoints/mlp_best.pt`** + +### xgboost/ + +- `train.py` — training with eval-set logging +- `sweep.py` / `sweep_local.py` — hyperparameter search (Optuna + ClearML) +- `eval_accuracy.py` — load checkpoint and print test metrics +- Saves to **`checkpoints/xgboost_face_orientation_best.json`** + +## 3. Data Loading + +All training scripts import from `data_preparation.prepare_dataset`: + +```python +from data_preparation.prepare_dataset import get_numpy_splits # XGBoost +from data_preparation.prepare_dataset import get_dataloaders # MLP (PyTorch) +``` + +## 4. Results + +| Model | Test Accuracy | F1 | ROC-AUC | +|-------|--------------|-----|---------| +| XGBoost | 95.87% | 0.959 | 0.991 | +| MLP | 92.92% | 0.929 | 0.971 | diff --git a/models/__init__.py b/models/__init__.py new file mode 100644 index 0000000000000000000000000000000000000000..8b137891791fe96927ad78e64b0aad7bded08bdc --- /dev/null +++ b/models/__init__.py @@ -0,0 +1 @@ + diff --git a/models/cnn/CNN_MODEL/.claude/settings.local.json b/models/cnn/CNN_MODEL/.claude/settings.local.json new file mode 100644 index 0000000000000000000000000000000000000000..bb88014459865994fe1347826ae622ab6c31d8c3 --- /dev/null +++ b/models/cnn/CNN_MODEL/.claude/settings.local.json @@ -0,0 +1,7 @@ +{ + "permissions": { + "allow": [ + "Bash(# Check Dataset_subset counts echo \"\"=== Dataset_subset/train/open ===\"\" && ls /Users/mohammedalketbi22/Downloads/GAP_Large_project-feature-dataset-model-test-92_30-clean/Dataset_subset/train/open/ | wc -l && echo \"\"=== Dataset_subset/train/closed ===\"\" && ls /Users/mohammedalketbi22/Downloads/GAP_Large_project-feature-dataset-model-test-92_30-clean/Dataset_subset/train/closed/ | wc -l && echo \"\"=== Dataset_subset/val/open ===\"\" && ls /Users/mohammedalketbi22/Downloads/GAP_Large_project-feature-dataset-model-test-92_30-clean/Dataset_subset/val/open/ | wc -l && echo \"\"=== Dataset_subset/val/closed ===\"\" && ls /Users/mohammedalketbi22/Downloads/GAP_Large_project-feature-dataset-model-test-92_30-clean/Dataset_subset/val/closed/)" + ] + } +} diff --git a/models/cnn/CNN_MODEL/.gitattributes b/models/cnn/CNN_MODEL/.gitattributes new file mode 100644 index 0000000000000000000000000000000000000000..7657d2812b393ae9bcd7d6c8e3ef726ccf91723e --- /dev/null +++ b/models/cnn/CNN_MODEL/.gitattributes @@ -0,0 +1 @@ +DATA/** filter=lfs diff=lfs merge=lfs -text diff --git a/models/cnn/CNN_MODEL/.gitignore b/models/cnn/CNN_MODEL/.gitignore new file mode 100644 index 0000000000000000000000000000000000000000..c948d0afb4a58db413e7dc6dbe0d54d4ed90462c --- /dev/null +++ b/models/cnn/CNN_MODEL/.gitignore @@ -0,0 +1,4 @@ +Dataset/train/ +Dataset/val/ +Dataset/test/ +.DS_Store diff --git a/models/cnn/CNN_MODEL/README.md b/models/cnn/CNN_MODEL/README.md new file mode 100644 index 0000000000000000000000000000000000000000..3f677e77988c4d8feb52f36289344e13fa77c1b2 --- /dev/null +++ b/models/cnn/CNN_MODEL/README.md @@ -0,0 +1,74 @@ +# Eye Open / Closed Classifier (YOLOv11-CLS) + + +Binary classifier: **open** vs **closed** eyes. +Used as a baseline for eye-tracking, drowsiness, or focus detection. + +--- + +## Model team task + +- **Train** the YOLOv11s-cls eye classifier in a **separate notebook** (data split, epochs, GPU, export `best.pt`). +- Provide **trained weights** (`best.pt`) for this repo’s evaluation and inference scripts. + + + +--- + +## Repo contents + +- **notebooks/eye_classifier_colab.ipynb** — Data download (Kaggle), clean, split, undersample, **evaluate** (needs `best.pt` from model team), export. +- **scripts/predict_image.py** — Run classifier on single images (needs `best.pt`). +- **scripts/webcam_live.py** — Live webcam open/closed (needs `best.pt` + optional `weights/face_landmarker.task`). +- **scripts/video_infer.py** — Run on video files. +- **scripts/focus_infer.py** — Focus/attention inference. +- **weights/** — Put `best.pt` here; `face_landmarker.task` is downloaded on first webcam run if missing. +- **docs/** — Extra docs (e.g. UNNECESSARY_FILES.md if present). + +--- + +## Dataset + +- **Source:** [Kaggle — open/closed eyes](https://www.kaggle.com/datasets/sehriyarmemmedli/open-closed-eyes-dataset) +- The Colab notebook downloads it via `kagglehub`; no local copy in repo. + +--- + +## Weights + +- Put **best.pt** from the model team in **weights/best.pt** (or `runs/classify/runs_cls/eye_open_closed_cpu/weights/best.pt`). +- For webcam: **face_landmarker.task** is downloaded into **weights/** on first run if missing. + +--- + +## Local setup + +```bash +pip install ultralytics opencv-python mediapipe "numpy<2" +``` + +Optional: use a venv. From repo root: +- `python scripts/predict_image.py ` +- `python scripts/webcam_live.py` +- `python scripts/video_infer.py` (expects 1.mp4 / 2.mp4 in repo root or set `VIDEOS` env) +- `python scripts/focus_infer.py` + +--- + +## Project structure + +``` +├── notebooks/ +│ └── eye_classifier_colab.ipynb # Data + eval (no training) +├── scripts/ +│ ├── predict_image.py +│ ├── webcam_live.py +│ ├── video_infer.py +│ └── focus_infer.py +├── weights/ # best.pt, face_landmarker.task +├── docs/ # extra docs +├── README.md +└── venv/ # optional +``` + +Training and weight generation: **model team, separate notebook.** diff --git a/models/cnn/CNN_MODEL/notebooks/eye_classifier_colab.ipynb b/models/cnn/CNN_MODEL/notebooks/eye_classifier_colab.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..f1a8ca5f5850181b23c64379f0f50b3aacfbba4b --- /dev/null +++ b/models/cnn/CNN_MODEL/notebooks/eye_classifier_colab.ipynb @@ -0,0 +1,682 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Eye Open/Closed Classifier \u2014 Data Prep & Evaluation\n", + "\n", + "Downloads the open/closed eyes dataset from Kaggle, cleans out bad images, does an 80/10/10 stratified split, and undersamples the majority class (open) for training. Eval uses weights from the model team.\n", + "\n", + "**Training is done by the model team in a separate notebook.** \n", + "Put `best.pt` from the model team in `runs/eye_cls/weights/` before running eval.\n", + "\n", + "**Runtime \u2192 Change runtime type \u2192 GPU (T4)** for faster eval." + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "!pip install -q ultralytics scikit-learn seaborn kagglehub\n", + "\n", + "import torch, os, random, shutil, pathlib, warnings\n", + "import numpy as np\n", + "warnings.filterwarnings(\"ignore\")\n", + "\n", + "# seed everything\n", + "SEED = 42\n", + "random.seed(SEED)\n", + "np.random.seed(SEED)\n", + "torch.manual_seed(SEED)\n", + "\n", + "if torch.cuda.is_available():\n", + " DEVICE = 0\n", + " print(f\"GPU detected: {torch.cuda.get_device_name(0)}\")\n", + " print(f\"VRAM: {torch.cuda.get_device_properties(0).total_memory / 1e9:.1f} GB\")\n", + "else:\n", + " DEVICE = \"cpu\"\n", + " print(\"No GPU detected \u2014 training will use CPU (much slower)\")\n", + "\n", + "print(f\"PyTorch {torch.__version__} | Device: {DEVICE}\")" + ], + "execution_count": 2, + "outputs": [ + { + "output_type": "stream", + "text": [ + "GPU detected: Tesla T4\n", + "VRAM: 15.6 GB\n", + "PyTorch 2.9.0+cu128 | Device: 0\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "import kagglehub\n", + "\n", + "dataset_path = kagglehub.dataset_download(\"sehriyarmemmedli/open-closed-eyes-dataset\")\n", + "dataset_path = pathlib.Path(dataset_path)\n", + "print(f\"Dataset downloaded to: {dataset_path}\\n\")\n", + "\n", + "# print folder structure\n", + "for root, dirs, files in os.walk(dataset_path):\n", + " depth = str(root).replace(str(dataset_path), \"\").count(os.sep)\n", + " if depth < 3:\n", + " indent = \" \" * depth\n", + " print(f\"{indent}{os.path.basename(root)}/ ({len(files)} files)\")\n", + "\n", + "# find the DATA folder (sometimes nested differently)\n", + "data_candidates = list(dataset_path.rglob(\"DATA\"))\n", + "if not data_candidates:\n", + " data_candidates = list(dataset_path.rglob(\"data\"))\n", + "if data_candidates:\n", + " DATA_ROOT = data_candidates[0]\n", + "else:\n", + " # fallback\n", + " DATA_ROOT = dataset_path\n", + "print(f\"\\nUsing DATA_ROOT: {DATA_ROOT}\")" + ], + "execution_count": 3, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Warning: Looks like you're using an outdated `kagglehub` version (installed: 0.3.13), please consider upgrading to the latest version (1.0.0).\n", + "Downloading from https://www.kaggle.com/api/v1/datasets/download/sehriyarmemmedli/open-closed-eyes-dataset?dataset_version_number=3...\n" + ] + }, + { + "output_type": "stream", + "text": [ + "100%|\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588| 1.44G/1.44G [00:20<00:00, 76.1MB/s]" + ] + }, + { + "output_type": "stream", + "text": [ + "Extracting files...\n" + ] + }, + { + "output_type": "stream", + "text": [ + "\n" + ] + }, + { + "output_type": "stream", + "text": [ + "Dataset downloaded to: /root/.cache/kagglehub/datasets/sehriyarmemmedli/open-closed-eyes-dataset/versions/3\n", + "\n", + "3/ (0 files)\n", + " train/ (0 files)\n", + " open/ (106482 files)\n", + " closed/ (33322 files)\n", + " val/ (0 files)\n", + " open/ (21296 files)\n", + " closed/ (6665 files)\n", + " test/ (0 files)\n", + " open/ (5325 files)\n", + " closed/ (1666 files)\n", + "\n", + "Using DATA_ROOT: /root/.cache/kagglehub/datasets/sehriyarmemmedli/open-closed-eyes-dataset/versions/3\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "import matplotlib.pyplot as plt\n", + "from PIL import Image\n", + "from collections import defaultdict\n", + "\n", + "IMG_EXTS = {\".jpg\", \".jpeg\", \".png\", \".bmp\", \".webp\"}\n", + "\n", + "def collect_images(root_dir):\n", + " \"\"\"Return {class_name: [path, ...]} from a folder of class subdirs.\"\"\"\n", + " result = defaultdict(list)\n", + " root_dir = pathlib.Path(root_dir)\n", + " if not root_dir.exists():\n", + " return result\n", + " for cls_dir in sorted(root_dir.iterdir()):\n", + " if cls_dir.is_dir():\n", + " for f in cls_dir.iterdir():\n", + " if f.suffix.lower() in IMG_EXTS:\n", + " result[cls_dir.name.lower()].append(f)\n", + " return result\n", + "\n", + "splits_raw = {}\n", + "for split_name in [\"train\", \"test\"]:\n", + " split_dir = DATA_ROOT / split_name\n", + " if not split_dir.exists():\n", + " # try uppercase variant\n", + " split_dir = DATA_ROOT / split_name.capitalize()\n", + " splits_raw[split_name] = collect_images(split_dir)\n", + "\n", + "print(f\"{'Split':<8} {'Open':>8} {'Closed':>8} {'Total':>8} {'Ratio (O:C)':>12}\")\n", + "print(\"-\" * 48)\n", + "total_open, total_closed = 0, 0\n", + "for split_name, class_imgs in splits_raw.items():\n", + " n_open = len(class_imgs.get(\"open\", []))\n", + " n_closed = len(class_imgs.get(\"closed\", []))\n", + " ratio = f\"{n_open / max(n_closed, 1):.1f}:1\"\n", + " print(f\"{split_name:<8} {n_open:>8,} {n_closed:>8,} {n_open + n_closed:>8,} {ratio:>12}\")\n", + " total_open += n_open\n", + " total_closed += n_closed\n", + "\n", + "print(\"-\" * 48)\n", + "print(f\"{'TOTAL':<8} {total_open:>8,} {total_closed:>8,} {total_open + total_closed:>8,} {total_open / max(total_closed, 1):.1f}:1\")\n", + "print(f\"\\nImbalance: {total_open / max(total_closed, 1):.1f}x more open than closed\")\n", + "\n", + "fig, axes = plt.subplots(1, 2, figsize=(12, 4))\n", + "\n", + "classes = [\"open\", \"closed\"]\n", + "counts = [total_open, total_closed]\n", + "colors = [\"#4CAF50\", \"#F44336\"]\n", + "axes[0].bar(classes, counts, color=colors)\n", + "axes[0].set_title(\"Total Class Distribution\")\n", + "axes[0].set_ylabel(\"Number of Images\")\n", + "for i, c in enumerate(counts):\n", + " axes[0].text(i, c + 500, f\"{c:,}\", ha=\"center\", fontweight=\"bold\")\n", + "\n", + "# grab a few samples to look at\n", + "all_open = [p for s in splits_raw.values() for p in s.get(\"open\", [])]\n", + "all_closed = [p for s in splits_raw.values() for p in s.get(\"closed\", [])]\n", + "sample_open = random.sample(all_open, min(4, len(all_open)))\n", + "sample_closed = random.sample(all_closed, min(4, len(all_closed)))\n", + "\n", + "axes[1].axis(\"off\")\n", + "axes[1].set_title(\"Samples\")\n", + "fig2, axes2 = plt.subplots(2, 4, figsize=(12, 6))\n", + "for i, p in enumerate(sample_open):\n", + " img = Image.open(p).convert(\"RGB\")\n", + " axes2[0, i].imshow(img)\n", + " axes2[0, i].set_title(\"open\", fontsize=10)\n", + " axes2[0, i].axis(\"off\")\n", + "for i, p in enumerate(sample_closed):\n", + " img = Image.open(p).convert(\"RGB\")\n", + " axes2[1, i].imshow(img)\n", + " axes2[1, i].set_title(\"closed\", fontsize=10)\n", + " axes2[1, i].axis(\"off\")\n", + "fig2.suptitle(\"Sample Images (top: open, bottom: closed)\", fontsize=13)\n", + "plt.tight_layout()\n", + "plt.show()" + ], + "execution_count": 4, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Split Open Closed Total Ratio (O:C)\n", + "------------------------------------------------\n", + "train 106,482 33,322 139,804 3.2:1\n", + "test 5,325 1,666 6,991 3.2:1\n", + "------------------------------------------------\n", + "TOTAL 111,807 34,988 146,795 3.2:1\n", + "\n", + "Imbalance: 3.2x more open than closed\n" + ] + }, + { + "output_type": "display_data", + "data": { + "image/png": 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lZGSYY0uWLMlxy0NberPl+xAAgLVr1970L/fZc+RUqlTJ/Iv/jXUpKSn68ssv86yvG9/HDMPQ5MmTVahQITVp0uSm9QUKFFD79u31ww8/3PSsydOnT5tf3+5zC+AIOHMAyEOtW7fWk08+qaFDh+rIkSOqWbOmVq5cqf/973/q27ev1aRvderU0apVqzRu3Dj5+/srMDBQISEhatWqlb7++mt5eXkpODhYcXFxWrVq1R3fUq5ChQqaM2eOOnbsqCpVqqhLly6qVq2aMjIytGnTJs2bN08vv/zyLddv1aqVRo8erW7duql+/fratWuXZs+eneM6wKZNm8rPz08NGjSQr6+v9u7dq8mTJ6tly5YqUqSIzp8/r9KlS6tDhw6qWbOmPDw8tGrVKm3ZssXqLIl/snz5cu3bt0/Xrl1TcnKy1qxZo9jYWAUEBGjRokX/mPKPHj1a69evV8uWLRUQEKBTp05p6tSpKl26tBo2bGi+Vt7e3po+fbqKFCkid3d3hYSEKDAwMFf9/V2xYsXUsGFDdevWTcnJyZowYYKCgoKsbrf46quvav78+WrWrJmee+45JSYm6ptvvrH6XrG1N1u+DwEA6N27ty5duqS2bduqcuXK5meEuXPnqly5cub7mLOzs1q3bq3XXntNFy9e1GeffSYfHx+dPHnS7j25uroqJiZGXbt2VUhIiJYvX66lS5dqyJAhKlmy5C3Xe//997V27VqFhISoe/fuCg4O1tmzZ7Vt2zatWrXK/GPB7T63AA4hP26RADyo/n4rQ8MwjAsXLhj9+vUz/P39jUKFChkVK1Y0PvzwQyMrK8uqbt++fUbjxo0NNzc3Q5J5O7tz584Z3bp1M0qUKGF4eHgY4eHhxr59+3Lc8i43tzK80YEDB4zu3bsb5cqVM5ydnY0iRYoYDRo0MCZNmmRcuXLFrLvZrQzfeusto1SpUoabm5vRoEEDIy4uLset9j799FOjcePGRvHixQ0XFxejQoUKRv/+/Y2UlBTDMAwjPT3d6N+/v1GzZk2jSJEihru7u1GzZk1j6tSpt+09+1aG2Q9nZ2fDz8/PeOqpp4xPPvnE6naB2f5+K8PVq1cbzzzzjOHv7284Ozsb/v7+xvPPP28cOHDAar3//e9/RnBwsFGwYEGrWwc+/vjjt7zl0a1uZfjtt98agwcPNnx8fAw3NzejZcuWVrdvyvbxxx8bDz30kOHi4mI0aNDA+PXXX3Ns8596+/utDA0j99+Hkm56e8lb3WIRAPDgWb58ufHKK68YlStXNjw8PAxnZ2cjKCjI6N27t5GcnGzWLVq0yKhRo4bh6upqlCtXzvjggw+ML774wpBkHD582KwLCAgwWrZsmWM/N3vPOXz4sCHJ+PDDD82xrl27Gu7u7kZiYqLRtGlTo3Dhwoavr68xYsSIHLdX1t9uZWgYhpGcnGxERkYaZcqUMQoVKmT4+fkZTZo0MWbMmGHW3O5zC+AILIbBDFMAAAAA7k0vv/yy5s+fr4sXL+Z3K8ADjTkHAAAAAABwcIQDAAAAAAA4OMIBAAAAAAAcHHMOAAAAAADg4DhzAAAAAAAAB0c4AAAAAACAgyuY3w04kqysLJ04cUJFihSRxWLJ73YAAJBhGLpw4YL8/f3l5MTfDAAAcFSEA3fRiRMnVKZMmfxuAwCAHI4fP67SpUvndxsAACCfEA7cRUWKFJF0/QOYp6dnPncDAICUmpqqMmXKmO9RAADAMREO3EXZlxJ4enoSDgAA7ilc7gYAgGPj4kIAAAAAABwc4QDuSevXr1eLFi1UsmRJWSwWWSwWTZ8+3arm008/VcOGDeXu7m7W7Nu3L8e2evfurZo1a6pgwYKyWCzy8/PLdR+rV6/WU089JV9fX7m4uMjf318dOnTQrl27rOq2bt2qZs2aydPTU4ULF1bDhg21atUqc/m6devMHm/2mDlzpm0vEAAAAADYEZcV4J60bds2xcbGqnz58vrrr79uWrN8+XJt375dJUuW1NGjR2+5ra+//lrOzs4qVqyYTp8+neseDhw4oBYtWigjI0NFixZV1apVlZCQoB9++EHr16/XyZMnVaBAAe3cuVONGzfWpUuXVKJECXl6emrjxo1q1qyZli1bpqZNm8rT01MhISFW209OTtaRI0ckSaVKlcp1XwAAAABgb5w5gHvSSy+9pNTUVK1YseKWNVOnTlVqaqpGjhz5j9vatWuXTp06pRYtWtjUw+bNm5WRkSHpehCxbds2DR48WJJ05swZXbx4UZL0zjvv6NKlSypXrpwOHTqkI0eOKCQkRJmZmXr77bclSbVr19Yvv/xi9ahataokqVKlSmratKlNvQEAAACAPXHmAO5JxYsXv22Nv79/rrZ1p7ePDAkJkbOzszIyMtSiRQsFBAQoISFBXl5eeu+99+Tl5aVr166Zlw80bdrUnO376aefVnx8vHbt2qUTJ07k6HXv3r1atmyZJOmtt95iIjAAAAAA+YozB4BbqFixolatWqWSJUvq7Nmz2r59u65evarSpUsrODhYkvTXX3/p8uXLkiQfHx9zXV9fX/PrY8eO5dj2Rx99JMMw5OPjoy5duuTxkQAAAADAPyMcAG7hzz//1CuvvKLTp09r7ty5unjxovr27avdu3erZcuWOnny5C3XNQzjlsuSkpI0e/ZsSdcnS3RxcbF77wAAAABgC8IB4BamTp2qgwcPytPTU88995zc3d3Nv/JfvnxZGzduVIkSJeTm5iZJOnXqlLnujV+XLVvWaruTJk1Senq63N3d1bNnz7twJAAAAADwzwgHAEkzZ840byuYfQeBlJQUSdKFCxd04MABSdKvv/5qruPu7q6CBQuqSZMmkqSVK1fqwoULunbtmhYtWiRJql69utV8A2lpaZo2bZokqVu3bipWrFieHxsAAAAA3A7hAO5JP/74o4KCgvTEE0+YY8OHD1dQUJA6d+4sSRo4cKCCgoI0cOBAsyY8PFxBQUGaOHGiOfbEE08oKChIP/74o6Tr8wQEBQUpKChI8fHxt+yhbdu2slgsMgxDtWvXVo0aNfT6669LkgICAsze3n33Xbm5uenIkSMqX768ypUrp/j4eBUoUEDR0dFW2/z888917tw5FShQQFFRUf/qNQIAAAAAeyEcwD0pNTVViYmJOnr0qDl2+vRpJSYm6s8//5QkJScnKzEx0eoU/mPHjikxMVFnz541x44cOaLExERduHBBkpSZmanExEQlJiaakwmeO3dOkuTn56eSJUtKkpo0aaJly5YpLCxMHh4eOnDggMqWLatXX31VP//8s3k5Qc2aNfXTTz/pqaee0pUrV3TmzBnVr19fy5YtU7Nmzcw+MjMzNWHCBElSu3btFBgYaO+XDQAAAADuiMX4p5nTYFepqany8vJSSkqKPD0987sd3KBdu3ZasGCBvv32W3Xq1Cm/2wGAu4b3JgAAIEkF87sB3LnWC9vmdwsPBMMwFLt6uUo+4qPZrnM1e+Hc/G7pgbO4zYL8bgEAAADAPyAcgMOzWCxqOqtFfrcBAAAAAPmGOQcAAAAAAHBwhAMAAAAAADg4wgEAAAAAABwc4QAAAAAAAA6OcAAAAAAAAAdHOAAAAAAAgIMjHAAAAAAAwMERDgAAAAAA4OAIBwAAAAAAcHCEAwAAAAAAODjCAQAAAAAAHBzhAAAAAAAADo5wAAAAAAAAB0c4AAAAAACAgyMcAAAAAADAwREOAAAAAADg4AgHAAAAAABwcIQDAAAAAAA4OMIBAAAAAAAcHOEAAAAAAAAOjnAAAAAAAAAHRzgAAAAAAICDIxwAAAAAAMDBEQ4AAAAAAODg8jUcWL9+vVq3bi1/f39ZLBYtXLjQarlhGBo+fLhKlSolNzc3hYWF6ffff7eqOXv2rDp37ixPT095e3srIiJCFy9etKrZuXOnGjVqJFdXV5UpU0bR0dE5epk3b54qV64sV1dXVa9eXcuWLbO5FwAAAAAA7kf5Gg6kpaWpZs2amjJlyk2XR0dHa+LEiZo+fbri4+Pl7u6u8PBwXblyxazp3Lmzdu/erdjYWC1ZskTr169Xjx49zOWpqalq2rSpAgICtHXrVn344YcaOXKkZsyYYdZs2rRJzz//vCIiIrR9+3a1adNGbdq0UUJCgk29AAAAAABwP7IYhmHkdxOSZLFYtGDBArVp00bS9b/U+/v766233tLbb78tSUpJSZGvr69mzpypTp06ae/evQoODtaWLVtUt25dSVJMTIxatGihP/74Q/7+/po2bZqGDh2qpKQkOTs7S5IGDRqkhQsXat++fZKkjh07Ki0tTUuWLDH7qVevnmrVqqXp06fnqpfcSE1NlZeXl1JSUuTp6fmvX7PWC9v+620Ad8PiNgvyuwUAt2Dv9yYAAHB/umfnHDh8+LCSkpIUFhZmjnl5eSkkJERxcXGSpLi4OHl7e5vBgCSFhYXJyclJ8fHxZk3jxo3NYECSwsPDtX//fp07d86suXE/2TXZ+8lNLwAAAAAA3K8K5ncDt5KUlCRJ8vX1tRr39fU1lyUlJcnHx8dqecGCBVWsWDGrmsDAwBzbyF5WtGhRJSUl3XY/t+vlZtLT05Wenm4+T01N/YcjBgAAAAAgf9yzZw48CMaOHSsvLy/zUaZMmfxuCQAAAACAHO7ZcMDPz0+SlJycbDWenJxsLvPz89OpU6esll+7dk1nz561qrnZNm7cx61qblx+u15uZvDgwUpJSTEfx48fv81RAwAAAABw992z4UBgYKD8/Py0evVqcyw1NVXx8fEKDQ2VJIWGhur8+fPaunWrWbNmzRplZWUpJCTErFm/fr2uXr1q1sTGxqpSpUoqWrSoWXPjfrJrsveTm15uxsXFRZ6enlYPAAAAAADuNfkaDly8eFE7duzQjh07JF2f+G/Hjh06duyYLBaL+vbtq3fffVeLFi3Srl271KVLF/n7+5t3NKhSpYqaNWum7t27a/Pmzdq4caN69eqlTp06yd/fX5L0wgsvyNnZWREREdq9e7fmzp2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", + "text/plain": [ + "
" + ] + } + } + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# clean out broken/corrupt/tiny images\n", + "from PIL import Image\n", + "from collections import Counter\n", + "\n", + "# pool all images together\n", + "all_images = {\"open\": [], \"closed\": []}\n", + "for split_imgs in splits_raw.values():\n", + " for cls_name, paths in split_imgs.items():\n", + " if cls_name in all_images:\n", + " all_images[cls_name].extend(paths)\n", + "\n", + "issues = Counter()\n", + "clean_images = {\"open\": [], \"closed\": []}\n", + "\n", + "for cls_name, paths in all_images.items():\n", + " for p in paths:\n", + " try:\n", + " if p.stat().st_size == 0:\n", + " issues[\"zero_byte\"] += 1\n", + " continue\n", + "\n", + " img = Image.open(p)\n", + " img.verify()\n", + "\n", + " # reopen after verify() since it messes up the handle\n", + " img = Image.open(p)\n", + " img.load()\n", + "\n", + " w, h = img.size\n", + " if w < 10 or h < 10:\n", + " issues[\"tiny\"] += 1\n", + " continue\n", + "\n", + " clean_images[cls_name].append(p)\n", + "\n", + " except Exception as e:\n", + " issues[\"corrupt\"] += 1\n", + "\n", + "total_before = sum(len(v) for v in all_images.values())\n", + "total_after = sum(len(v) for v in clean_images.values())\n", + "total_removed = total_before - total_after\n", + "\n", + "print(\"=== Cleaning Report ===\")\n", + "print(f\"Images before cleaning : {total_before:,}\")\n", + "print(f\"Zero-byte files removed: {issues['zero_byte']}\")\n", + "print(f\"Corrupt files removed : {issues['corrupt']}\")\n", + "print(f\"Tiny images removed : {issues['tiny']}\")\n", + "print(f\"Total removed : {total_removed}\")\n", + "print(f\"Images after cleaning : {total_after:,}\")\n", + "print(f\" open : {len(clean_images['open']):,}\")\n", + "print(f\" closed: {len(clean_images['closed']):,}\")" + ], + "execution_count": 5, + "outputs": [ + { + "output_type": "stream", + "text": [ + "=== Cleaning Report ===\n", + "Images before cleaning : 146,795\n", + "Zero-byte files removed: 0\n", + "Corrupt files removed : 0\n", + "Tiny images removed : 0\n", + "Total removed : 0\n", + "Images after cleaning : 146,795\n", + " open : 111,807\n", + " closed: 34,988\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# 80/10/10 split\n", + "from sklearn.model_selection import train_test_split\n", + "\n", + "CLEAN_DIR = pathlib.Path(\"Dataset_clean\")\n", + "\n", + "if CLEAN_DIR.exists():\n", + " shutil.rmtree(CLEAN_DIR)\n", + "\n", + "def split_and_copy(class_name, image_paths):\n", + " \"\"\"80/10/10 split for one class, copies into CLEAN_DIR.\"\"\"\n", + " paths = sorted(image_paths, key=lambda p: p.name) # deterministic order\n", + "\n", + " # 80/20, then halve the 20\n", + " train_paths, temp_paths = train_test_split(\n", + " paths, test_size=0.20, random_state=SEED\n", + " )\n", + " val_paths, test_paths = train_test_split(\n", + " temp_paths, test_size=0.50, random_state=SEED\n", + " )\n", + "\n", + " counts = {}\n", + " for split_name, split_paths in [(\"train\", train_paths), (\"val\", val_paths), (\"test\", test_paths)]:\n", + " dest = CLEAN_DIR / split_name / class_name\n", + " dest.mkdir(parents=True, exist_ok=True)\n", + " for src in split_paths:\n", + " shutil.copy2(src, dest / src.name)\n", + " counts[split_name] = len(split_paths)\n", + "\n", + " return counts\n", + "\n", + "print(\"Splitting and copying images...\")\n", + "split_counts = {}\n", + "for cls_name, paths in clean_images.items():\n", + " split_counts[cls_name] = split_and_copy(cls_name, paths)\n", + " print(f\" {cls_name}: {split_counts[cls_name]}\")\n", + "\n", + "print(f\"\\n{'Split':<8} {'Open':>8} {'Closed':>8} {'Total':>8}\")\n", + "print(\"-\" * 36)\n", + "for split_name in [\"train\", \"val\", \"test\"]:\n", + " n_open = split_counts[\"open\"][split_name]\n", + " n_closed = split_counts[\"closed\"][split_name]\n", + " print(f\"{split_name:<8} {n_open:>8,} {n_closed:>8,} {n_open + n_closed:>8,}\")\n", + "\n", + "print(f\"\\nDataset written to: {CLEAN_DIR.resolve()}\")" + ], + "execution_count": 6, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Splitting and copying images...\n", + " open: {'train': 89445, 'val': 11181, 'test': 11181}\n", + " closed: {'train': 27990, 'val': 3499, 'test': 3499}\n", + "\n", + "Split Open Closed Total\n", + "------------------------------------\n", + "train 89,445 27,990 117,435\n", + "val 11,181 3,499 14,680\n", + "test 11,181 3,499 14,680\n", + "\n", + "Dataset written to: /content/Dataset_clean\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# undersample open class in train to match closed count\n", + "\n", + "train_open_dir = CLEAN_DIR / \"train\" / \"open\"\n", + "train_closed_dir = CLEAN_DIR / \"train\" / \"closed\"\n", + "\n", + "open_files = sorted(train_open_dir.glob(\"*\"))\n", + "closed_files = sorted(train_closed_dir.glob(\"*\"))\n", + "\n", + "n_open_before = len(open_files)\n", + "n_closed = len(closed_files)\n", + "n_target = n_closed # match minority class count\n", + "\n", + "print(f\"Train BEFORE undersampling:\")\n", + "print(f\" open : {n_open_before:,}\")\n", + "print(f\" closed: {n_closed:,}\")\n", + "\n", + "if n_open_before > n_target:\n", + " # pick which ones to keep\n", + " random.seed(SEED)\n", + " keep = set(random.sample(open_files, n_target))\n", + " removed = 0\n", + " for f in open_files:\n", + " if f not in keep:\n", + " f.unlink()\n", + " removed += 1\n", + " print(f\"\\nRemoved {removed:,} open images to balance training set.\")\n", + "\n", + "n_open_after = len(list(train_open_dir.glob(\"*\")))\n", + "n_closed_after = len(list(train_closed_dir.glob(\"*\")))\n", + "print(f\"\\nTrain AFTER undersampling:\")\n", + "print(f\" open : {n_open_after:,}\")\n", + "print(f\" closed: {n_closed_after:,}\")\n", + "print(f\" ratio : {n_open_after / max(n_closed_after, 1):.2f}:1\")\n", + "\n", + "# val/test stay as-is\n", + "for split in [\"val\", \"test\"]:\n", + " n_o = len(list((CLEAN_DIR / split / \"open\").glob(\"*\")))\n", + " n_c = len(list((CLEAN_DIR / split / \"closed\").glob(\"*\")))\n", + " print(f\"\\n{split} (unchanged): open={n_o:,} closed={n_c:,} total={n_o + n_c:,}\")" + ], + "execution_count": 7, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Train BEFORE undersampling:\n", + " open : 89,445\n", + " closed: 27,990\n", + "\n", + "Removed 61,455 open images to balance training set.\n", + "\n", + "Train AFTER undersampling:\n", + " open : 27,990\n", + " closed: 27,990\n", + " ratio : 1.00:1\n", + "\n", + "val (unchanged): open=11,181 closed=3,499 total=14,680\n", + "\n", + "test (unchanged): open=11,181 closed=3,499 total=14,680\n" + ] + } + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# run eval on test set\n", + "results_dir = pathlib.Path(\"runs/eye_cls\")\n", + "import seaborn as sns\n", + "from sklearn.metrics import classification_report, confusion_matrix\n", + "\n", + "best_pt = results_dir / \"weights\" / \"best.pt\"\n", + "if not best_pt.exists():\n", + " # try to find it\n", + " candidates = list(pathlib.Path(\"runs\").rglob(\"best.pt\"))\n", + " best_pt = candidates[0] if candidates else None\n", + " print(f\"Using weights: {best_pt}\")\n", + "\n", + "eval_model = YOLO(str(best_pt))\n", + "\n", + "test_dir = CLEAN_DIR / \"test\"\n", + "class_names = sorted([d.name for d in test_dir.iterdir() if d.is_dir()])\n", + "print(f\"Classes: {class_names}\")\n", + "\n", + "y_true, y_pred, image_paths = [], [], []\n", + "\n", + "for cls_name in class_names:\n", + " cls_dir = test_dir / cls_name\n", + " for img_path in sorted(cls_dir.glob(\"*\")):\n", + " if img_path.suffix.lower() in IMG_EXTS:\n", + " result = eval_model.predict(str(img_path), verbose=False)[0]\n", + " pred_idx = result.probs.top1\n", + " pred_name = result.names[pred_idx]\n", + " y_true.append(cls_name)\n", + " y_pred.append(pred_name)\n", + " image_paths.append(img_path)\n", + "\n", + "print(\"\\n\" + \"=\" * 50)\n", + "print(\"CLASSIFICATION REPORT\")\n", + "print(\"=\" * 50)\n", + "print(classification_report(y_true, y_pred, target_names=class_names, digits=4))\n", + "\n", + "# confusion matrix\n", + "cm = confusion_matrix(y_true, y_pred, labels=class_names)\n", + "fig, ax = plt.subplots(figsize=(6, 5))\n", + "sns.heatmap(cm, annot=True, fmt=\"d\", cmap=\"Blues\",\n", + " xticklabels=class_names, yticklabels=class_names, ax=ax)\n", + "ax.set_xlabel(\"Predicted\")\n", + "ax.set_ylabel(\"True\")\n", + "ax.set_title(\"Confusion Matrix \u2014 Test Set\")\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# show some correct + incorrect predictions\n", + "correct_idxs = [i for i in range(len(y_true)) if y_true[i] == y_pred[i]]\n", + "incorrect_idxs = [i for i in range(len(y_true)) if y_true[i] != y_pred[i]]\n", + "\n", + "n_correct_show = min(4, len(correct_idxs))\n", + "n_incorrect_show = min(4, len(incorrect_idxs))\n", + "n_cols = max(n_correct_show, n_incorrect_show, 1)\n", + "\n", + "fig, axes = plt.subplots(2, n_cols, figsize=(3 * n_cols, 7))\n", + "if n_cols == 1:\n", + " axes = axes.reshape(2, 1)\n", + "\n", + "fig.suptitle(\"Sample Predictions (top: correct, bottom: incorrect)\", fontsize=13)\n", + "\n", + "sample_correct = random.sample(correct_idxs, n_correct_show) if correct_idxs else []\n", + "sample_incorrect = random.sample(incorrect_idxs, n_incorrect_show) if incorrect_idxs else []\n", + "\n", + "for col in range(n_cols):\n", + " if col < len(sample_correct):\n", + " idx = sample_correct[col]\n", + " img = Image.open(image_paths[idx]).convert(\"RGB\")\n", + " axes[0, col].imshow(img)\n", + " axes[0, col].set_title(f\"T:{y_true[idx]} P:{y_pred[idx]}\", fontsize=9, color=\"green\")\n", + " axes[0, col].axis(\"off\")\n", + "\n", + " if col < len(sample_incorrect):\n", + " idx = sample_incorrect[col]\n", + " img = Image.open(image_paths[idx]).convert(\"RGB\")\n", + " axes[1, col].imshow(img)\n", + " axes[1, col].set_title(f\"T:{y_true[idx]} P:{y_pred[idx]}\", fontsize=9, color=\"red\")\n", + " axes[1, col].axis(\"off\")\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "if not incorrect_idxs:\n", + " print(\"\\nNo incorrect predictions on the test set!\")" + ], + "execution_count": 11, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Using weights: runs/classify/runs/eye_cls/weights/best.pt\n", + "Classes: ['closed', 'open']\n", + "\n", + "==================================================\n", + "CLASSIFICATION REPORT\n", + "==================================================\n", + " precision recall f1-score support\n", + "\n", + " closed 0.9630 0.9817 0.9723 3499\n", + " open 0.9942 0.9882 0.9912 11181\n", + "\n", + " accuracy 0.9866 14680\n", + " macro avg 0.9786 0.9850 0.9817 14680\n", + "weighted avg 0.9868 0.9866 0.9867 14680\n", + "\n" + ] + }, + { + "output_type": "display_data", + "data": { + "image/png": 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yZYr8/f1Ne8zE5bi5uenVV1+9ZrvmzZtr1KhR6tChg+677z5t375d8fHx9ixEttKlSysgIEDTp0+Xr6+vfHx8VKtWLYWHh+dqXMuXL9c777yj4cOH27cP+Oijj/TAAw9o6NChiouLy1V/ec3Pz0/Tpk3Tc889p6pVq6p169YqUqSIDh8+rEWLFqlOnTqaOnWqfvnlFzVs2FBPPfWUIiMj5e7urvnz5ys5OdkhY1etWjVNmzZNY8aMUZkyZRQUFKQHH3zwstdeunSphg8frkcffVS1a9dWgQIFdPDgQX344YdKT093+P3z9ttvq27duqpYsaI6d+6sUqVKKTk5WQkJCTpy5Ih9X6oqVaooX758ev3113X69GlZrVY9+OCD1zXHC4BYrg/z/fLLL0bnzp2NkiVLGp6enoavr69Rp04dY8qUKQ5LjTMzM42RI0ca4eHhhoeHh1G8eHFj8ODBDm0M49Jy/WbNmuW4zj+XiV9pub5hGMaSJUuMChUqGJ6enkbZsmWNTz75JMdy/WXLlhktWrQwQkNDDU9PTyM0NNR45plnjF9++SXHNf65pP2///2vUadOHcPb29vw8/MzHnnkEWPXrl0ObbKv98/tAD766CNDkpGYmHjF79QwHJfrX8mVluv37dvXKFq0qOHt7W3UqVPHSEhIuOwy+6+++sqIjIw03N3dHe6zfv36Rvny5S97zb/3k5qaaoSFhRlVq1Y1MjMzHdr17t3bcHNzMxISEq56D3ntSsvZV6xYYURHRxv+/v6Gl5eXUbp0aaN9+/bGxo0bDcMwjD///NPo1q2bUa5cOcPHx8fw9/c3atWqZXz22WcO/SQlJRnNmjUzfH19DUlXXbp/8OBBY9iwYUbt2rWNoKAgw93d3ShSpIjRrFkzhy0rsh04cMB4/vnnjZCQEMPDw8O46667jObNmxvz5s1zaDdjxgyjVKlSRr58+Vi6D+SSxTByMeMTAADgX4zl+gAAADYERgAAADYERgAAADYERgAAADYERgAAADYERgAAADYERgAAADb/yp2vF+3gKdPAzWpYjp2SgZvhdYv+hvW+t7vpfZ7bPNX0Pl0FGSMAAACbf2XGCACAO4aFHIeZCIwAAHBlFouzR/CvQpgJAABgQ8YIAABXRinNVHybAAAANmSMAABwZcwxMhWBEQAAroxSmqn4NgEAAGzIGAEA4MoopZmKwAgAAFdGKc1UfJsAAAA2ZIwAAHBllNJMRcYIAADAhowRAACujDlGpiIwAgDAlVFKMxVhJgAAgA0ZIwAAXBmlNFMRGAEA4MoopZmKMBMAAMCGjBEAAK6MUpqpCIwAAHBlBEam4tsEAACwIWMEAIArc2PytZnIGAEAANiQMQIAwJUxx8hUBEYAALgy9jEyFWEmAACADRkjAABcGaU0UxEYAQDgyiilmYowEwAAwIaMEQAAroxSmqn4NgEAAGwIjAAAcGUWi/mvXFi9erUeeeQRhYaGymKxaMGCBQ7nDcPQsGHDVLRoUXl7e6tRo0bat2+fQ5uTJ0+qbdu28vPzU0BAgGJiYpSWlubQZtu2bbr//vvl5eWl4sWLKy4uLsdYPv/8c5UrV05eXl6qWLGivv3221zdi0RgBACAa7O4mf/KhTNnzqhy5cp6++23L3s+Li5OkydP1vTp07Vu3Tr5+PgoOjpa58+ft7dp27atdu7cqaVLl2rhwoVavXq1unTpYj+fmpqqxo0bKywsTJs2bdIbb7yhESNG6L333rO3Wbt2rZ555hnFxMRo8+bNatmypVq2bKkdO3bk7us0DMPI1SdcwKIdx5w9BMDlNSwX5OwhAC7N6xbN4vVuMsH0Ps8t7nNDn7NYLJo/f75atmwp6VK2KDQ0VH379lW/fv0kSadPn1ZwcLBmzpyp1q1ba/fu3YqMjNSGDRtUvXp1SdLixYvVtGlTHTlyRKGhoZo2bZqGDBmipKQkeXp6SpIGDRqkBQsWaM+ePZKkp59+WmfOnNHChQvt46ldu7aqVKmi6dOnX/c9kDECAMCVObmUdjWJiYlKSkpSo0aN7Mf8/f1Vq1YtJSQkSJISEhIUEBBgD4okqVGjRnJzc9O6devsberVq2cPiiQpOjpae/fu1alTp+xt/n6d7DbZ17lerEoDAMCV5cGqtPT0dKWnpzscs1qtslqtueonKSlJkhQcHOxwPDg42H4uKSlJQUGOGWp3d3cVLFjQoU14eHiOPrLPBQYGKikp6arXuV5kjAAAgIPY2Fj5+/s7vGJjY509rFuCjBEAAK4sD3a+Hjx4sPr0cZxnlNtskSSFhIRIkpKTk1W0aFH78eTkZFWpUsXe5tgxx7nBFy5c0MmTJ+2fDwkJUXJyskOb7PfXapN9/nqRMQIAwJXlwao0q9UqPz8/h9eNBEbh4eEKCQnRsmXL7MdSU1O1bt06RUVFSZKioqKUkpKiTZs22dssX75cWVlZqlWrlr3N6tWrlZmZaW+zdOlSlS1bVoGBgfY2f79Odpvs61wvAiMAAHDD0tLStGXLFm3ZskXSpQnXW7Zs0eHDh2WxWNSrVy+NGTNGX3/9tbZv367nn39eoaGh9pVrERERatKkiTp37qz169drzZo16t69u1q3bq3Q0FBJUps2beTp6amYmBjt3LlTc+fO1VtvveWQ1Xr55Ze1ePFijR8/Xnv27NGIESO0ceNGde/ePVf3QykNAABX5uRHgmzcuFENGjSwv88OVtq1a6eZM2dqwIABOnPmjLp06aKUlBTVrVtXixcvlpeXl/0z8fHx6t69uxo2bCg3Nzc9/vjjmjx5sv28v7+/lixZom7duqlatWoqXLiwhg0b5rDX0X333ac5c+bo1Vdf1SuvvKK7775bCxYsUIUKFXJ1P+xjBOCy2McIuDm3bB+jR94xvc9z37xkep+ugowRAACuLA8mX9/JCIwAAHBlTi6l/dvwbQIAANiQMQIAwJVRSjMVgREAAK6MUpqp+DYBAABsyBgBAODKKKWZisAIAAAXZiEwMhWlNAAAABsyRgAAuDAyRuYiYwQAAGBDxggAAFdGwshUBEYAALgwSmnmopQGAABgQ8YIAAAXRsbIXARGAAC4MAIjc1FKAwAAsCFjBACACyNjZC4yRgAAADZkjAAAcGUkjExFYAQAgAujlGYuSmkAAAA2ZIwAAHBhZIzMRWAEAIALIzAyF6U0AAAAGzJGAAC4MDJG5iIwAgDAlREXmYpSGgAAgA0ZIwAAXBilNHORMQIAALAhYwQAgAsjY2QuAiMAAFwYgZG5KKUBAADYkDECAMCVkTAyFYERAAAujFKauSilAQAA2JAxAgDAhZExMpdTAqNt27Zdd9tKlSrl4UgAAHBtBEbmckpgVKVKFVksFhmGcc1f0IsXL96iUQEAgDudUwKjxMRE+/9v3rxZ/fr1U//+/RUVFSVJSkhI0Pjx4xUXF+eM4QEA4DLIGJnLKYFRWFiY/f+ffPJJTZ48WU2bNrUfq1SpkooXL66hQ4eqZcuWThghAAC4Ezl98vX27dsVHh6e43h4eLh27drlhBEBAOBCSBiZyunL9SMiIhQbG6uMjAz7sYyMDMXGxioiIsKJIwMA4PZnsVhMf93JnJ4xmj59uh555BEVK1bMvgJt27Ztslgs+uabb5w8OgAAcCdxemBUs2ZNHTx4UPHx8dqzZ48k6emnn1abNm3k4+Pj5NEBAHB7u9MzPGZzemAkST4+PurSpYuzhwEAgMshMDKX0+cYSdLs2bNVt25dhYaG6tdff5UkTZw4UV999ZWTRwYAAO4kTg+Mpk2bpj59+ujhhx/WqVOn7Bs6BgYGatKkSc4dHAAAtztLHrzuYE4PjKZMmaIZM2ZoyJAhcnf/f2WvevXq2r59uxNHBgAA7jROn2OUmJioe++9N8dxq9WqM2fOOGFEAAC4DuYYmcvpgVF4eLi2bNnisBu2JC1evJh9jG5jaxbP19rvF+jk8SRJUkjxcDV+sr0iqtZ2aGcYhmaM7a89m9epw4CxqlirniTpzF+n9cmkUTr66wGd+StVvv6BKl+jrpq17SKv/JdWI+7fsVnvDO+Z49oj3l8gv8BCeXyHwO0hOTlZkya8oTU//KDz58+peIkwjRozTuUrVMzRdvTIYZr32Vz1HzhYzz7f/tYPFk5BYGQupwdGffr0Ubdu3XT+/HkZhqH169fr008/VWxsrN5//31nDw9XEFAoSM2efVFFihaTIUMbVyzWh68PVt83PlRIif/vZL564We6XMHaYnFThRp11fSZzvLxC9CfSUf05YyJ+jwtVc/1Hu7QdtCUeHl5/3/rhgL+gXl2X8DtJPX0abV/9hlVr1lLb0+focCCgTr866/y8/PP0XbZf5dq+9atKhIU5ISRAv8eTg+MOnXqJG9vb7366qs6e/as2rRpo9DQUL311ltq3bq1s4eHKyhfo47D+6Ztu2jNkgU69MtOe2D0e+I+rfx6rnrHzdCITi0d2ucv4Ks6TR6zvy8YFKL7mjymlV99muNavv6B8vbxNf8mgNvchx/MUHBIiEaPjbUfK1aseI52ycnJem3caE177wP16PrCrRwibgNkjMzl9MBIktq2bau2bdvq7NmzSktLUxD/4nEpWRcvamvCCmWcP6+SZctLkjLSz+uTSSP1eOfe11X2On3yT21ft0qlylfOce7Nvh11ITNDRUuUUvTTHRRerpLp9wDcjlatWK776tRVv949tXHjBgUFBevp1m30+JNP2dtkZWVpyKD+at8hRmXK3O3E0cJZCIzM5fTA6Ny5czIMQ/nz51f+/Pl1/PhxTZo0SZGRkWrcuLGzh4er+OPXA5r8SlddyMiQp5e3OgwYq5Dil7JFCz6aopJlK6hCzfuv2sfsCSO0Y8OPysxIV/nqdfR014H2c36BhfTEC/1UvHQ5XcjM0LplC/X2sJ7q9dq7KlaqbJ7eG3A7OHLkN30291M9166DYrq8qJ3bt+v12DHy8PDQoy0vZVw/+mCG8rm7q82zzzt5tMC/g9MDoxYtWqhVq1Z68cUXlZKSopo1a8rT01N//vmnJkyYoK5du1718+np6UpPT3c4lpmRLg9Pa14OG5KCQkuo75sf6vzZM9qasEKfTh2rbqOm6M+k37V/+8/q++YH1+yjRYceavxUBx0/+psWffKuvpo5VU906Xup/7tKKOiuEva24eUq6s+k37Xqm8/U9uWheXZfwO0iK8tQ+QoV1LNXH0lSRESk9u/fp88/+48ebfmYdu3cofjZH+s/874ka3An45feVE7fx+jnn3/W/fdfyirMmzdPISEh+vXXX/Xxxx9r8uTJ1/x8bGys/P39HV6fvX/tz+HmuXt4qEjRYipeuqyaP/uiQsPKaPWiedq3/WedSP5dQ55vqn5PPqB+Tz4gSZr55lC9PayHQx9+gYUUXCxMFWrU1ZMv9tfa7xco9dSfV7xmiTIR+jPp97y8LeC2UaRIEZUqXdrhWKlSpXT06B+SpJ83bdTJkyfUpFEDVa0UqaqVIvXHH79r/Buv6+GHHnTGkOEEFovF9NedzOkZo7Nnz8rX99LE2iVLlqhVq1Zyc3NT7dq17Y8HuZrBgwerT58+DseW7z+dJ2PF1RmGoYuZGWrydEfVbtTc4dwbvdupRfseKl/9vit/PitLknQhM/OKbf44tJ+l+rhjVLm3qg4lJjoc+/XQIYWG3iVJav5oC9WKcvyZ6tolRs0faaGWj7W6ZeME/k2cHhiVKVNGCxYs0GOPPabvv/9evXv3liQdO3ZMfn5+1/y81WqV1epYNvPwPJ8nY8X/LfxkuiLura3AIsE6f+6sfv5hqQ7s3KwuQ8fLL7DQZYOXwMJBKhQcKknatSlBaadPqniZCFm9vJX0W6K++fgdhZerqIJBRSVJqxZ+pkJBRRVcPFwXMjP0038Xat+On/XC0PG39F4BZ3n2+XZq9+wzev+96Woc/bB2bN+mefM+07ARoyRJAQGBCghw3L7Cw91DhQsXVsnwUs4YMpzgTs/wmM3pgdGwYcPUpk0b9e7dWw8++KCioqIkXcoeXW5HbNwe0k6naM6UsUo9dULe+X1UNKy0ugwdr7KVa1zX5z08rfrpvwu14KOpunAhQ4GFglSxVn01bNXW3ubihUx9NettnT55XJ6eXioaVlovDpuouytWzavbAm4rFSpW0oS3pmrypAl6d9rbuqtYMQ0Y+IqaNX/U2UMD/rUshmEYzh5EUlKSjh49qsqVK8vN7dK0p/Xr18vPz0/lypXLdX+Ldhwze4jAHadhObbNAG6G1y1KPZTp953pfe5/82HT+3QVTs8YSVJISIhCQkJ05MgRSVKxYsVUs2ZNJ48KAIDbH6U0czl9VVpWVpZGjRolf39/hYWFKSwsTAEBARo9erSybJNxAQAAbgWnB0ZDhgzR1KlT9dprr2nz5s3avHmzxo0bpylTpmjoUPaqAQDgaiwW81/X6+LFixo6dKjCw8Pl7e2t0qVLa/To0fr7LB3DMDRs2DAVLVpU3t7eatSokfbt2+fQz8mTJ9W2bVv5+fkpICBAMTExSktLc2izbds23X///fLy8lLx4sUVFxd3U9/blTi9lDZr1iy9//77evTR/08mrFSpku666y699NJLGjt2rBNHBwDA7c2ZpbTXX39d06ZN06xZs1S+fHlt3LhRHTp0kL+/v3r27ClJiouL0+TJkzVr1iyFh4dr6NChio6O1q5du+Tl5SXp0qPBjh49qqVLlyozM1MdOnRQly5dNGfOHElSamqqGjdurEaNGmn69Onavn27OnbsqICAAHXp0sXUe3J6YHTy5MnLTrAuV66cTp486YQRAQCA67F27Vq1aNFCzZo1kySVLFlSn376qdavXy/pUrZo0qRJevXVV9WiRQtJ0scff6zg4GAtWLBArVu31u7du7V48WJt2LBB1atXlyRNmTJFTZs21ZtvvqnQ0FDFx8crIyNDH374oTw9PVW+fHlt2bJFEyZMMD0wcnoprXLlypo6dWqO41OnTlXlyjkfKAoAAP7PmaW0++67T8uWLdMvv/wiSdq6dat+/PFHPfzwpVVtiYmJSkpKUqNGjeyf8ff3V61atZSQkCBJSkhIUEBAgD0okqRGjRrJzc1N69ats7epV6+ePD097W2io6O1d+9enTp16oa/u8txesYoLi5OzZo103//+1/7HkYJCQn67bff9O233zp5dAAA3N7c3MwvpV3uOaSX21B50KBBSk1NVbly5ZQvXz5dvHhRY8eOVdu2l/akS0pKkiQFBwc7fC44ONh+LikpSUFBjtuDuLu7q2DBgg5twsPDc/SRfS4w0HGj05vh9IxR/fr19csvv+ixxx5TSkqKUlJS1KpVK+3du9f+DDUAAHDrXO45pLGxsTnaffbZZ4qPj9ecOXP0888/a9asWXrzzTc1a9YsJ4zaHE7PGElSaGgok6wBALgBeTH3+nLPIf1ntkiS+vfvr0GDBql169aSpIoVK+rXX39VbGys2rVrp5CQEElScnKyihYtav9ccnKyqlSpIunSXobHjjluzHzhwgWdPHnS/vmQkBAlJyc7tMl+n93GLE4JjLZt23bdbStVqpSHIwEAAP90ubLZ5Zw9e9b+xIps+fLls+9DGB4erpCQEC1btsweCKWmpmrdunXq2rWrJCkqKkopKSnatGmTqlWrJklavny5srKyVKtWLXubIUOGKDMzUx4eHpKkpUuXqmzZsqaW0SQnBUZVqlSRxWLRtZ5GYrFYdPHixVs0KgAAXI8zl+s/8sgjGjt2rEqUKKHy5ctr8+bNmjBhgjp27GgfW69evTRmzBjdfffd9uX6oaGhatmypSQpIiJCTZo0UefOnTV9+nRlZmaqe/fuat26tUJDLz14vE2bNho5cqRiYmI0cOBA7dixQ2+99ZYmTpxo+j05JTBKTEx0xmUBAPjXceYTQbI3Y37ppZd07NgxhYaG6oUXXtCwYcPsbQYMGKAzZ86oS5cuSklJUd26dbV48WL7HkaSFB8fr+7du6thw4Zyc3PT448/rsmTJ9vP+/v7a8mSJerWrZuqVaumwoULa9iwYaYv1Zdug4fIxsbGKjg42B5dZvvwww91/PhxDRw4MNd98hBZ4ObxEFng5tyqh8hWHLrU9D63j37I9D5dhdNXpb377ruX3eCxfPnymj59uhNGBACA67BYLKa/7mROX5WWlJTkMFM9W5EiRXT06FEnjAgAANdxpwcyZnN6xqh48eJas2ZNjuNr1qyxT7oCAAC4FZyeMercubN69eqlzMxMPfjgg5KkZcuWacCAAerbt6+TRwcAwO2NhJG5nB4Y9e/fXydOnNBLL72kjIwMSZKXl5cGDhyowYMHO3l0AADgTuL0wMhisej111/X0KFDtXv3bnl7e+vuu+++ro2lAAC40zHHyFxOD4yyFShQQDVq1HD2MAAAcCnEReZy+uRrAACA28VtkzECAAC5RynNXARGAAC4MOIic1FKAwAAsCFjBACAC6OUZi4CIwAAXBhxkbkopQEAANiQMQIAwIVRSjMXGSMAAAAbMkYAALgwEkbmIjACAMCFUUozF6U0AAAAGzJGAAC4MBJG5iIwAgDAhVFKMxelNAAAABsyRgAAuDASRuYiYwQAAGBDxggAABfGHCNzERgBAODCCIzMRSkNAADAhowRAAAujISRuQiMAABwYZTSzEUpDQAAwIaMEQAALoyEkbkIjAAAcGGU0sxFKQ0AAMCGjBEAAC6MhJG5yBgBAADYkDECAMCFuZEyMhWBEQAALoy4yFyU0gAAAGzIGAEA4MJYrm8uAiMAAFyYG3GRqSilAQAA2JAxAgDAhVFKMxeBEQAALoy4yFyU0gAAAGzIGAEA4MIsImVkJjJGAAAANmSMAABwYSzXNxeBEQAALoxVaeailAYAAGBDxggAABdGwshcBEYAALgwNyIjU1FKAwAAsCFjBACACyNhZC4yRgAAADZkjAAAcGEs1zcXgREAAC6MuMhclNIAAABsyBgBAODCWK5vLgIjAABcGGGRuSilAQAA2JAxAgDAhbEqzVwERgAAuDA34iJTUUoDAACwITACAMCFWSwW01+58fvvv+vZZ59VoUKF5O3trYoVK2rjxo3284ZhaNiwYSpatKi8vb3VqFEj7du3z6GPkydPqm3btvLz81NAQIBiYmKUlpbm0Gbbtm26//775eXlpeLFiysuLu7Gv7SrIDACAAA35NSpU6pTp448PDz03XffadeuXRo/frwCAwPtbeLi4jR58mRNnz5d69atk4+Pj6Kjo3X+/Hl7m7Zt22rnzp1aunSpFi5cqNWrV6tLly7286mpqWrcuLHCwsK0adMmvfHGGxoxYoTee+890+/JYhiGYXqvTrZoxzFnDwFweQ3LBTl7CIBL87pFs3ifi99qep+z21a+rnaDBg3SmjVr9MMPP1z2vGEYCg0NVd++fdWvXz9J0unTpxUcHKyZM2eqdevW2r17tyIjI7VhwwZVr15dkrR48WI1bdpUR44cUWhoqKZNm6YhQ4YoKSlJnp6e9msvWLBAe/bsMeGO/4+MEQAALiwvSmnp6elKTU11eKWnp+e49tdff63q1avrySefVFBQkO69917NmDHDfj4xMVFJSUlq1KiR/Zi/v79q1aqlhIQESVJCQoICAgLsQZEkNWrUSG5ublq3bp29Tb169exBkSRFR0dr7969OnXqlKnfJ4ERAABwEBsbK39/f4dXbGxsjnYHDx7UtGnTdPfdd+v7779X165d1bNnT82aNUuSlJSUJEkKDg52+FxwcLD9XFJSkoKCHDPU7u7uKliwoEOby/Xx92uYheX6AAC4sLxYrj948GD16dPH4ZjVas3RLisrS9WrV9e4ceMkSffee6927Nih6dOnq127duYP7BYgYwQAgAvLi1Ka1WqVn5+fw+tygVHRokUVGRnpcCwiIkKHDx+WJIWEhEiSkpOTHdokJyfbz4WEhOjYMce5wRcuXNDJkycd2lyuj79fwyw3FBj98MMPevbZZxUVFaXff/9dkjR79mz9+OOPpg4OAADcvurUqaO9e/c6HPvll18UFhYmSQoPD1dISIiWLVtmP5+amqp169YpKipKkhQVFaWUlBRt2rTJ3mb58uXKyspSrVq17G1Wr16tzMxMe5ulS5eqbNmyDivgzJDrwOiLL75QdHS0vL29tXnzZvtkrNOnT9tTaQAA4Naw5MHrevXu3Vs//fSTxo0bp/3792vOnDl677331K1bt0tjs1jUq1cvjRkzRl9//bW2b9+u559/XqGhoWrZsqWkSxmmJk2aqHPnzlq/fr3WrFmj7t27q3Xr1goNDZUktWnTRp6enoqJidHOnTs1d+5cvfXWWznKfWbIdWA0ZswYTZ8+XTNmzJCHh4f9eJ06dfTzzz+bOjgAAHB1bhaL6a/rVaNGDc2fP1+ffvqpKlSooNGjR2vSpElq27atvc2AAQPUo0cPdenSRTVq1FBaWpoWL14sLy8ve5v4+HiVK1dODRs2VNOmTVW3bl2HPYr8/f21ZMkSJSYmqlq1aurbt6+GDRvmsNeRWXK9j1H+/Pm1a9culSxZUr6+vtq6datKlSqlgwcPKjIy0mHDJmdhHyPg5rGPEXBzbtU+Rp3m7jC9z/efrmB6n64i1xmjkJAQ7d+/P8fxH3/8UaVKlTJlUAAA4PpYLOa/7mS5Dow6d+6sl19+WevWrZPFYtEff/yh+Ph49evXT127ds2LMQIAANwSuU70DRo0SFlZWWrYsKHOnj2revXqyWq1ql+/furRo0dejBEAAFxBbh/6iqvLdWBksVg0ZMgQ9e/fX/v371daWpoiIyNVoECBvBgfAAC4CuIic93w1DBPT88cmzoBAAC4slwHRg0aNLhq2m758uU3NSAAAHD9crO8HteW68CoSpUqDu8zMzO1ZcsW7dixw2WfiwIAgKsiLjJXrgOjiRMnXvb4iBEjlJaWdtMDAgAAcBbTHiL77LPP6sMPPzSrOwAAcB3y4iGydzLTAqOEhASH7b0BAABcTa5Laa1atXJ4bxiGjh49qo0bN2ro0KGmDexmPFiWRxkANyuwRndnDwFwaec2T70l1zEtwwFJNxAY+fv7O7x3c3NT2bJlNWrUKDVu3Ni0gQEAgGu700tfZstVYHTx4kV16NBBFStWVGBgYF6NCQAAwClylYHLly+fGjdurJSUlDwaDgAAyA03i/mvO1muS5MVKlTQwYMH82IsAAAglwiMzJXrwGjMmDHq16+fFi5cqKNHjyo1NdXhBQAA4Kque47RqFGj1LdvXzVt2lSS9OijjzpM+DIMQxaLRRcvXjR/lAAA4LKYfG2u6w6MRo4cqRdffFErVqzIy/EAAIBcuNNLX2a77sDIMAxJUv369fNsMAAAAM6Uq+X6pOsAALi98FezuXIVGN1zzz3XDI5Onjx5UwMCAABwllwFRiNHjsyx8zUAAHAeN1JGpspVYNS6dWsFBfEcMgAAbhc8K81c1/19Mr8IAAD82+V6VRoAALh9kLcw13UHRllZWXk5DgAAcAOYY2QuSpMAAAA2uZp8DQAAbi8kjMxFYAQAgAvjkSDmopQGAABgQ8YIAAAXxuRrc5ExAgAAsCFjBACACyNhZC4CIwAAXBiTr81FKQ0AAMCGjBEAAC7MIlJGZiIwAgDAhVFKMxelNAAAABsyRgAAuDAyRuYiYwQAAGBDxggAABdmYSMjUxEYAQDgwiilmYtSGgAAgA0ZIwAAXBiVNHMRGAEA4MLciIxMRSkNAADAhowRAAAujMnX5iIwAgDAhVFJMxelNAAAABsyRgAAuDA3kTIyExkjAAAAGzJGAAC4MOYYmYvACAAAF8aqNHNRSgMAALAhYwQAgAtj52tzERgBAODCiIvMRSkNAADAhowRAAAujFKauQiMAABwYcRF5qKUBgAAYEPGCAAAF0aGw1x8nwAAADYERgAAuDCLxWL660a99tprslgs6tWrl/3Y+fPn1a1bNxUqVEgFChTQ448/ruTkZIfPHT58WM2aNVP+/PkVFBSk/v3768KFCw5tVq5cqapVq8pqtapMmTKaOXPmDY/zagiMAABwYZY8eN2IDRs26N1331WlSpUcjvfu3VvffPONPv/8c61atUp//PGHWrVqZT9/8eJFNWvWTBkZGVq7dq1mzZqlmTNnatiwYfY2iYmJatasmRo0aKAtW7aoV69e6tSpk77//vsbHO2VERgBAICbkpaWprZt22rGjBkKDAy0Hz99+rQ++OADTZgwQQ8++KCqVaumjz76SGvXrtVPP/0kSVqyZIl27dqlTz75RFWqVNHDDz+s0aNH6+2331ZGRoYkafr06QoPD9f48eMVERGh7t2764knntDEiRNNvxcCIwAAXJibxWL6K7e6deumZs2aqVGjRg7HN23apMzMTIfj5cqVU4kSJZSQkCBJSkhIUMWKFRUcHGxvEx0drdTUVO3cudPe5p99R0dH2/swE6vSAABwYXmxjVF6errS09MdjlmtVlmt1hxt//Of/+jnn3/Whg0bcpxLSkqSp6enAgICHI4HBwcrKSnJ3ubvQVH2+exzV2uTmpqqc+fOydvbO3c3eBVkjAAAgIPY2Fj5+/s7vGJjY3O0++233/Tyyy8rPj5eXl5eThip+QiMAABwYRaL+a/Bgwfr9OnTDq/BgwfnuPamTZt07NgxVa1aVe7u7nJ3d9eqVas0efJkubu7Kzg4WBkZGUpJSXH4XHJyskJCQiRJISEhOVapZb+/Vhs/Pz9Ts0USgREAAPgHq9UqPz8/h9flymgNGzbU9u3btWXLFvurevXqatu2rf3/PTw8tGzZMvtn9u7dq8OHDysqKkqSFBUVpe3bt+vYsWP2NkuXLpWfn58iIyPtbf7eR3ab7D7MxBwjAABc2M3sO3SzfH19VaFCBYdjPj4+KlSokP14TEyM+vTpo4IFC8rPz089evRQVFSUateuLUlq3LixIiMj9dxzzykuLk5JSUl69dVX1a1bN3sw9uKLL2rq1KkaMGCAOnbsqOXLl+uzzz7TokWLTL8nAiMAAFzY7V76mThxotzc3PT4448rPT1d0dHReuedd+zn8+XLp4ULF6pr166KioqSj4+P2rVrp1GjRtnbhIeHa9GiRerdu7feeustFStWTO+//76io6NNH6/FMAzD9F6d7Fyms0cAuL6CNbs7ewiASzu3eeotuc7czb+b3ufT995lep+ugowRAAAuzJmltH8jAiMAAFwYYZG5bvfSJAAAwC1DxggAABdGKc1cBEYAALgwSj/m4vsEAACwIWMEAIALo5RmLjJGAAAANmSMAABwYeSLzEVgBACAC6OSZi5KaQAAADZkjAAAcGFuFNNMRWAEAIALo5RmLkppAAAANmSMAABwYRZKaaYiYwQAAGBDxggAABfGHCNzERgBAODCWJVmLkppAAAANmSMAABwYZTSzEVgBACACyMwMhelNAAAABsyRgAAuDD2MTLXbREY7du3TytWrNCxY8eUlZXlcG7YsGFOGhUAALc/N+IiUzk9MJoxY4a6du2qwoULKyQkRJa/FUstFguBEQAAuGWcHhiNGTNGY8eO1cCBA509FAAAXA6lNHM5ffL1qVOn9OSTTzp7GAAAAM4PjJ588kktWbLE2cMAAMAlWSzmv+5kTi+llSlTRkOHDtVPP/2kihUrysPDw+F8z549nTQyAABuf5TSzGUxDMNw5gDCw8OveM5isejgwYO57vNc5s2MCIAkFazZ3dlDAFzauc1Tb8l1Vu49aXqfD5QtaHqfrsLpGaPExERnDwEAAJfFcn1zOX2OUbaMjAzt3btXFy5ccPZQAABwGZY8+O9O5vTA6OzZs4qJiVH+/PlVvnx5HT58WJLUo0cPvfbaa04eHa7Xpo0b1LPbi3qoQV1VqVBWy5f91+H8tLenqOUjTVS7RhXdf18NvdCpvbZv22o///vvRzRi6CtqGv2galWrpOZNGumdqZOVmZlxq28FyBN1qpbWvEkv6OCSsTq3eaoeeaCSw/kWD1bWN+9005EVr+vc5qmqdM9dOfqwerpr4qCndGTF6zq+Zrw+fbOTggr6XvZ6Bf19tH/xaJ3bPFX+Bbwdzr3wVD1t/uJVnUyYoK3zh6pN85rm3Sjg4pweGA0ePFhbt27VypUr5eXlZT/eqFEjzZ0714kjQ26cO3dW95Qtq8FDhl/2fFjJkhr0yjDN+/IbffTxHIWG3qWuXTrq5MlLtfFDiQeVZRh6ddgofbFgkfoNHKx5n/1HUyZNvJW3AeQZH2+rtv/yu3rFXv7Ptfzenlq75YBenbzgin3E9XtczepVUNsBH6hxp0kqWsRf/xnf6bJtpw9vo+37/shxvPOTdTWqxyMa++63qvrEWI2Z/q0mDXpKTetVuKH7gvOxKs1cTp9jtGDBAs2dO1e1a9d22PW6fPnyOnDggBNHhtyoe3991b2//hXPN232iMP7vgMGa/6X87Tvl72qVTtKderWU5269eznixUvrkOJifr8s0/Vpz+bf8L1LVmzS0vW7Lri+U8XbZAklSh6+UmvfgW81L5llNq/MlOrNvwiSeoy/BNtnT9UNSuW1Prth+xtOz9ZV/6++TXuve/UpG55h37aNKupD75Yo3lLfpYkHfr9hKqVL6G+7R/St6t33Mwtwknu8DjGdE7PGB0/flxBQUE5jp85c8YhUMK/R2Zmhr74fK4K+PrqnrJlr9guLe0v+fv538KRAbeveyNKyNPDXct/2ms/9suhZB0+elK1Kv1/dW+5UiEa3PlhdRr6sbKyci469vRw1/kMx6W7585nqnqFMLm7O/2vBMDpnP5TUL16dS1atMj+PjsYev/99xUVFeWsYSEPrF65QlE17lXNqpX0yeyZmv7ehwoMvPy/jg8f/lX/mfOJHn+q9S0eJXB7Cinkp/SMTJ1OO+dw/NiJVAUX8pN0KeiZFdter0xaoN+STl22n/8m7Fb7lvfp3ojikqSqkSXU/rH75OnhrsIBBfL2JpAn3CwW0193MqeX0saNG6eHH35Yu3bt0oULF/TWW29p165dWrt2rVatWnXNz6enpys9Pd3hWJabVVarNa+GjBtUo2Ytzf1igVJOndKX8z7TgH699Mmcz1WwUCGHdsnJyer2Qic91LiJHn/iKSeNFnA9o3s+qr2JyfrPtxuu2CZ2xmIFF/LTqln9ZLFIx07+pfhv1qlvh4cum2EC7jROzxjVrVtXW7Zs0YULF1SxYkUtWbJEQUFBSkhIULVq1a75+djYWPn7+zu83ng99haMHLnlnT+/SpQIU6XKVTRi9Djly+eu+V/Oc2hz7FiyOnd8XpWr3KuhI0Y7aaTA7SfpRKqsnh45VpgFFfJT8olUSVL9GveoVaN79deGt/TXhrf03bs9JElHVrymV19sKkk6n56pF0fGq+B9vVWu2XDd/fBQ/Xr0hFLTzun4qbRbe1MwhSUPXncyp2eMJKl06dKaMWPGDX128ODB6tOnj8OxLDeyRa7AyMpSRsb/l+MnJ18KiiIjy2vkmFi5uTk9bgduG5t3H1ZG5gU1qFVWC5ZtkSTdHRakEkULat22SxvlPtPvfXlb//9YpWrlw/TeyGfVKGaSDv523KG/Cxey9PuxFEnSk9HV9N0PO+XkByHgRt3pkYzJbovA6OLFi5o/f752794tSYqMjFSLFi3k7n7t4VmtOctmPBLk1jt79ox9Dyrp0r5Ee/bslr+/vwL8AzTjvel6oMGDKlykiFJOndLcT+N17FiyHopuIulSUNSpw3MKDQ1V734DderU/7e4L1y4yC2/H8BsPt6eKl38/7+XS95VSJXuuUunUs/qt6RTCvTLr+IhgSoadGnBwT0lgyVJySdSlXziL6WmndfMBQl6vW8rnTx9Rn+dOa8JA5/UT1sP2lekJR750+GahWxzhvYcTLLPTSpTIkjVK4Rpw45DCvTNr57PPajI0qHqNHR2Xn8FgEtwemC0c+dOPfroo0pKSlJZ2wql119/XUWKFNE333yjChXYW8MV7NyxQ507Pm9/Pz7uUjnzkRaP6dVhI3Uo8aD6fj1fKadOKSAgQOUrVNSHs+JVpszdkqSfEtbot8O/6rfDvyq6YT2Hvrfs2CvA1VWNDNOS91+2v4/r97gkafbXP6nL8E/UrH5FzRj1nP387Nc7SpLGTP9WY9/9VpI04M0vlJVl6NM3O8nq6a7/rt2tl6+wL9KV5Mtn0cvPPah7woKVeeGiVm/8RQ3aj9fho+Y/bwu3xp2+U7XZnP4Q2aioKBUpUkSzZs1SYGCgJOnUqVNq3769jh8/rrVr1+a6TzJGwM3jIbLAzblVD5Fdf/C06X3WLHXnbpXi9IzRli1btHHjRntQJEmBgYEaO3asatSo4cSRAQCAO43TZ7fec889Sk5OznH82LFjKlOmjBNGBACA62BVmrmcHhjFxsaqZ8+emjdvno4cOaIjR45o3rx56tWrl15//XWlpqbaXwAAAHnJ6XOM/r4kO3vX6+wh/f29xWLRxYsXr6tP5hgBN485RsDNuVVzjDYkmj/HqEY4c4ycZsWKFc4eAgAALotVaeZyemBUv359paSk6IMPPnDYxygmJkb+/nduxAoAAG49p88x2rhxo8qUKaOJEyfq5MmTOnnypCZOnKjSpUvr559/dvbwAAC4rVks5r/uZE7PGPXu3VuPPPKIZsyYYd/p+sKFC+rUqZN69eql1atXO3mEAADcvu7wOMZ0Tg+MNm7c6BAUSZK7u7sGDBig6tWrO3FkAADgTuP0Upqfn5/DM7ay/fbbb/L19XXCiAAAcCFsZGQqpwdGTz/9tGJiYjR37lz99ttv+u233/Sf//xHnTp10jPPPOPs4QEAcFuz5MF/dzKnl9LefPNNWSwWPf/887pw4YIkycPDQ127dtVrr73m5NEBAIA7idM3eMx29uxZHThwQJJUunRp5c+f/4b7YoNH4OaxwSNwc27VBo9bDv9lep9VSty5U1mcnjHKlj9/flWsWNHZwwAAAHew2yYwAgAAuXdnzwgyH4ERAACujMjIVE5flQYAAHC7IGMEAIALu9OX15uNwAgAABd2pz/bzGyU0gAAAGwIjAAAcGHOfCJIbGysatSoIV9fXwUFBally5bau3evQ5vz58+rW7duKlSokAoUKKDHH39cycnJDm0OHz6sZs2aKX/+/AoKClL//v3tmz5nW7lypapWrSqr1aoyZcpo5syZuRjp9SMwAgDAlTkxMlq1apW6deumn376SUuXLlVmZqYaN26sM2fO2Nv07t1b33zzjT7//HOtWrVKf/zxh1q1amU/f/HiRTVr1kwZGRlau3atZs2apZkzZ2rYsGH2NomJiWrWrJkaNGigLVu2qFevXurUqZO+//77XH9d13Lb7HxtJna+Bm4eO18DN+dW7Xy94/c00/uscFeBG/rc8ePHFRQUpFWrVqlevXo6ffq0ihQpojlz5uiJJ56QJO3Zs0cRERFKSEhQ7dq19d1336l58+b6448/FBwcLEmaPn26Bg4cqOPHj8vT01MDBw7UokWLtGPHDvu1WrdurZSUFC1evPjmb/hvyBgBAODC8uIhsunp6UpNTXV4paenX3Msp0+fliQVLFhQkrRp0yZlZmaqUaNG9jblypVTiRIllJCQIElKSEhQxYoV7UGRJEVHRys1NVU7d+60t/l7H9ltsvswE4ERAABwEBsbK39/f4dXbGzsVT+TlZWlXr16qU6dOqpQoYIkKSkpSZ6engoICHBoGxwcrKSkJHubvwdF2eezz12tTWpqqs6dO3fD93k5LNcHAMCF5cVy/cGDB6tPnz4Ox6xW61U/061bN+3YsUM//vij+QO6hQiMAABwYXmxjZHVar1mIPR33bt318KFC7V69WoVK1bMfjwkJEQZGRlKSUlxyBolJycrJCTE3mb9+vUO/WWvWvt7m3+uZEtOTpafn5+8vb1zdW/XQikNAADcEMMw1L17d82fP1/Lly9XeHi4w/lq1arJw8NDy5Ytsx/bu3evDh8+rKioKElSVFSUtm/frmPHjtnbLF26VH5+foqMjLS3+Xsf2W2y+zATGSMAAFyZE3e+7tatm+bMmaOvvvpKvr6+9jlB/v7+8vb2lr+/v2JiYtSnTx8VLFhQfn5+6tGjh6KiolS7dm1JUuPGjRUZGannnntOcXFxSkpK0quvvqpu3brZs1Yvvviipk6dqgEDBqhjx45avny5PvvsMy1atMj0e2K5PoDLYrk+cHNu1XL9PUfPmt5nuaL5r6ud5QoTnD766CO1b99e0qUNHvv27atPP/1U6enpio6O1jvvvGMvk0nSr7/+qq5du2rlypXy8fFRu3bt9Nprr8nd/f/5m5UrV6p3797atWuXihUrpqFDh9qvYSYCIwCXRWAE3Jw7ITD6N6KUBgCAC+MhsuZi8jUAAIANGSMAAFwYCSNzERgBAODKiIxMRSkNAADAhowRAAAuzELKyFQERgAAuDBWpZmLUhoAAIANGSMAAFwYCSNzERgBAODKiIxMRSkNAADAhowRAAAujFVp5iJjBAAAYEPGCAAAF8ZyfXMRGAEA4MKIi8xFKQ0AAMCGjBEAAK6MlJGpCIwAAHBhrEozF6U0AAAAGzJGAAC4MFalmYvACAAAF0ZcZC5KaQAAADZkjAAAcGGU0sxFxggAAMCGjBEAAC6NlJGZCIwAAHBhlNLMRSkNAADAhowRAAAujISRuQiMAABwYZTSzEUpDQAAwIaMEQAALoyHyJqLjBEAAIANGSMAAFwZCSNTERgBAODCiIvMRSkNAADAhowRAAAujOX65iIwAgDAhbEqzVyU0gAAAGzIGAEA4MpIGJmKwAgAABdGXGQuSmkAAAA2ZIwAAHBhrEozFxkjAAAAGzJGAAC4MJbrm4vACAAAF0YpzVyU0gAAAGwIjAAAAGwopQEA4MIopZmLjBEAAIANGSMAAFwYq9LMRcYIAADAhowRAAAujDlG5iIwAgDAhREXmYtSGgAAgA0ZIwAAXBkpI1MRGAEA4MJYlWYuSmkAAAA2ZIwAAHBhrEozF4ERAAAujLjIXJTSAAAAbMgYAQDgykgZmYqMEQAAgA0ZIwAAXBjL9c1FYAQAgAtjVZq5KKUBAADYWAzDMJw9CNxZ0tPTFRsbq8GDB8tqtTp7OIDL4WcIyDsERrjlUlNT5e/vr9OnT8vPz8/ZwwFcDj9DQN6hlAYAAGBDYAQAAGBDYAQAAGBDYIRbzmq1avjw4UwaBW4QP0NA3mHyNQAAgA0ZIwAAABsCIwAAABsCI9yUQ4cOyWKxaMuWLXf0GAAA/w4ERgAAADYERgAAADYERrguWVlZiouLU5kyZWS1WlWiRAmNHTv2sm1XrVqlmjVrymq1qmjRoho0aJAuXLhgPz9v3jxVrFhR3t7eKlSokBo1aqQzZ87Yz7///vuKiIiQl5eXypUrp3feeceh//Xr1+vee++Vl5eXqlevrs2bN+fNTQN5LD09XT179lRQUJC8vLxUt25dbdiwQZK0cuVKWSwWLVq0SJUqVZKXl5dq166tHTt2OPTx448/6v7775e3t7eKFy+unj17Ovw8lSxZUuPGjVPHjh3l6+urEiVK6L333rul9wm4FAO4DgMGDDACAwONmTNnGvv37zd++OEHY8aMGUZiYqIhydi8ebNhGIZx5MgRI3/+/MZLL71k7N6925g/f75RuHBhY/jw4YZhGMYff/xhuLu7GxMmTDASExONbdu2GW+//bbx119/GYZhGJ988olRtGhR44svvjAOHjxofPHFF0bBggWNmTNnGoZhGH/99ZdRpEgRo02bNsaOHTuMb775xihVqpTDGABX0bNnTyM0NNT49ttvjZ07dxrt2rUzAgMDjRMnThgrVqwwJBkRERHGkiVLjG3bthnNmzc3SpYsaWRkZBiGYRj79+83fHx8jIkTJxq//PKLsWbNGuPee+812rdvb79GWFiYUbBgQePtt9829u3bZ8TGxhpubm7Gnj17nHXbwG2NwAjXlJqaalitVmPGjBk5zv0zMHrllVeMsmXLGllZWfY2b7/9tlGgQAHj4sWLxqZNmwxJxqFDhy57rdKlSxtz5sxxODZ69GgjKirKMAzDePfdd41ChQoZ586ds5+fNm0agRFcTlpamuHh4WHEx8fbj2VkZBihoaFGXFycPTD6z3/+Yz9/4sQJw9vb25g7d65hGIYRExNjdOnSxaHfH374wXBzc7P/jISFhRnPPvus/XxWVpYRFBRkTJs2LS9vD3BZ7k5MVsFF7N69W+np6WrYsOF1tY2KipLFYrEfq1OnjtLS0nTkyBFVrlxZDRs2VMWKFRUdHa3GjRvriSeeUGBgoM6cOaMDBw4oJiZGnTt3tn/+woUL8vf3t/efXVbIFhUVZeLdArfGgQMHlJmZqTp16tiPeXh4qGbNmtq9e7dq1KghyfH3d8GCBVW2bFnt3r1bkrR161Zt27ZN8fHx9jaGYSgrK0uJiYmKiIiQJFWqVMl+3mKxKCQkRMeOHcvT+wNcFYERrsnb29u0vvLly6elS5dq7dq1WrJkiaZMmaIhQ4Zo3bp1yp8/vyRpxowZqlWrVo7PAXCUlpamF154QT179sxxrkSJEvb/9/DwcDhnsViUlZWV5+MDXBGTr3FNd999t7y9vbVs2bJrto2IiFBCQoKMvz1pZs2aNfL19VWxYsUkXfpDuU6dOho5cqQ2b94sT09PzZ8/X8HBwQoNDdXBgwdVpkwZh1d4eLi9/23btun8+fP2/n/66SeT7xjIe6VLl5anp6fWrFljP5aZmakNGzYoMjLSfuzvv79PnTqlX375xZ4Jqlq1qnbt2pXj56VMmTLy9PS8dTcD/IuQMcI1eXl5aeDAgRowYIA8PT1Vp04dHT9+XDt37sxRXnvppZc0adIk9ejRQ927d9fevXs1fPhw9enTR25ublq3bp2WLVumxo0bKygoSOvWrdPx48ftf9CPHDlSPXv2lL+/v5o0aaL09HRt3LhRp06dUp8+fdSmTRsNGTJEnTt31uDBg3Xo0CG9+eabzvhagJvi4+Ojrl27qn///ipYsKBKlCihuLg4nT17VjExMdq6daskadSoUSpUqJCCg4M1ZMgQFS5cWC1btpQkDRw4ULVr11b37t3VqVMn+fj4aNeuXVq6dKmmTp3qxLsDXJizJznBNVy8eNEYM2aMERYWZnh4eBglSpQwxo0bl2PytWEYxsqVK40aNWoYnp6eRkhIiDFw4EAjMzPTMAzD2LVrlxEdHW0UKVLEsFqtxj333GNMmTLF4Vrx8fFGlSpVDE9PTyMwMNCoV6+e8eWXX9rPJyQkGJUrVzY8PT2NKlWqGF988QWTr+GSzp07Z/To0cMoXLiwYbVajTp16hjr1683DMOwT77+5ptvjPLlyxuenp5GzZo1ja1btzr0sX79euOhhx4yChQoYPj4+BiVKlUyxo4daz8fFhZmTJw40eEzlStXtq8UBeDIYhh/q3kAAG4LK1euVIMGDXTq1CkFBAQ4ezjAHYM5RgAAADYERgAAADaU0gAAAGzIGAEAANgQGAEAANgQGAEAANgQGAEAANgQGAEAANgQGAF3uPbt29sfMSFJDzzwgHr16nXLx7Fy5UpZLBalpKTc8msDQDYCI+A21b59e1ksFlksFnl6eqpMmTIaNWqULly4kKfX/fLLLzV69OjrakswA+DfhofIArexJk2a6KOPPlJ6erq+/fZbdevWTR4eHho8eLBDu4yMDNOepl6wYEFT+gEAV0TGCLiNWa1WhYSEKCwsTF27dlWjRo309ddf28tfY8eOVWhoqMqWLStJ+u233/TUU08pICBABQsWVIsWLXTo0CF7fxcvXlSfPn0UEBCgQoUKacCAAfrnHq//LKWlp6dr4MCBKl68uKxWq8qUKaMPPvhAhw4dUoMGDSRJgYGBslgsat++vSQpKytLsbGxCg8Pl7e3typXrqx58+Y5XOfbb7/VPffcI29vbzVo0MBhnADgLARGgAvx9vZWRkaGJGnZsmXau3evli5dqoULFyozM1PR0dHy9fXVDz/8oDVr1qhAgQJq0qSJ/TPjx4/XzJkz9eGHH+rHH3/UyZMnNX/+/Kte8/nnn9enn36qyZMna/fu3Xr33XdVoEABFS9eXF988YUkae/evTp69KjeeustSVJsbKw+/vhjTZ8+XTt37lTv3r317LPPatWqVZIuBXCtWrXSI488oi1btqhTp04aNGhQXn1tAHD9DAC3pXbt2hktWrQwDMMwsrKyjKVLlxpWq9Xo16+f0a5dOyM4ONhIT0+3t589e7ZRtmxZIysry34sPT3d8Pb2Nr7//nvDMAyjaNGiRlxcnP18ZmamUaxYMft1DMMw6tevb7z88suGYRjG3r17DUnG0qVLLzvGFStWGJKMU6dO2Y+dP3/eyJ8/v7F27VqHtjExMcYzzzxjGIZhDB482IiMjHQ4P3DgwBx9AcCtxhwj4Da2cOFCFShQQJmZmcrKylKbNm00YsQIdevWTRUrVnSYV7R161bt379fvr6+Dn2cP39eBw4c0OnTp3X06FHVqlXLfs7d3V3Vq1fPUU7LtmXLFuXLl0/169e/7jHv379fZ8+e1UMPPeRwPCMjQ/fee68kaffu3Q7jkKSoqKjrvgYA5BUCI+A21qBBA02bNk2enp4KDQ2Vu/v/f2R9fHwc2qalpalatWqKj4/P0U+RIkVu6Pre3t65/kxaWpokadGiRbrrrrsczlmt1hsaBwDcKgRGwG3Mx8dHZcqUua62VatW1dy5cxUUFCQ/P7/LtilatKjWrVunevXqSZIuXLigTZs2qWrVqpdtX7FiRWVlZWnVqlVq1KhRjvPZGauLFy/aj0VGRspqterw4cNXzDRFRETo66+/djj2008/XfsmASCPMfka+Jdo27atChcurBYtWuiHH35QYmKiVq5cqZ49e+rIkSOSpJdfflmvvfaaFixYoD179uill1666h5EJUuWVLt27dSxY0ctWLDA3udnn30mSQoLC5PFYtHChQt1/PhxpaWlydfXV/369VPv3r01a9YsHThwQD///LOmTJmiWbNmSZJefPFF7du3T/3799fevXs1Z84czZw5M6+/IgC4JgIj4F8if/78Wr16tUqUKKFWrVopIiJCMTExOn/+vD2D1LdvXz333HNq166doqKi5Ovrq8cee+yq/U6bNk1PPPGEXnrpJZUrV06dO3fWmTNnJEl33XWXRo4cqUGDBik4OFjdu3eXJI0ePVpDhw5VbGysIiIi1KRJEy1atEjh4eGSpBIlSuiLL77QggULVLlyZU2fPl3jxo3Lw28HAK6PxbjSrEsAAIA7DBkjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAGwIjAAAAm/8BwE1UUnISqW4AAAAASUVORK5CYII=", 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", 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" + ] + } + } + ] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# summary + export\n", + "from sklearn.metrics import accuracy_score, f1_score\n", + "\n", + "acc = accuracy_score(y_true, y_pred)\n", + "f1 = f1_score(y_true, y_pred, pos_label=\"closed\", average=\"binary\") if len(class_names) == 2 else f1_score(y_true, y_pred, average=\"macro\")\n", + "\n", + "n_train = len(list((CLEAN_DIR / \"train\" / \"open\").glob(\"*\"))) + len(list((CLEAN_DIR / \"train\" / \"closed\").glob(\"*\")))\n", + "n_val = len(list((CLEAN_DIR / \"val\" / \"open\").glob(\"*\"))) + len(list((CLEAN_DIR / \"val\" / \"closed\").glob(\"*\")))\n", + "n_test = len(y_true)\n", + "\n", + "print(\"=\" * 50)\n", + "print(\"FINAL SUMMARY\")\n", + "print(\"=\" * 50)\n", + "print(f\"{'Metric':<20} {'Value':>15}\")\n", + "print(\"-\" * 37)\n", + "print(f\"{'Train images':<20} {n_train:>15,}\")\n", + "print(f\"{'Val images':<20} {n_val:>15,}\")\n", + "print(f\"{'Test images':<20} {n_test:>15,}\")\n", + "print(f\"{'Test accuracy':<20} {acc:>15.4f}\")\n", + "print(f\"{'Test F1 (closed)':<20} {f1:>15.4f}\")\n", + "print(f\"{'Model':<20} {'YOLOv11s-cls':>15}\")\n", + "print(f\"{'Weights':<20} {str(best_pt):>15}\")\n", + "\n", + "try:\n", + " from google.colab import files\n", + " files.download(str(best_pt))\n", + " print(f\"\\nDownloading {best_pt.name}...\")\n", + "except ImportError:\n", + " print(f\"\\nNot running in Colab. Best weights at: {best_pt.resolve()}\")" + ], + "execution_count": 12, + "outputs": [ + { + "output_type": "stream", + "text": [ + "==================================================\n", + "FINAL SUMMARY\n", + "==================================================\n", + "Metric Value\n", + "-------------------------------------\n", + "Train images 55,980\n", + "Val images 14,680\n", + "Test images 14,680\n", + "Test accuracy 0.9866\n", + "Test F1 (closed) 0.9723\n", + "Model YOLOv11s-cls\n", + "Weights runs/classify/runs/eye_cls/weights/best.pt\n" + ] + }, + { + "output_type": "display_data", + "data": { + "application/javascript": "\n async function download(id, filename, size) {\n if (!google.colab.kernel.accessAllowed) {\n return;\n }\n const div = document.createElement('div');\n const label = document.createElement('label');\n label.textContent = `Downloading \"${filename}\": `;\n div.appendChild(label);\n const progress = document.createElement('progress');\n progress.max = size;\n div.appendChild(progress);\n document.body.appendChild(div);\n\n const buffers = [];\n let downloaded = 0;\n\n const channel = await google.colab.kernel.comms.open(id);\n // Send a message to notify the kernel that we're ready.\n channel.send({})\n\n for await (const message of channel.messages) {\n // Send a message to notify the kernel that we're ready.\n channel.send({})\n if (message.buffers) {\n for (const buffer of message.buffers) {\n buffers.push(buffer);\n downloaded += buffer.byteLength;\n progress.value = downloaded;\n }\n }\n }\n const blob = new Blob(buffers, {type: 'application/binary'});\n const a = document.createElement('a');\n a.href = window.URL.createObjectURL(blob);\n a.download = filename;\n div.appendChild(a);\n a.click();\n div.remove();\n }\n ", + "text/plain": [ + "" + ] + } + }, + { + "output_type": "display_data", + "data": { + "application/javascript": "download(\"download_907b33a9-973a-424b-9003-2e0856671bc3\", \"best.pt\", 11023490)", + "text/plain": [ + "" + ] + } + }, + { + "output_type": "stream", + "text": [ + "\n", + "Downloading best.pt...\n" + ] + } + ] + } + ], + "metadata": { + "accelerator": "GPU", + "colab": { + "gpuType": "T4", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file diff --git a/models/cnn/CNN_MODEL/scripts/focus_infer.py b/models/cnn/CNN_MODEL/scripts/focus_infer.py new file mode 100644 index 0000000000000000000000000000000000000000..0a727a0cd39f8e393a78bed2966653e4a2530657 --- /dev/null +++ b/models/cnn/CNN_MODEL/scripts/focus_infer.py @@ -0,0 +1,199 @@ +from __future__ import annotations + +from pathlib import Path +import os + +import cv2 +import numpy as np +from ultralytics import YOLO + + +def list_images(folder: Path): + exts = {".png", ".jpg", ".jpeg", ".bmp", ".webp"} + return sorted([p for p in folder.iterdir() if p.suffix.lower() in exts]) + + +def find_weights(project_root: Path) -> Path | None: + candidates = [ + project_root / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "last.pt", + project_root / "runs_cls" / "eye_open_closed_cpu" / "weights" / "best.pt", + project_root / "runs_cls" / "eye_open_closed_cpu" / "weights" / "last.pt", + ] + return next((p for p in candidates if p.is_file()), None) + + +def detect_eyelid_boundary(gray: np.ndarray) -> np.ndarray | None: + """ + Returns an ellipse fit to the largest contour near the eye boundary. + Output format: (center(x,y), (axis1, axis2), angle) or None. + """ + blur = cv2.GaussianBlur(gray, (5, 5), 0) + edges = cv2.Canny(blur, 40, 120) + edges = cv2.dilate(edges, np.ones((3, 3), np.uint8), iterations=1) + contours, _ = cv2.findContours(edges, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE) + if not contours: + return None + contours = sorted(contours, key=cv2.contourArea, reverse=True) + for c in contours: + if len(c) >= 5 and cv2.contourArea(c) > 50: + return cv2.fitEllipse(c) + return None + + +def detect_pupil_center(gray: np.ndarray) -> tuple[int, int] | None: + """ + More robust pupil detection: + - enhance contrast (CLAHE) + - find dark blobs + - score by circularity and proximity to center + """ + h, w = gray.shape + clahe = cv2.createCLAHE(clipLimit=2.0, tileGridSize=(8, 8)) + eq = clahe.apply(gray) + blur = cv2.GaussianBlur(eq, (7, 7), 0) + + # Focus on the central region to avoid eyelashes/edges + cx, cy = w // 2, h // 2 + rx, ry = int(w * 0.3), int(h * 0.3) + x0, x1 = max(cx - rx, 0), min(cx + rx, w) + y0, y1 = max(cy - ry, 0), min(cy + ry, h) + roi = blur[y0:y1, x0:x1] + + # Inverted threshold to capture dark pupil + _, thresh = cv2.threshold(roi, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU) + thresh = cv2.morphologyEx(thresh, cv2.MORPH_OPEN, np.ones((3, 3), np.uint8), iterations=2) + thresh = cv2.morphologyEx(thresh, cv2.MORPH_CLOSE, np.ones((5, 5), np.uint8), iterations=1) + + contours, _ = cv2.findContours(thresh, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE) + if not contours: + return None + + best = None + best_score = -1.0 + for c in contours: + area = cv2.contourArea(c) + if area < 15: + continue + perimeter = cv2.arcLength(c, True) + if perimeter <= 0: + continue + circularity = 4 * np.pi * (area / (perimeter * perimeter)) + if circularity < 0.3: + continue + m = cv2.moments(c) + if m["m00"] == 0: + continue + px = int(m["m10"] / m["m00"]) + x0 + py = int(m["m01"] / m["m00"]) + y0 + + # Score by circularity and distance to center + dist = np.hypot(px - cx, py - cy) / max(w, h) + score = circularity - dist + if score > best_score: + best_score = score + best = (px, py) + + return best + + +def is_focused(pupil_center: tuple[int, int], img_shape: tuple[int, int]) -> bool: + """ + Decide focus based on pupil offset from image center. + """ + h, w = img_shape + cx, cy = w // 2, h // 2 + px, py = pupil_center + dx = abs(px - cx) / max(w, 1) + dy = abs(py - cy) / max(h, 1) + return (dx < 0.12) and (dy < 0.12) + + +def annotate(img_bgr: np.ndarray, ellipse, pupil_center, focused: bool, cls_label: str, conf: float): + out = img_bgr.copy() + if ellipse is not None: + cv2.ellipse(out, ellipse, (0, 255, 255), 2) + if pupil_center is not None: + cv2.circle(out, pupil_center, 4, (0, 0, 255), -1) + label = f"{cls_label} ({conf:.2f}) | focused={int(focused)}" + cv2.putText(out, label, (8, 20), cv2.FONT_HERSHEY_SIMPLEX, 0.6, (0, 255, 0), 2) + return out + + +def main(): + project_root = Path(__file__).resolve().parent.parent + data_dir = project_root / "Dataset" + alt_data_dir = project_root / "DATA" + out_dir = project_root / "runs_focus" + out_dir.mkdir(parents=True, exist_ok=True) + + weights = find_weights(project_root) + if weights is None: + print("Weights not found. Train first.") + return + + # Support both Dataset/test/{open,closed} and Dataset/{open,closed} + def resolve_test_dirs(root: Path): + test_open = root / "test" / "open" + test_closed = root / "test" / "closed" + if test_open.exists() and test_closed.exists(): + return test_open, test_closed + test_open = root / "open" + test_closed = root / "closed" + if test_open.exists() and test_closed.exists(): + return test_open, test_closed + alt_closed = root / "close" + if test_open.exists() and alt_closed.exists(): + return test_open, alt_closed + return None, None + + test_open, test_closed = resolve_test_dirs(data_dir) + if (test_open is None or test_closed is None) and alt_data_dir.exists(): + test_open, test_closed = resolve_test_dirs(alt_data_dir) + + if not test_open.exists() or not test_closed.exists(): + print("Test folders missing. Expected:") + print(test_open) + print(test_closed) + return + + test_files = list_images(test_open) + list_images(test_closed) + print("Total test images:", len(test_files)) + max_images = int(os.getenv("MAX_IMAGES", "0")) + if max_images > 0: + test_files = test_files[:max_images] + print("Limiting to MAX_IMAGES:", max_images) + + model = YOLO(str(weights)) + results = model.predict(test_files, imgsz=224, device="cpu", verbose=False) + + names = model.names + for r in results: + probs = r.probs + top_idx = int(probs.top1) + top_conf = float(probs.top1conf) + pred_label = names[top_idx] + + img = cv2.imread(r.path) + if img is None: + continue + gray = cv2.cvtColor(img, cv2.COLOR_BGR2GRAY) + + ellipse = detect_eyelid_boundary(gray) + pupil_center = detect_pupil_center(gray) + focused = False + if pred_label.lower() == "open" and pupil_center is not None: + focused = is_focused(pupil_center, gray.shape) + + annotated = annotate(img, ellipse, pupil_center, focused, pred_label, top_conf) + out_path = out_dir / (Path(r.path).stem + "_annotated.jpg") + cv2.imwrite(str(out_path), annotated) + + print(f"{Path(r.path).name}: pred={pred_label} conf={top_conf:.3f} focused={focused}") + + print(f"\nAnnotated outputs saved to: {out_dir}") + + +if __name__ == "__main__": + main() diff --git a/models/cnn/CNN_MODEL/scripts/predict_image.py b/models/cnn/CNN_MODEL/scripts/predict_image.py new file mode 100644 index 0000000000000000000000000000000000000000..378a4641eb5e332d684e26b491af274249074f13 --- /dev/null +++ b/models/cnn/CNN_MODEL/scripts/predict_image.py @@ -0,0 +1,49 @@ +"""Run the eye open/closed model on one or more images.""" +import sys +from pathlib import Path + +from ultralytics import YOLO + + +def main(): + project_root = Path(__file__).resolve().parent.parent + weight_candidates = [ + project_root / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "last.pt", + ] + weights = next((p for p in weight_candidates if p.is_file()), None) + if weights is None: + print("Weights not found. Put best.pt in weights/ or runs/.../weights/ (from model team).") + sys.exit(1) + + if len(sys.argv) < 2: + print("Usage: python scripts/predict_image.py [image2 ...]") + print("Example: python scripts/predict_image.py path/to/image.png") + sys.exit(0) + + model = YOLO(str(weights)) + names = model.names + + for path in sys.argv[1:]: + p = Path(path) + if not p.is_file(): + print(p, "- file not found") + continue + try: + results = model.predict(str(p), imgsz=224, device="cpu", verbose=False) + except Exception as e: + print(p, "- error:", e) + continue + if not results: + print(p, "- no result") + continue + r = results[0] + top_idx = int(r.probs.top1) + conf = float(r.probs.top1conf) + label = names[top_idx] + print(f"{p.name}: {label} ({conf:.2%})") + + +if __name__ == "__main__": + main() diff --git a/models/cnn/CNN_MODEL/scripts/video_infer.py b/models/cnn/CNN_MODEL/scripts/video_infer.py new file mode 100644 index 0000000000000000000000000000000000000000..d16958584089ad5f58d80706ad2130fe2acde4aa --- /dev/null +++ b/models/cnn/CNN_MODEL/scripts/video_infer.py @@ -0,0 +1,281 @@ +from __future__ import annotations + +import os +from pathlib import Path + +import cv2 +import numpy as np +from ultralytics import YOLO + +try: + import mediapipe as mp +except Exception: # pragma: no cover + mp = None + + +def find_weights(project_root: Path) -> Path | None: + candidates = [ + project_root / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "last.pt", + project_root / "runs_cls" / "eye_open_closed_cpu" / "weights" / "best.pt", + project_root / "runs_cls" / "eye_open_closed_cpu" / "weights" / "last.pt", + ] + return next((p for p in candidates if p.is_file()), None) + + +def detect_pupil_center(gray: np.ndarray) -> tuple[int, int] | None: + h, w = gray.shape + clahe = cv2.createCLAHE(clipLimit=2.0, tileGridSize=(8, 8)) + eq = clahe.apply(gray) + blur = cv2.GaussianBlur(eq, (7, 7), 0) + + cx, cy = w // 2, h // 2 + rx, ry = int(w * 0.3), int(h * 0.3) + x0, x1 = max(cx - rx, 0), min(cx + rx, w) + y0, y1 = max(cy - ry, 0), min(cy + ry, h) + roi = blur[y0:y1, x0:x1] + + _, thresh = cv2.threshold(roi, 0, 255, cv2.THRESH_BINARY_INV + cv2.THRESH_OTSU) + thresh = cv2.morphologyEx(thresh, cv2.MORPH_OPEN, np.ones((3, 3), np.uint8), iterations=2) + thresh = cv2.morphologyEx(thresh, cv2.MORPH_CLOSE, np.ones((5, 5), np.uint8), iterations=1) + + contours, _ = cv2.findContours(thresh, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE) + if not contours: + return None + + best = None + best_score = -1.0 + for c in contours: + area = cv2.contourArea(c) + if area < 15: + continue + perimeter = cv2.arcLength(c, True) + if perimeter <= 0: + continue + circularity = 4 * np.pi * (area / (perimeter * perimeter)) + if circularity < 0.3: + continue + m = cv2.moments(c) + if m["m00"] == 0: + continue + px = int(m["m10"] / m["m00"]) + x0 + py = int(m["m01"] / m["m00"]) + y0 + + dist = np.hypot(px - cx, py - cy) / max(w, h) + score = circularity - dist + if score > best_score: + best_score = score + best = (px, py) + + return best + + +def is_focused(pupil_center: tuple[int, int], img_shape: tuple[int, int]) -> bool: + h, w = img_shape + cx = w // 2 + px, _ = pupil_center + dx = abs(px - cx) / max(w, 1) + return dx < 0.12 + + +def classify_frame(model: YOLO, frame: np.ndarray) -> tuple[str, float]: + # Use classifier directly on frame (assumes frame is eye crop) + results = model.predict(frame, imgsz=224, device="cpu", verbose=False) + r = results[0] + probs = r.probs + top_idx = int(probs.top1) + top_conf = float(probs.top1conf) + pred_label = model.names[top_idx] + return pred_label, top_conf + + +def annotate_frame(frame: np.ndarray, label: str, focused: bool, conf: float, time_sec: float): + out = frame.copy() + text = f"{label} | focused={int(focused)} | conf={conf:.2f} | t={time_sec:.2f}s" + cv2.putText(out, text, (10, 30), cv2.FONT_HERSHEY_SIMPLEX, 0.8, (0, 255, 0), 2) + return out + + +def write_segments(path: Path, segments: list[tuple[float, float, str]]): + with path.open("w") as f: + for start, end, label in segments: + f.write(f"{start:.2f},{end:.2f},{label}\n") + + +def process_video(video_path: Path, model: YOLO | None): + cap = cv2.VideoCapture(str(video_path)) + if not cap.isOpened(): + print(f"Failed to open {video_path}") + return + + fps = cap.get(cv2.CAP_PROP_FPS) or 30.0 + width = int(cap.get(cv2.CAP_PROP_FRAME_WIDTH)) + height = int(cap.get(cv2.CAP_PROP_FRAME_HEIGHT)) + + out_path = video_path.with_name(video_path.stem + "_pred.mp4") + fourcc = cv2.VideoWriter_fourcc(*"mp4v") + writer = cv2.VideoWriter(str(out_path), fourcc, fps, (width, height)) + + csv_path = video_path.with_name(video_path.stem + "_predictions.csv") + seg_path = video_path.with_name(video_path.stem + "_segments.txt") + + frame_idx = 0 + last_label = None + seg_start = 0.0 + segments: list[tuple[float, float, str]] = [] + + with csv_path.open("w") as fcsv: + fcsv.write("time_sec,label,focused,conf\n") + if mp is None: + print("mediapipe is not installed. Falling back to classifier-only mode.") + use_mp = mp is not None + if use_mp: + mp_face_mesh = mp.solutions.face_mesh + face_mesh = mp_face_mesh.FaceMesh( + static_image_mode=False, + max_num_faces=1, + refine_landmarks=True, + min_detection_confidence=0.5, + min_tracking_confidence=0.5, + ) + + while True: + ret, frame = cap.read() + if not ret: + break + time_sec = frame_idx / fps + conf = 0.0 + pred_label = "open" + focused = False + + if use_mp: + rgb = cv2.cvtColor(frame, cv2.COLOR_BGR2RGB) + res = face_mesh.process(rgb) + if res.multi_face_landmarks: + lm = res.multi_face_landmarks[0].landmark + h, w = frame.shape[:2] + + # Eye landmarks (MediaPipe FaceMesh) + left_eye = [33, 160, 158, 133, 153, 144] + right_eye = [362, 385, 387, 263, 373, 380] + left_iris = [468, 469, 470, 471] + right_iris = [473, 474, 475, 476] + + def pts(idxs): + return np.array([(int(lm[i].x * w), int(lm[i].y * h)) for i in idxs]) + + def ear(eye_pts): + # EAR using 6 points + p1, p2, p3, p4, p5, p6 = eye_pts + v1 = np.linalg.norm(p2 - p6) + v2 = np.linalg.norm(p3 - p5) + h1 = np.linalg.norm(p1 - p4) + return (v1 + v2) / (2.0 * h1 + 1e-6) + + le = pts(left_eye) + re = pts(right_eye) + le_ear = ear(le) + re_ear = ear(re) + ear_avg = (le_ear + re_ear) / 2.0 + + # openness threshold + pred_label = "open" if ear_avg > 0.22 else "closed" + + # iris centers + li = pts(left_iris) + ri = pts(right_iris) + li_c = li.mean(axis=0).astype(int) + ri_c = ri.mean(axis=0).astype(int) + + # eye centers (midpoint of corners) + le_c = ((le[0] + le[3]) / 2).astype(int) + re_c = ((re[0] + re[3]) / 2).astype(int) + + # focus = iris close to eye center horizontally for both eyes + le_dx = abs(li_c[0] - le_c[0]) / max(np.linalg.norm(le[0] - le[3]), 1) + re_dx = abs(ri_c[0] - re_c[0]) / max(np.linalg.norm(re[0] - re[3]), 1) + focused = (pred_label == "open") and (le_dx < 0.18) and (re_dx < 0.18) + + # draw eye boundaries + cv2.polylines(frame, [le], True, (0, 255, 255), 1) + cv2.polylines(frame, [re], True, (0, 255, 255), 1) + # draw iris centers + cv2.circle(frame, tuple(li_c), 3, (0, 0, 255), -1) + cv2.circle(frame, tuple(ri_c), 3, (0, 0, 255), -1) + else: + pred_label = "closed" + focused = False + else: + if model is not None: + pred_label, conf = classify_frame(model, frame) + gray = cv2.cvtColor(frame, cv2.COLOR_BGR2GRAY) + pupil_center = detect_pupil_center(gray) if pred_label.lower() == "open" else None + focused = False + if pred_label.lower() == "open" and pupil_center is not None: + focused = is_focused(pupil_center, gray.shape) + + if pred_label.lower() != "open": + focused = False + + label = "open_focused" if (pred_label.lower() == "open" and focused) else "open_not_focused" + if pred_label.lower() != "open": + label = "closed_not_focused" + + fcsv.write(f"{time_sec:.2f},{label},{int(focused)},{conf:.4f}\n") + + if last_label is None: + last_label = label + seg_start = time_sec + elif label != last_label: + segments.append((seg_start, time_sec, last_label)) + seg_start = time_sec + last_label = label + + annotated = annotate_frame(frame, label, focused, conf, time_sec) + writer.write(annotated) + frame_idx += 1 + + if last_label is not None: + end_time = frame_idx / fps + segments.append((seg_start, end_time, last_label)) + write_segments(seg_path, segments) + + cap.release() + writer.release() + print(f"Saved: {out_path}") + print(f"CSV: {csv_path}") + print(f"Segments: {seg_path}") + + +def main(): + project_root = Path(__file__).resolve().parent.parent + weights = find_weights(project_root) + model = YOLO(str(weights)) if weights is not None else None + + # Default to 1.mp4 and 2.mp4 in project root + videos = [] + for name in ["1.mp4", "2.mp4"]: + p = project_root / name + if p.exists(): + videos.append(p) + + # Also allow passing paths via env var + extra = os.getenv("VIDEOS", "") + for v in [x.strip() for x in extra.split(",") if x.strip()]: + vp = Path(v) + if not vp.is_absolute(): + vp = project_root / vp + if vp.exists(): + videos.append(vp) + + if not videos: + print("No videos found. Expected 1.mp4 / 2.mp4 in project root.") + return + + for v in videos: + process_video(v, model) + + +if __name__ == "__main__": + main() diff --git a/models/cnn/CNN_MODEL/scripts/webcam_live.py b/models/cnn/CNN_MODEL/scripts/webcam_live.py new file mode 100644 index 0000000000000000000000000000000000000000..c9a3f78b5855193a238a79629ac0f9cba448b926 --- /dev/null +++ b/models/cnn/CNN_MODEL/scripts/webcam_live.py @@ -0,0 +1,184 @@ +""" +Live webcam: detect face, crop each eye, run open/closed classifier, show on screen. +Requires: opencv-python, ultralytics, mediapipe (pip install mediapipe). +Press 'q' to quit. +""" +import urllib.request +from pathlib import Path + +import cv2 +import numpy as np +from ultralytics import YOLO + +try: + import mediapipe as mp + _mp_has_solutions = hasattr(mp, "solutions") +except ImportError: + mp = None + _mp_has_solutions = False + +# New MediaPipe Tasks API (Face Landmarker) eye indices +LEFT_EYE_INDICES_NEW = [263, 249, 390, 373, 374, 380, 381, 382, 362, 466, 388, 387, 386, 385, 384, 398] +RIGHT_EYE_INDICES_NEW = [33, 7, 163, 144, 145, 153, 154, 155, 133, 246, 161, 160, 159, 158, 157, 173] +# Old Face Mesh (solutions) indices +LEFT_EYE_INDICES_OLD = [33, 160, 158, 133, 153, 144] +RIGHT_EYE_INDICES_OLD = [362, 385, 387, 263, 373, 380] +EYE_PADDING = 0.35 + + +def find_weights(project_root: Path) -> Path | None: + candidates = [ + project_root / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "best.pt", + project_root / "runs" / "classify" / "runs_cls" / "eye_open_closed_cpu" / "weights" / "last.pt", + ] + return next((p for p in candidates if p.is_file()), None) + + +def get_eye_roi(frame: np.ndarray, landmarks, indices: list[int]) -> np.ndarray | None: + h, w = frame.shape[:2] + pts = np.array([(int(landmarks[i].x * w), int(landmarks[i].y * h)) for i in indices]) + x_min, y_min = pts.min(axis=0) + x_max, y_max = pts.max(axis=0) + dx = max(int((x_max - x_min) * EYE_PADDING), 8) + dy = max(int((y_max - y_min) * EYE_PADDING), 8) + x0 = max(0, x_min - dx) + y0 = max(0, y_min - dy) + x1 = min(w, x_max + dx) + y1 = min(h, y_max + dy) + if x1 <= x0 or y1 <= y0: + return None + return frame[y0:y1, x0:x1].copy() + + +def _run_with_solutions(mp, model, cap): + face_mesh = mp.solutions.face_mesh.FaceMesh( + static_image_mode=False, + max_num_faces=1, + refine_landmarks=True, + min_detection_confidence=0.5, + min_tracking_confidence=0.5, + ) + while True: + ret, frame = cap.read() + if not ret: + break + rgb = cv2.cvtColor(frame, cv2.COLOR_BGR2RGB) + results = face_mesh.process(rgb) + left_label, left_conf = "—", 0.0 + right_label, right_conf = "—", 0.0 + if results.multi_face_landmarks: + lm = results.multi_face_landmarks[0].landmark + for roi, indices, side in [ + (get_eye_roi(frame, lm, LEFT_EYE_INDICES_OLD), LEFT_EYE_INDICES_OLD, "left"), + (get_eye_roi(frame, lm, RIGHT_EYE_INDICES_OLD), RIGHT_EYE_INDICES_OLD, "right"), + ]: + if roi is not None and roi.size > 0: + try: + pred = model.predict(roi, imgsz=224, device="cpu", verbose=False) + if pred: + r = pred[0] + label = model.names[int(r.probs.top1)] + conf = float(r.probs.top1conf) + if side == "left": + left_label, left_conf = label, conf + else: + right_label, right_conf = label, conf + except Exception: + pass + cv2.putText(frame, f"L: {left_label} ({left_conf:.0%})", (20, 40), cv2.FONT_HERSHEY_SIMPLEX, 0.9, (0, 255, 0), 2) + cv2.putText(frame, f"R: {right_label} ({right_conf:.0%})", (20, 80), cv2.FONT_HERSHEY_SIMPLEX, 0.9, (0, 255, 0), 2) + cv2.imshow("Eye open/closed (q to quit)", frame) + if cv2.waitKey(1) & 0xFF == ord("q"): + break + + +def _run_with_tasks(project_root: Path, model, cap): + from mediapipe.tasks.python import BaseOptions + from mediapipe.tasks.python.vision import FaceLandmarker, FaceLandmarkerOptions + from mediapipe.tasks.python.vision.core import vision_task_running_mode as running_mode + from mediapipe.tasks.python.vision.core import image as image_lib + + model_path = project_root / "weights" / "face_landmarker.task" + if not model_path.is_file(): + print("Downloading face_landmarker.task ...") + url = "https://storage.googleapis.com/mediapipe-models/face_landmarker/face_landmarker/float16/1/face_landmarker.task" + urllib.request.urlretrieve(url, model_path) + print("Done.") + + options = FaceLandmarkerOptions( + base_options=BaseOptions(model_asset_path=str(model_path)), + running_mode=running_mode.VisionTaskRunningMode.IMAGE, + num_faces=1, + ) + face_landmarker = FaceLandmarker.create_from_options(options) + ImageFormat = image_lib.ImageFormat + + while True: + ret, frame = cap.read() + if not ret: + break + left_label, left_conf = "—", 0.0 + right_label, right_conf = "—", 0.0 + + rgb = cv2.cvtColor(frame, cv2.COLOR_BGR2RGB) + rgb_contiguous = np.ascontiguousarray(rgb) + mp_image = image_lib.Image(ImageFormat.SRGB, rgb_contiguous) + result = face_landmarker.detect(mp_image) + + if result.face_landmarks: + lm = result.face_landmarks[0] + for roi, side in [ + (get_eye_roi(frame, lm, LEFT_EYE_INDICES_NEW), "left"), + (get_eye_roi(frame, lm, RIGHT_EYE_INDICES_NEW), "right"), + ]: + if roi is not None and roi.size > 0: + try: + pred = model.predict(roi, imgsz=224, device="cpu", verbose=False) + if pred: + r = pred[0] + label = model.names[int(r.probs.top1)] + conf = float(r.probs.top1conf) + if side == "left": + left_label, left_conf = label, conf + else: + right_label, right_conf = label, conf + except Exception: + pass + + cv2.putText(frame, f"L: {left_label} ({left_conf:.0%})", (20, 40), cv2.FONT_HERSHEY_SIMPLEX, 0.9, (0, 255, 0), 2) + cv2.putText(frame, f"R: {right_label} ({right_conf:.0%})", (20, 80), cv2.FONT_HERSHEY_SIMPLEX, 0.9, (0, 255, 0), 2) + cv2.imshow("Eye open/closed (q to quit)", frame) + if cv2.waitKey(1) & 0xFF == ord("q"): + break + + +def main(): + project_root = Path(__file__).resolve().parent.parent + weights = find_weights(project_root) + if weights is None: + print("Weights not found. Put best.pt in weights/ or runs/.../weights/ (from model team).") + return + if mp is None: + print("MediaPipe required. Install: pip install mediapipe") + return + + model = YOLO(str(weights)) + cap = cv2.VideoCapture(0) + if not cap.isOpened(): + print("Could not open webcam.") + return + + print("Live eye open/closed on your face. Press 'q' to quit.") + try: + if _mp_has_solutions: + _run_with_solutions(mp, model, cap) + else: + _run_with_tasks(project_root, model, cap) + finally: + cap.release() + cv2.destroyAllWindows() + + +if __name__ == "__main__": + main() diff --git a/models/cnn/CNN_MODEL/weights/yolo11s-cls.pt b/models/cnn/CNN_MODEL/weights/yolo11s-cls.pt new file mode 100644 index 0000000000000000000000000000000000000000..d517fa51cabcb93329dc99f67d9d78453c7ae6b1 --- /dev/null +++ b/models/cnn/CNN_MODEL/weights/yolo11s-cls.pt @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:e2b605d1c8c212b434a75a32759a6f7adf1d2b29c35f76bdccd4c794cb653cf2 +size 13630112 diff --git a/models/cnn/__init__.py b/models/cnn/__init__.py new file mode 100644 index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391 diff --git a/models/cnn/eye_attention/__init__.py b/models/cnn/eye_attention/__init__.py new file mode 100644 index 0000000000000000000000000000000000000000..8b137891791fe96927ad78e64b0aad7bded08bdc --- /dev/null +++ b/models/cnn/eye_attention/__init__.py @@ -0,0 +1 @@ + diff --git a/models/cnn/eye_attention/classifier.py b/models/cnn/eye_attention/classifier.py new file mode 100644 index 0000000000000000000000000000000000000000..67d0f3360096a220c1b3aa16985e29f2e9a6e96b --- /dev/null +++ b/models/cnn/eye_attention/classifier.py @@ -0,0 +1,169 @@ +from __future__ import annotations + +import os +from abc import ABC, abstractmethod + +import numpy as np + + +class EyeClassifier(ABC): + @property + @abstractmethod + def name(self) -> str: + pass + + @abstractmethod + def predict_score(self, crops_bgr: list[np.ndarray]) -> float: + pass + + +class GeometricOnlyClassifier(EyeClassifier): + @property + def name(self) -> str: + return "geometric" + + def predict_score(self, crops_bgr: list[np.ndarray]) -> float: + return 1.0 + + +class YOLOv11Classifier(EyeClassifier): + def __init__(self, checkpoint_path: str, device: str = "cpu"): + from ultralytics import YOLO + + self._model = YOLO(checkpoint_path) + self._device = device + + names = self._model.names + self._attentive_idx = None + for idx, cls_name in names.items(): + if cls_name in ("open", "attentive"): + self._attentive_idx = idx + break + if self._attentive_idx is None: + self._attentive_idx = max(names.keys()) + print(f"[YOLO] Classes: {names}, attentive_idx={self._attentive_idx}") + + @property + def name(self) -> str: + return "yolo" + + def predict_score(self, crops_bgr: list[np.ndarray]) -> float: + if not crops_bgr: + return 1.0 + results = self._model.predict(crops_bgr, device=self._device, verbose=False) + scores = [float(r.probs.data[self._attentive_idx]) for r in results] + return sum(scores) / len(scores) if scores else 1.0 + + +class EyeCNNClassifier(EyeClassifier): + """Loader for the custom PyTorch EyeCNN (trained on Kaggle eye crops).""" + + def __init__(self, checkpoint_path: str, device: str = "cpu"): + import torch + import torch.nn as nn + + class EyeCNN(nn.Module): + def __init__(self, num_classes=2, dropout_rate=0.3): + super().__init__() + self.conv_layers = nn.Sequential( + nn.Conv2d(3, 32, 3, 1, 1), nn.BatchNorm2d(32), nn.ReLU(), nn.MaxPool2d(2, 2), + nn.Conv2d(32, 64, 3, 1, 1), nn.BatchNorm2d(64), nn.ReLU(), nn.MaxPool2d(2, 2), + nn.Conv2d(64, 128, 3, 1, 1), nn.BatchNorm2d(128), nn.ReLU(), nn.MaxPool2d(2, 2), + nn.Conv2d(128, 256, 3, 1, 1), nn.BatchNorm2d(256), nn.ReLU(), nn.MaxPool2d(2, 2), + ) + self.fc_layers = nn.Sequential( + nn.AdaptiveAvgPool2d((1, 1)), nn.Flatten(), + nn.Linear(256, 512), nn.ReLU(), nn.Dropout(dropout_rate), + nn.Linear(512, num_classes), + ) + + def forward(self, x): + return self.fc_layers(self.conv_layers(x)) + + self._device = torch.device(device) + checkpoint = torch.load(checkpoint_path, map_location=self._device, weights_only=False) + dropout_rate = checkpoint.get("config", {}).get("dropout_rate", 0.35) + self._model = EyeCNN(num_classes=2, dropout_rate=dropout_rate) + self._model.load_state_dict(checkpoint["model_state_dict"]) + self._model.to(self._device) + self._model.eval() + + self._transform = None # built lazily + + def _get_transform(self): + if self._transform is None: + from torchvision import transforms + self._transform = transforms.Compose([ + transforms.ToPILImage(), + transforms.Resize((96, 96)), + transforms.ToTensor(), + transforms.Normalize( + mean=[0.485, 0.456, 0.406], + std=[0.229, 0.224, 0.225], + ), + ]) + return self._transform + + @property + def name(self) -> str: + return "eye_cnn" + + def predict_score(self, crops_bgr: list[np.ndarray]) -> float: + if not crops_bgr: + return 1.0 + + import torch + import cv2 + + transform = self._get_transform() + scores = [] + for crop in crops_bgr: + if crop is None or crop.size == 0: + scores.append(1.0) + continue + rgb = cv2.cvtColor(crop, cv2.COLOR_BGR2RGB) + tensor = transform(rgb).unsqueeze(0).to(self._device) + with torch.no_grad(): + output = self._model(tensor) + prob = torch.softmax(output, dim=1)[0, 1].item() # prob of "open" + scores.append(prob) + return sum(scores) / len(scores) + + +_EXT_TO_BACKEND = {".pth": "cnn", ".pt": "yolo"} + + +def load_eye_classifier( + path: str | None = None, + backend: str = "yolo", + device: str = "cpu", +) -> EyeClassifier: + if backend == "geometric": + return GeometricOnlyClassifier() + + if path is None: + print(f"[CLASSIFIER] No model path for backend {backend!r}, falling back to geometric") + return GeometricOnlyClassifier() + + ext = os.path.splitext(path)[1].lower() + inferred = _EXT_TO_BACKEND.get(ext) + if inferred and inferred != backend: + print(f"[CLASSIFIER] File extension {ext!r} implies backend {inferred!r}, " + f"overriding requested {backend!r}") + backend = inferred + + print(f"[CLASSIFIER] backend={backend!r}, path={path!r}") + + if backend == "cnn": + return EyeCNNClassifier(path, device=device) + + if backend == "yolo": + try: + return YOLOv11Classifier(path, device=device) + except ImportError: + print("[CLASSIFIER] ultralytics required for YOLO. pip install ultralytics") + raise + + raise ValueError( + f"Unknown eye backend {backend!r}. Choose from: yolo, cnn, geometric" + ) \ No newline at end of file diff --git a/models/cnn/eye_attention/crop.py b/models/cnn/eye_attention/crop.py new file mode 100644 index 0000000000000000000000000000000000000000..bdb9816ffa085e8a7e87ba37e3da82494d0b57ef --- /dev/null +++ b/models/cnn/eye_attention/crop.py @@ -0,0 +1,70 @@ +import cv2 +import numpy as np + +from models.pretrained.face_mesh.face_mesh import FaceMeshDetector + +LEFT_EYE_CONTOUR = FaceMeshDetector.LEFT_EYE_INDICES +RIGHT_EYE_CONTOUR = FaceMeshDetector.RIGHT_EYE_INDICES + +IMAGENET_MEAN = (0.485, 0.456, 0.406) +IMAGENET_STD = (0.229, 0.224, 0.225) + +CROP_SIZE = 96 + + +def _bbox_from_landmarks( + landmarks: np.ndarray, + indices: list[int], + frame_w: int, + frame_h: int, + expand: float = 0.4, +) -> tuple[int, int, int, int]: + pts = landmarks[indices, :2] + px = pts[:, 0] * frame_w + py = pts[:, 1] * frame_h + + x_min, x_max = px.min(), px.max() + y_min, y_max = py.min(), py.max() + w = x_max - x_min + h = y_max - y_min + cx = (x_min + x_max) / 2 + cy = (y_min + y_max) / 2 + + size = max(w, h) * (1 + expand) + half = size / 2 + + x1 = int(max(cx - half, 0)) + y1 = int(max(cy - half, 0)) + x2 = int(min(cx + half, frame_w)) + y2 = int(min(cy + half, frame_h)) + + return x1, y1, x2, y2 + + +def extract_eye_crops( + frame: np.ndarray, + landmarks: np.ndarray, + expand: float = 0.4, + crop_size: int = CROP_SIZE, +) -> tuple[np.ndarray, np.ndarray, tuple, tuple]: + h, w = frame.shape[:2] + + left_bbox = _bbox_from_landmarks(landmarks, LEFT_EYE_CONTOUR, w, h, expand) + right_bbox = _bbox_from_landmarks(landmarks, RIGHT_EYE_CONTOUR, w, h, expand) + + left_crop = frame[left_bbox[1] : left_bbox[3], left_bbox[0] : left_bbox[2]] + right_crop = frame[right_bbox[1] : right_bbox[3], right_bbox[0] : right_bbox[2]] + + left_crop = cv2.resize(left_crop, (crop_size, crop_size), interpolation=cv2.INTER_AREA) + right_crop = cv2.resize(right_crop, (crop_size, crop_size), interpolation=cv2.INTER_AREA) + + return left_crop, right_crop, left_bbox, right_bbox + + +def crop_to_tensor(crop_bgr: np.ndarray): + import torch + + rgb = cv2.cvtColor(crop_bgr, cv2.COLOR_BGR2RGB).astype(np.float32) / 255.0 + for c in range(3): + rgb[:, :, c] = (rgb[:, :, c] - IMAGENET_MEAN[c]) / IMAGENET_STD[c] + return torch.from_numpy(rgb.transpose(2, 0, 1)) diff --git a/models/cnn/eye_attention/train.py b/models/cnn/eye_attention/train.py new file mode 100644 index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391 diff --git a/models/cnn/notebooks/EyeCNN.ipynb b/models/cnn/notebooks/EyeCNN.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..76a9437104b62cb928a7dafee20b760c78293465 --- /dev/null +++ b/models/cnn/notebooks/EyeCNN.ipynb @@ -0,0 +1,107 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [], + "gpuType": "T4" + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + }, + "accelerator": "GPU" + }, + "cells": [ + { + "cell_type": "code", + "source": [ + "import os\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.optim as optim\n", + "from torch.utils.data import DataLoader\n", + "from torchvision import datasets, transforms\n", + "\n", + "from google.colab import drive\n", + "drive.mount('/content/drive')\n", + "!cp -r /content/drive/MyDrive/Dataset_clean /content/\n", + "\n", + "#Verify structure\n", + "for split in ['train', 'val', 'test']:\n", + " path = f'/content/Dataset_clean/{split}'\n", + " classes = os.listdir(path)\n", + " total = sum(len(os.listdir(os.path.join(path, c))) for c in classes)\n", + " print(f'{split}: {total} images | classes: {classes}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "sE1F3em-V5go", + "outputId": "2c73a9a6-a198-468c-a2cc-253b2de7cc3f" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n" + ] + } + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "nG2bh66rQ56G" + }, + "outputs": [], + "source": [ + "class EyeCNN(nn.Module):\n", + " def __init__(self, num_classes=2):\n", + " super(EyeCNN, self).__init__()\n", + " self.conv_layers = nn.Sequential(\n", + " nn.Conv2d(3, 32, 3, 1, 1),\n", + " nn.BatchNorm2d(32),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " nn.Conv2d(32, 64, 3, 1, 1),\n", + " nn.BatchNorm2d(64),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " nn.Conv2d(64, 128, 3, 1, 1),\n", + " nn.BatchNorm2d(128),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " nn.Conv2d(128, 256, 3, 1, 1),\n", + " nn.BatchNorm2d(256),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2)\n", + " )\n", + "\n", + " self.fc_layers = nn.Sequential(\n", + " nn.AdaptiveAvgPool2d((1, 1)),\n", + " nn.Flatten(),\n", + " nn.Linear(256, 512),\n", + " nn.ReLU(),\n", + " nn.Dropout(0.35),\n", + " nn.Linear(512, num_classes)\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv_layers(x)\n", + " x = self.fc_layers(x)\n", + " return x" + ] + } + ] +} \ No newline at end of file diff --git a/models/cnn/notebooks/EyeCNN_Train_Evaluate_new.ipynb b/models/cnn/notebooks/EyeCNN_Train_Evaluate_new.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..88ab4ead630e090af0d79bca3f18d723f7c5a3e8 --- /dev/null +++ b/models/cnn/notebooks/EyeCNN_Train_Evaluate_new.ipynb @@ -0,0 +1,1501 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "imports", + "outputId": "a3c3dfd4-2055-4efb-eb7c-ae1413c2bb4f" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Mounted at /content/drive\n", + "PyTorch version: 2.10.0+cu128\n", + "CUDA available: True\n", + "GPU: NVIDIA A100-SXM4-80GB\n" + ] + } + ], + "source": [ + "# Install ClearML\n", + "!pip install clearml -q\n", + "\n", + "import os\n", + "import time\n", + "import copy\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.optim as optim\n", + "from torch.utils.data import DataLoader\n", + "from torchvision import datasets, transforms\n", + "\n", + "from sklearn.metrics import (\n", + " classification_report,\n", + " confusion_matrix,\n", + " ConfusionMatrixDisplay,\n", + " roc_auc_score,\n", + " roc_curve,\n", + " precision_recall_curve,\n", + " precision_recall_fscore_support,\n", + " f1_score,\n", + " accuracy_score\n", + ")\n", + "\n", + "# Mount Google Drive\n", + "from google.colab import drive\n", + "drive.mount('/content/drive', force_remount=True)\n", + "\n", + "print(f'PyTorch version: {torch.__version__}')\n", + "print(f'CUDA available: {torch.cuda.is_available()}')\n", + "if torch.cuda.is_available():\n", + " print(f'GPU: {torch.cuda.get_device_name(0)}')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "clearml_init", + "outputId": "f047e7fc-062d-4147-d28c-60a73102d639" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "env: CLEARML_WEB_HOST=https://app.5ccsagap.er.kcl.ac.uk/\n", + "env: CLEARML_API_HOST=https://api.5ccsagap.er.kcl.ac.uk\n", + "env: CLEARML_FILES_HOST=https://files.5ccsagap.er.kcl.ac.uk\n", + "env: CLEARML_API_ACCESS_KEY=DU1JEH31U395C23WQOQTJZT5XKI5MR\n", + "env: CLEARML_API_SECRET_KEY=3UwgkzYnfANUCHoK8MwuKUAvxvW-ZmKaDM1GnX7ABqvvsbydLeFnlMuWRmi5ge23hTA\n", + "ClearML Task: created new task id=e22406794db945aab36ca02d9f6c4eff\n", + "CLEARML-SERVER new package available: UPGRADE to v2.4.0 is recommended!\n", + "Release Notes:\n", + "### New features and improvements\n", + "- Add show/hide matching filter control to UI Task Scalars and Plots ([ClearML #744](https://github.com/clearml/clearml/issues/744), [ClearML #1253](https://github.com/clearml/clearml/issues/1253))\n", + "- Task Comparison view: Display task color indicators in task list instead of task legend ([ClearML #1461](https://github.com/clearml/clearml/issues/1461))\n", + "- Add support for setting task type during UI task creation ([ClearML Web #115](https://github.com/clearml/clearml-web/issues/115))\n", + "- Add configuration-based overrides for default Elasticsearch mappings\n", + "- Add UI task clone options to reset Python requirements\n", + "- Update Elastic to version 8.19.9\n", + "- Make Task Repository URL in Task Execution tab clickable\n", + "- Support short project names (fewer than 3 characters)\n", + "\n", + "### Bug Fixes\n", + "- Fix API Server sometimes crashes on sharded Redis deployments ([ClearML Server #305](https://github.com/clearml/clearml-server/issues/305))\n", + "- Fix UI bulk task reset affecting published tasks ([ClearML #1490](https://github.com/clearml/clearml/issues/1490))\n", + "- UI Object table filters:\n", + " * Fix \"User\" filter in UI \"All Models\" table not displaying users who have no tasks\n", + " * Fix \"User\" filter displaying outdated user names after name change\n", + "- Fix tasks not appearing in the correct queue after being moved in UI Orchestration > Queues\n", + "- Fix UI Task Scalars tab hiding multiple graphs with the same name when toggling one\n", + "- Fix Scientific notation can't be used in integer/float fields in UI Pipeline \"New Run\" modal\n", + "- Fix \"Enqueue\" button is enabled in UI Task \"Enqueue\" / \" Retry\" modal when \"Queue\" field is blank\n", + "- Global search\n", + " * Fix filter section not displaying by default when switching from Advanced to Basic search modes\n", + " * Fix filter indicator appearing on all search tabs instead of the active tab\n", + " * Fix spaces being removed while typing in search term\n", + "- Fix Project Path icon displayed on Root Project folder in UI Reports page\n", + "- Fix last graph legends in UI task table comparison view are obscured\n", + "- Fix project tag filters displaying task tags in UI Projects\n", + "- Fix sorting not working in UI task comparison selection\n", + "- Fix missing \"Edit\" button in task Configuration tab\n", + "- Fix UI comparison plots incorrectly merging subplots with multiple variants\n", + "- Fix “No data to show” message incorrectly appearing while UI pages load\n", + "- Fix Projects Workload graph's tooltip does not display all legends\n", + "ClearML results page: https://app.5ccsagap.er.kcl.ac.uk/projects/ce218b2f751641c68042f8fa216f8746/experiments/e22406794db945aab36ca02d9f6c4eff/output/log\n", + "ClearML task created: eye-cnn-v11\n" + ] + } + ], + "source": [ + "# ClearML EXPERIMENT TRACKING\n", + "%env CLEARML_WEB_HOST=https://app.5ccsagap.er.kcl.ac.uk/\n", + "%env CLEARML_API_HOST=https://api.5ccsagap.er.kcl.ac.uk\n", + "%env CLEARML_FILES_HOST=https://files.5ccsagap.er.kcl.ac.uk\n", + "%env CLEARML_API_ACCESS_KEY=DU1JEH31U395C23WQOQTJZT5XKI5MR\n", + "%env CLEARML_API_SECRET_KEY=3UwgkzYnfANUCHoK8MwuKUAvxvW-ZmKaDM1GnX7ABqvvsbydLeFnlMuWRmi5ge23hTA\n", + "\n", + "from clearml import Task\n", + "\n", + "EXPERIMENT_NAME = 'eye-cnn-v11' # Change for each experiment run\n", + "\n", + "task = Task.init(\n", + " project_name='FocusGuards Large Group Project',\n", + " task_name=EXPERIMENT_NAME,\n", + " reuse_last_task_id=False,\n", + ")\n", + "\n", + "logger = task.get_logger()\n", + "\n", + "# Experiment tags for filtering in ClearML dashboard\n", + "task.add_tags(['eye-cnn', 'baseline', 'kaggle-data', 'adam'])\n", + "\n", + "print(f'ClearML task created: {EXPERIMENT_NAME}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WBG5caVu7tIG" + }, + "source": [ + "## Dataset Loading\n", + "Copy dataset from Google Drive to Colab local storage for faster training." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "copy_dataset", + "outputId": "1d7c8bae-3f95-4371-f416-0105c15c6d38" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Zip already local, skipping copy.\n", + "Dataset already unzipped, skipping.\n", + "Archive: /content/Dataset_clean_.zip\n", + " Length Date Time Name\n", + "--------- ---------- ----- ----\n", + " 0 2026-03-05 13:16 Dataset_clean/\n", + " 349 2026-03-05 13:16 __MACOSX/._Dataset_clean\n", + " 6148 2026-03-05 13:15 Dataset_clean/.DS_Store\n", + "--- Dataset Summary ---\n", + "train : 117,435 images | {'open': 89445, 'closed': 27990}\n", + "val : 14,680 images | {'open': 11181, 'closed': 3499}\n", + "test : 14,680 images | {'open': 11181, 'closed': 3499}\n" + ] + } + ], + "source": [ + "import os\n", + "import glob\n", + "\n", + "ZIP_IN_DRIVE = \"/content/drive/MyDrive/Dataset_clean_.zip\"\n", + "ZIP_LOCAL = \"/content/Dataset_clean_.zip\"\n", + "LOCAL_DATASET_PATH = \"/content/Dataset_clean\"\n", + "\n", + "# Step 1: Copy zip from Drive if not already local\n", + "if not os.path.exists(ZIP_LOCAL):\n", + " print(\"Copying zip from Drive...\")\n", + " !cp \"{ZIP_IN_DRIVE}\" \"{ZIP_LOCAL}\"\n", + "else:\n", + " print(\"Zip already local, skipping copy.\")\n", + "\n", + "# Step 2: Unzip only if dataset folder missing\n", + "if not os.path.exists(os.path.join(LOCAL_DATASET_PATH, \"train\")):\n", + " print(\"Unzipping...\")\n", + " !rm -rf \"{LOCAL_DATASET_PATH}\"\n", + " !unzip -q \"{ZIP_LOCAL}\" -d /content/\n", + " print(\"Done.\")\n", + "else:\n", + " print(\"Dataset already unzipped, skipping.\")\n", + "\n", + "# Structure check\n", + "!unzip -l \"{ZIP_LOCAL}\" | head -6\n", + "\n", + "# Dataset summary\n", + "print('--- Dataset Summary ---')\n", + "for split in ['train', 'val', 'test']:\n", + " split_path = os.path.join(LOCAL_DATASET_PATH, split)\n", + " if not os.path.exists(split_path):\n", + " print(f'{split}: MISSING!')\n", + " continue\n", + " classes = [d for d in os.listdir(split_path) if not d.startswith('.')]\n", + " counts = {}\n", + " total = 0\n", + " for c in classes:\n", + " n = len(glob.glob(os.path.join(split_path, c, \"*\")))\n", + " counts[c] = n\n", + " total += n\n", + " print(f'{split:6s}: {total:>7,} images | {counts}')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "AEUnWWI97tIH" + }, + "source": [ + "## Hyperparameters" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "hyperparams", + "outputId": "fc755910-8e4b-4eb0-8c70-e2f744f0ec83" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Using device: cuda\n", + "\n", + "Hyperparameters:\n", + " img_size: 96\n", + " batch_size: 64\n", + " learning_rate: 0.001\n", + " epochs: 30\n", + " patience: 5\n", + " dropout_rate: 0.3\n", + " num_workers: 2\n", + " optimizer: Adam\n", + " architecture: EyeCNN-4block\n" + ] + } + ], + "source": [ + "# HYPERPARAMETERS\n", + "config = {\n", + " 'img_size': 96, # Input image size (96x96)\n", + " 'batch_size': 64, # Number of images per batch\n", + " 'learning_rate': 1e-3, # Adam optimizer learning rate\n", + " 'epochs': 30, # Max training epochs\n", + " 'patience': 5, # Early stopping patience\n", + " 'dropout_rate': 0.3, # Dropout for regularization\n", + " 'num_workers': 2, # DataLoader workers\n", + " 'optimizer': 'Adam', # Optimizer choice\n", + " 'architecture': 'EyeCNN-4block', # 4-block CNN\n", + "}\n", + "\n", + "# Log to ClearML\n", + "task.connect(config)\n", + "\n", + "# Device\n", + "device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n", + "print(f'Using device: {device}')\n", + "print(f'\\nHyperparameters:')\n", + "for k, v in config.items():\n", + " print(f' {k}: {v}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "UhlRStGE7tIH" + }, + "source": [ + "## Data Transforms & Loading" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "data_loading", + "outputId": "b03ec113-5019-48a4-82b3-4edec2878fca" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['.DS_Store', 'val', 'train', 'test']\n", + "Classes: ['closed', 'open']\n", + "Class mapping: {'closed': 0, 'open': 1}\n", + "\n", + "Train: 117,435 | Val: 14,680 | Test: 14,680\n" + ] + } + ], + "source": [ + "# Data transforms\n", + "\n", + "import os\n", + "print(os.listdir(LOCAL_DATASET_PATH))\n", + "\n", + "normalize = transforms.Normalize(\n", + " mean=[0.485, 0.456, 0.406],\n", + " std=[0.229, 0.224, 0.225]\n", + ")\n", + "\n", + "train_transform = transforms.Compose([\n", + " transforms.Resize((config['img_size'], config['img_size'])),\n", + " transforms.RandomHorizontalFlip(p=0.5),\n", + " transforms.RandomRotation(10),\n", + " transforms.ColorJitter(brightness=0.2, contrast=0.2),\n", + " transforms.ToTensor(),\n", + " normalize,\n", + "])\n", + "\n", + "eval_transform = transforms.Compose([\n", + " transforms.Resize((config['img_size'], config['img_size'])),\n", + " transforms.ToTensor(),\n", + " normalize,\n", + "])\n", + "\n", + "# Load datasets\n", + "train_dataset = datasets.ImageFolder(os.path.join(LOCAL_DATASET_PATH, 'train'), transform=train_transform)\n", + "val_dataset = datasets.ImageFolder(os.path.join(LOCAL_DATASET_PATH, 'val'), transform=eval_transform)\n", + "test_dataset = datasets.ImageFolder(os.path.join(LOCAL_DATASET_PATH, 'test'), transform=eval_transform)\n", + "\n", + "# Data loaders\n", + "train_loader = DataLoader(train_dataset, batch_size=config['batch_size'], shuffle=True, num_workers=config['num_workers'])\n", + "val_loader = DataLoader(val_dataset, batch_size=config['batch_size'], shuffle=False, num_workers=config['num_workers'])\n", + "test_loader = DataLoader(test_dataset, batch_size=config['batch_size'], shuffle=False, num_workers=config['num_workers'])\n", + "\n", + "# Class info\n", + "class_names = train_dataset.classes # ['closed', 'open'] — alphabetical\n", + "print(f'Classes: {class_names}')\n", + "print(f'Class mapping: {train_dataset.class_to_idx}')\n", + "print(f'\\nTrain: {len(train_dataset):,} | Val: {len(val_dataset):,} | Test: {len(test_dataset):,}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pdyRkDJi7tII" + }, + "source": [ + "## Sample Images" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 268 + }, + "id": "sample_images", + "outputId": "aae4b525-7ae3-4f01-ab5d-bb41cea5531f" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: sample_images.png\n" + ] + } + ], + "source": [ + "# Show some sample images\n", + "fig, axes = plt.subplots(2, 8, figsize=(16, 4))\n", + "fig.suptitle('Sample Images (Top: closed, Bottom: open)', fontsize=14)\n", + "\n", + "for row, class_name in enumerate(class_names):\n", + " class_idx = train_dataset.class_to_idx[class_name]\n", + " indices = [i for i, (_, label) in enumerate(train_dataset.samples) if label == class_idx]\n", + " for col in range(8):\n", + " img, label = train_dataset[indices[col]]\n", + " img_display = img.permute(1, 2, 0).numpy()\n", + " img_display = img_display * np.array([0.229, 0.224, 0.225]) + np.array([0.485, 0.456, 0.406])\n", + " img_display = np.clip(img_display, 0, 1)\n", + " axes[row, col].imshow(img_display)\n", + " axes[row, col].axis('off')\n", + " if col == 0:\n", + " axes[row, col].set_ylabel(class_name, fontsize=12)\n", + "\n", + "plt.tight_layout()\n", + "plt.savefig('sample_images.png', dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "print('Saved: sample_images.png')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "k-mrVqQZ7tIJ" + }, + "source": [ + "## Model Architecture" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "model", + "outputId": "c13ffbb1-e5db-4787-8d9a-4e8f365ae65d" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Model: EyeCNN (4-block)\n", + "Total parameters: 521,986\n", + "Trainable parameters: 521,986\n", + "\n", + "Input shape: torch.Size([1, 3, 96, 96])\n", + "Output shape: torch.Size([1, 2]) (should be [1, 2])\n", + "Model OK!\n" + ] + } + ], + "source": [ + "class EyeCNN(nn.Module):\n", + " \"\"\"\n", + " Eye Open/Closed Classifier.\n", + "\n", + " 4 conv blocks (32->64->128->256)\n", + "\n", + " Input: 3 x 96 x 96 (RGB eye crop)\n", + " Output: 2 classes (closed=0, open=1)\n", + " \"\"\"\n", + " def __init__(self, num_classes=2, dropout_rate=0.3):\n", + " super(EyeCNN, self).__init__()\n", + "\n", + " self.conv_layers = nn.Sequential(\n", + " # Block 1: 3 -> 32 channels, 96x96 -> 48x48\n", + " nn.Conv2d(3, 32, 3, 1, 1),\n", + " nn.BatchNorm2d(32),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " # Block 2: 32 -> 64 channels, 48x48 -> 24x24\n", + " nn.Conv2d(32, 64, 3, 1, 1),\n", + " nn.BatchNorm2d(64),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " # Block 3: 64 -> 128 channels, 24x24 -> 12x12\n", + " nn.Conv2d(64, 128, 3, 1, 1),\n", + " nn.BatchNorm2d(128),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " # Block 4: 128 -> 256 channels, 12x12 -> 6x6\n", + " nn.Conv2d(128, 256, 3, 1, 1),\n", + " nn.BatchNorm2d(256),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + " )\n", + "\n", + " self.fc_layers = nn.Sequential(\n", + " nn.AdaptiveAvgPool2d((1, 1)),\n", + " nn.Flatten(),\n", + " nn.Linear(256, 512),\n", + " nn.ReLU(),\n", + " nn.Dropout(dropout_rate),\n", + " nn.Linear(512, num_classes),\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv_layers(x)\n", + " x = self.fc_layers(x)\n", + " return x\n", + "\n", + "\n", + "# Create model and move to GPU\n", + "model = EyeCNN(\n", + " num_classes=2,\n", + " dropout_rate=config['dropout_rate']\n", + ").to(device)\n", + "\n", + "# Print model summary\n", + "total_params = sum(p.numel() for p in model.parameters())\n", + "trainable_params = sum(p.numel() for p in model.parameters() if p.requires_grad)\n", + "print(f'Model: EyeCNN (4-block)')\n", + "print(f'Total parameters: {total_params:,}')\n", + "print(f'Trainable parameters: {trainable_params:,}')\n", + "\n", + "# Verify with a dummy input\n", + "dummy = torch.randn(1, 3, config['img_size'], config['img_size']).to(device)\n", + "out = model(dummy)\n", + "print(f'\\nInput shape: {dummy.shape}')\n", + "print(f'Output shape: {out.shape} (should be [1, 2])')\n", + "print('Model OK!')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xWmtvQwp7tIJ" + }, + "source": [ + "## Loss, Optimizer & Scheduler" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "optimizer", + "outputId": "3cfc9373-4a8a-4c8f-9dd6-bf6031117b2d" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Training class counts: closed=27,990, open=89,445\n", + "Ratio: 3.20:1\n", + "\n", + "Loss: CrossEntropyLoss (unweighted — balanced dataset)\n", + "Optimizer: Adam (lr=0.001)\n", + "Scheduler: ReduceLROnPlateau (factor=0.5, patience=3)\n", + "Early stopping patience: 5 epochs\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "{'class_counts_train': {'closed': 27990, 'open': 89445}}" + ] + }, + "metadata": {}, + "execution_count": 8 + } + ], + "source": [ + "import torch\n", + "import glob\n", + "\n", + "#count the training images\n", + "train_path = os.path.join(LOCAL_DATASET_PATH, 'train')\n", + "n_closed = len(glob.glob(os.path.join(train_path, 'closed', '*')))\n", + "n_open = len(glob.glob(os.path.join(train_path, 'open', '*')))\n", + "print(f'Training class counts: closed={n_closed:,}, open={n_open:,}')\n", + "print(f'Ratio: {max(n_open, n_closed) / max(min(n_open, n_closed), 1):.2f}:1')\n", + "\n", + "#no weighted loss because we're using the dataset with dropped images\n", + "criterion = nn.CrossEntropyLoss()\n", + "\n", + "# Optimizer\n", + "optimizer = optim.Adam(model.parameters(), lr=config['learning_rate'])\n", + "\n", + "# Learning rate scheduler\n", + "scheduler = optim.lr_scheduler.ReduceLROnPlateau(\n", + " optimizer, mode='min', factor=0.5, patience=3\n", + ")\n", + "\n", + "print(f'\\nLoss: CrossEntropyLoss (unweighted — balanced dataset)')\n", + "print(f'Optimizer: Adam (lr={config[\"learning_rate\"]})')\n", + "print(f'Scheduler: ReduceLROnPlateau (factor=0.5, patience=3)')\n", + "print(f'Early stopping patience: {config[\"patience\"]} epochs')\n", + "\n", + "# Log class counts to ClearML\n", + "task.connect({'class_counts_train': {'closed': n_closed, 'open': n_open}})" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IWXXxmaO7tIJ" + }, + "source": [ + "## Training Loop\n", + "Per-epoch train & validation metrics, ClearML logging, early stopping, best model checkpoint." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "training", + "outputId": "faac7945-a181-4833-e502-4167d3c55299" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Starting training for up to 30 epochs...\n", + "\n", + " Epoch | Train Loss Train Acc | Val Loss Val Acc | LR | Status\n", + "------------------------------------------------------------------------------------------\n", + " 1 | 0.2733 0.8740 | 0.1132 0.9596 | 0.001000 | Best (108.4s)\n", + " 2 | 0.1023 0.9613 | 0.0764 0.9700 | 0.001000 | Best (108.3s)\n", + " 3 | 0.0688 0.9743 | 0.0717 0.9738 | 0.001000 | Best (109.5s)\n", + " 4 | 0.0544 0.9803 | 0.0513 0.9816 | 0.001000 | Best (107.8s)\n", + " 5 | 0.0443 0.9838 | 0.0413 0.9837 | 0.001000 | Best (108.0s)\n", + " 6 | 0.0390 0.9860 | 0.0320 0.9882 | 0.001000 | Best (108.6s)\n", + " 7 | 0.0351 0.9873 | 0.0354 0.9865 | 0.001000 | (1/5) (108.1s)\n", + " 8 | 0.0318 0.9885 | 0.0368 0.9862 | 0.001000 | (2/5) (108.7s)\n", + " 9 | 0.0287 0.9897 | 0.0284 0.9888 | 0.001000 | Best (109.4s)\n", + " 10 | 0.0272 0.9901 | 0.0259 0.9907 | 0.001000 | Best (108.6s)\n", + " 11 | 0.0252 0.9909 | 0.0244 0.9909 | 0.001000 | Best (108.3s)\n", + " 12 | 0.0231 0.9917 | 0.0244 0.9909 | 0.001000 | Best (108.6s)\n", + " 13 | 0.0221 0.9921 | 0.0230 0.9914 | 0.001000 | Best (108.4s)\n", + " 14 | 0.0209 0.9924 | 0.0273 0.9896 | 0.001000 | (1/5) (108.8s)\n", + " 15 | 0.0190 0.9933 | 0.0220 0.9924 | 0.001000 | Best (110.0s)\n", + " 16 | 0.0189 0.9932 | 0.0257 0.9899 | 0.001000 | (1/5) (108.3s)\n", + " 17 | 0.0171 0.9938 | 0.0228 0.9926 | 0.001000 | (2/5) (107.9s)\n", + " 18 | 0.0169 0.9940 | 0.0319 0.9901 | 0.001000 | (3/5) (108.4s)\n", + " 19 | 0.0162 0.9942 | 0.0198 0.9939 | 0.001000 | Best (108.5s)\n", + " 20 | 0.0155 0.9944 | 0.0247 0.9924 | 0.001000 | (1/5) (109.0s)\n", + " 21 | 0.0151 0.9944 | 0.0193 0.9931 | 0.001000 | Best (109.4s)\n", + " 22 | 0.0144 0.9950 | 0.0237 0.9915 | 0.001000 | (1/5) (107.6s)\n", + " 23 | 0.0141 0.9951 | 0.0222 0.9934 | 0.001000 | (2/5) (107.8s)\n", + " 24 | 0.0131 0.9954 | 0.0246 0.9935 | 0.001000 | (3/5) (107.9s)\n", + " 25 | 0.0128 0.9955 | 0.0214 0.9931 | 0.000500 | (4/5) (108.0s)\n", + " 26 | 0.0091 0.9967 | 0.0231 0.9931 | 0.000500 | (5/5) (108.9s)\n", + "\n", + "Early stopping at epoch 26!\n", + "\n", + "============================================================\n", + "Training complete in 47.0 minutes\n", + "Best epoch: 21 | Val Loss: 0.0193 | Val Acc: 0.9931\n", + "============================================================\n" + ] + } + ], + "source": [ + "# TRAINING LOOP\n", + "\n", + "history = {\n", + " 'train_loss': [], 'val_loss': [],\n", + " 'train_acc': [], 'val_acc': [],\n", + "}\n", + "\n", + "best_val_loss = float('inf')\n", + "best_val_acc = 0.0\n", + "best_model_state = None\n", + "best_epoch = 0\n", + "patience_counter = 0\n", + "\n", + "print(f'Starting training for up to {config[\"epochs\"]} epochs...\\n')\n", + "print(f'{\"Epoch\":>6} | {\"Train Loss\":>10} {\"Train Acc\":>10} | {\"Val Loss\":>10} {\"Val Acc\":>10} | {\"LR\":>10} | Status')\n", + "print('-' * 90)\n", + "\n", + "training_start = time.time()\n", + "\n", + "for epoch in range(1, config['epochs'] + 1):\n", + " epoch_start = time.time()\n", + "\n", + " # TRAIN\n", + " model.train()\n", + " running_loss = 0.0\n", + " correct = 0\n", + " total = 0\n", + "\n", + " for images, labels in train_loader:\n", + " images, labels = images.to(device), labels.to(device)\n", + "\n", + " optimizer.zero_grad()\n", + " outputs = model(images)\n", + " loss = criterion(outputs, labels)\n", + " loss.backward()\n", + " optimizer.step()\n", + "\n", + " running_loss += loss.item() * images.size(0)\n", + " _, predicted = outputs.max(1)\n", + " total += labels.size(0)\n", + " correct += predicted.eq(labels).sum().item()\n", + "\n", + " train_loss = running_loss / total\n", + " train_acc = correct / total\n", + "\n", + " # VALIDATE\n", + " model.eval()\n", + " running_loss = 0.0\n", + " correct = 0\n", + " total = 0\n", + "\n", + " with torch.no_grad():\n", + " for images, labels in val_loader:\n", + " images, labels = images.to(device), labels.to(device)\n", + " outputs = model(images)\n", + " loss = criterion(outputs, labels)\n", + "\n", + " running_loss += loss.item() * images.size(0)\n", + " _, predicted = outputs.max(1)\n", + " total += labels.size(0)\n", + " correct += predicted.eq(labels).sum().item()\n", + "\n", + " val_loss = running_loss / total\n", + " val_acc = correct / total\n", + "\n", + " # Record history\n", + " history['train_loss'].append(train_loss)\n", + " history['val_loss'].append(val_loss)\n", + " history['train_acc'].append(train_acc)\n", + " history['val_acc'].append(val_acc)\n", + "\n", + " # Log to ClearML\n", + " logger.report_scalar('Loss', 'Train', iteration=epoch, value=train_loss)\n", + " logger.report_scalar('Loss', 'Validation', iteration=epoch, value=val_loss)\n", + " logger.report_scalar('Accuracy', 'Train', iteration=epoch, value=train_acc)\n", + " logger.report_scalar('Accuracy', 'Validation', iteration=epoch, value=val_acc)\n", + " logger.report_scalar('Learning Rate', 'LR', iteration=epoch, value=optimizer.param_groups[0]['lr'])\n", + "\n", + " # LR Scheduler step\n", + " scheduler.step(val_loss)\n", + "\n", + " # Early Stopping Check\n", + " status = ''\n", + " if val_loss < best_val_loss:\n", + " best_val_loss = val_loss\n", + " best_val_acc = val_acc\n", + " best_epoch = epoch\n", + " best_model_state = copy.deepcopy(model.state_dict())\n", + " patience_counter = 0\n", + " status = 'Best'\n", + " else:\n", + " patience_counter += 1\n", + " status = f'({patience_counter}/{config[\"patience\"]})'\n", + "\n", + " current_lr = optimizer.param_groups[0]['lr']\n", + " epoch_time = time.time() - epoch_start\n", + " print(f'{epoch:>6} | {train_loss:>10.4f} {train_acc:>10.4f} | {val_loss:>10.4f} {val_acc:>10.4f} | {current_lr:>10.6f} | {status} ({epoch_time:.1f}s)')\n", + "\n", + " if patience_counter >= config['patience']:\n", + " print(f'\\nEarly stopping at epoch {epoch}!')\n", + " break\n", + "\n", + "total_time = time.time() - training_start\n", + "print(f'\\n{\"=\"*60}')\n", + "print(f'Training complete in {total_time/60:.1f} minutes')\n", + "print(f'Best epoch: {best_epoch} | Val Loss: {best_val_loss:.4f} | Val Acc: {best_val_acc:.4f}')\n", + "print(f'{\"=\"*60}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IrPV73xk7tIK" + }, + "source": [ + "## Save Best Model" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "id": "save_model", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "61e7e849-1946-4f70-cf54-cec5ead299dc" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Best model saved to: /content/results/best_eye_cnn.pth\n", + "Also backed up to: /content/drive/MyDrive/FocusGuard_Results/best_eye_cnn.pth\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "True" + ] + }, + "metadata": {}, + "execution_count": 10 + } + ], + "source": [ + "# Save the best model checkpoint\n", + "SAVE_DIR = '/content/results'\n", + "os.makedirs(SAVE_DIR, exist_ok=True)\n", + "\n", + "model_save_path = os.path.join(SAVE_DIR, 'best_eye_cnn.pth')\n", + "torch.save({\n", + " 'epoch': best_epoch,\n", + " 'model_state_dict': best_model_state,\n", + " 'val_loss': best_val_loss,\n", + " 'val_acc': best_val_acc,\n", + " 'class_names': class_names,\n", + " 'config': config,\n", + "}, model_save_path)\n", + "\n", + "print(f'Best model saved to: {model_save_path}')\n", + "\n", + "# Also save to Google Drive\n", + "DRIVE_SAVE_DIR = '/content/drive/MyDrive/FocusGuard_Results'\n", + "os.makedirs(DRIVE_SAVE_DIR, exist_ok=True)\n", + "!cp {model_save_path} {DRIVE_SAVE_DIR}/\n", + "print(f'Also backed up to: {DRIVE_SAVE_DIR}/best_eye_cnn.pth')\n", + "\n", + "# Upload model to ClearML\n", + "task.upload_artifact('best_model', artifact_object=model_save_path)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "wzXtbdBT7tIK" + }, + "source": [ + "## Training Curves" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "id": "curves", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 360 + }, + "outputId": "bb73cb80-847c-4cd4-ae73-91a71a541147" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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VJUqUwGKxcN999+V4puC86NGjB7/99hvDhg2jUaNGhIaGYrfbuf322936vBdzd3vmRLt27dixYwdfffUVP/zwA++//z6vvfYa06ZN46GHHgJgyJAhdOnShQULFvD999/z/PPPM378eH766ScaN258zWIVEREpDNQHVR/U3fLanj/99BOJiYnMnTuXuXPnZrp/1qxZ3HbbbfkSo0N2I24vnYDPISgoCKvVmunYW2+9lRMnTvDss89Sq1YtihYtyoEDB+jXr1+e3vc+ffrwxBNPsH//flJTU1m5ciVvvvlmrs8jUhApaSsiHrF06VKOHz9OfHw87dq1c+7ftWuXB6PKUKZMGYKDg7Oc/TUnM8I6OkWOUZgARYsW5dtvv6Vt27Z07NiRlJQUXnzxRYKCgq54vqCgIO655x4+/vhjDh8+zBdffMHNN99MuXLlnMfMmzePvn37MmnSJOe+lJSULGfbvZLKlSuTkJBAcnKyy0iHbdu2uRx38uRJEhISiIuLc05GAWRZIiA3l2ZVrlw503MBzksWK1eunONzXY2IiAiKFCmSbSxWq5WKFSs695UqVYr+/fvTv39/kpOTadeuHWPGjHEmbQGio6N56qmneOqpp/j7779p1KgRkyZN4tNPP70mr0lERKQwUx9UfdArPf+16IPOmjWLMmXK8NZbb2W6Lz4+ni+//JJp06YREhJCdHQ0GzduvOz5oqOjWbVqFenp6dlOhucYBXxpu1w6evhyNmzYwPbt2/noo4/o06ePc//ixYtdjnOUFbtS3AD33XcfQ4cOZc6cOZw/f56AgAB69uyZ45hECjKVRxARj3D8Kn3xr9BpaWm8/fbbngrJhZ+fHx06dGDBggUcPHjQuf+ff/7hu+++u+Lj69evT9myZXnzzTc5cuSIc3/p0qWZOXMmx44d4/z583Tp0iXHMfXu3Zv09HQeeeQRjh496nJZmiPmS3/Vf+ONN7L99fxyOnfuzIULF3jnnXec+2w2G2+88Uam54TMowmmTJmS6ZxFixYFMncUs3v+1atXs2LFCue+s2fP8t577xEVFUWdOnVy+lKuip+fH7fddhtfffUVu3fvdu4/fPgws2fPpm3bthQvXhwwZ6i+WGhoKNWqVSM1NRWAc+fOkZKS4nJMdHQ0xYoVcx4jIiIi7qU+qPqgV3p+d/dBz58/T3x8PHfeeSf33HNPpmXw4MGcOXOGr7/+GoDu3bvz119/8eWXX2Y6l+P1d+/enWPHjmU5QtVxTOXKlfHz82PZsmUu9+fms5/V+24YBlOnTnU5LiIignbt2jFjxgz27t2bZTwO4eHhdOrUiU8//ZRZs2Zx++23Ex4enuOYRAoyjbQVEY9o3bo1JUuWpG/fvjz++ONYLBY++eSTa3o5+5WMGTOGH374gTZt2jBw4EBsNhtvvvkm9erVY926dZd9rL+/P2+++SY9e/akfv36PPLII1SuXJktW7YwY8YM6tevz/79+7n77rv59ddfnYm/y2nfvj3XXXcdX331FSEhIcTExLjcf+edd/LJJ59QokQJ6tSpw4oVK/jxxx8pXbp0rl97ly5daNOmDcOHD2f37t3UqVOH+Pj4TPXBihcv7qzNmp6eToUKFfjhhx+yHK3SpEkTAEaOHMl9991HQEAAXbp0cXakLzZ8+HDmzJlDp06dePzxxylVqhQfffQRu3btYv78+Zku1bpaM2bMYNGiRZn2P/HEE7z44ossXryYtm3b8uijj+Lv78+7775LamoqEyZMcB5bp04dbrzxRpo0aUKpUqX4/fffmTdvHoMHDwZg+/bt3HLLLfTo0YM6derg7+/Pl19+yeHDh10uMRQRERH3UR9UfVBP90G//vprzpw5w1133ZXl/S1btiQiIoJZs2bRs2dPhg0bxrx587j33nt54IEHaNKkCSdOnODrr79m2rRpNGzYkD59+vDxxx8zdOhQVq9ezQ033MDZs2f58ccfefTRR7n77rspUaIE9957L2+88QYWi4Xo6Gi++eYbl+T+ldSqVYvo6GiefvppDhw4QPHixZk/f36WNXxff/112rZty/XXX8/DDz9MlSpV2L17NwsXLsz0Oe7Tpw/33HMPAC+88ELO30yRgs4QEckngwYNMi79Z6V9+/ZG3bp1szz+119/NVq2bGmEhIQY5cuXN5555hnj+++/NwBjyZIlzuP69u1rVK5c2Xl7165dBmC8+uqrmc4JGLGxsc7bsbGxmWICjEGDBmV6bOXKlY2+ffu67EtISDAaN25sBAYGGtHR0cb7779vPPXUU0ZwcHA274KrZcuWGR07djSKFy9uBAUFGfXq1TPGjx9vnDt3zvjuu+8Mq9Vq3HbbbUZ6enqOzjds2DADMHr06JHpvpMnTxr9+/c3wsPDjdDQUKNjx47G1q1bM72uJUuWXPE9NgzDOH78uPGf//zHKF68uFGiRAnjP//5j7F27VoDMGbOnOk8bv/+/Ua3bt2MsLAwo0SJEsa9995rHDx4MFNbGIZhvPDCC0aFChUMq9VqAMauXbsMw8j6vd+xY4dxzz33GGFhYUZwcLDRvHlz45tvvnE5xvFavvjiC5f9js/IxXFmZebMmQaQ7bJv3z7DMAzjzz//NDp27GiEhoYaRYoUMW666Sbjt99+cznXiy++aDRv3twICwszQkJCjFq1ahkvvfSSkZaWZhiGYRw7dswYNGiQUatWLaNo0aJGiRIljBYtWhiff/75ZWMUERGRy1MfNDP1QWNdzulNfdAuXboYwcHBxtmzZ7M9pl+/fkZAQIBx7Ngx53syePBgo0KFCkZgYKBx3XXXGX379nXebxiGce7cOWPkyJFGlSpVjICAAKNcuXLGPffcY+zYscN5zNGjR43u3bsbRYoUMUqWLGk88sgjxsaNGzPF3LdvX6No0aJZxrZ582ajQ4cORmhoqBEeHm4MGDDA+Ouvv7J83Rs3bnS2UXBwsFGzZk3j+eefz3TO1NRUo2TJkkaJEiWM8+fPZ/u+iBQ2FsPwop8URUR8QNeuXdm0aVOWNbNERERERNxBfVApqC5cuED58uXp0qULH3zwgafDEfEaqmkrInIZ58+fd7n9999/8+2333LjjTd6JiARERERKfDUB5XCZMGCBRw9etRlcjMRAY20FRG5jMjISPr160fVqlXZs2cP77zzDqmpqaxdu5bq1at7OjwRERERKYDUB5XCYNWqVaxfv54XXniB8PBw/vzzT0+HJOJVNBGZiMhl3H777cyZM4dDhw4RFBREq1atGDdunDrLIiIiIuI26oNKYfDOO+/w6aef0qhRIz788ENPhyPidTTSVkRERERERERERMSLqKatiIiIiIiIiIiIiBdR0lZERERERERERETEi6imbRbsdjsHDx6kWLFiWCwWT4cjIiIiIoBhGJw5c4by5ctjtWrswZWoTysiIiLifXLap1XSNgsHDx6kYsWKng5DRERERLKwb98+rrvuOk+H4fXUpxURERHxXlfq0yppm4VixYoB5ptXvHhx53673c7Ro0eJiIjQ6A4fpPbzbWo/36b2833uaMM0WxqTfpsEwFOtnyLQLzBfziuZFZS/waSkJCpWrOjsq8nlZdWnLSifhcJK7ef71Ia+Te3n29zVfurTXhsF6e8vp31aJW2z4Lh8rHjx4pmStikpKRQvXtznPyCFkdrPt6n9fJvaz/e5ow3TbGkEFQ0CzP9z1cF1n4L2N6hL/XMmqz5tQfssFDZqP9+nNvRtaj/f5q72U5/22iiIf39X6tMWjFcpIiIiIiIiIiIiUkAoaSsiIiIichWWLVtGly5dKF++PBaLhQULFlzxMUuXLuX6668nKCiIatWq8eGHH2Y65q233iIqKorg4GBatGjB6tWr8z94EREREfFKStqKiIiIiFyFs2fP0rBhQ956660cHb9r1y7uuOMObrrpJtatW8eQIUN46KGH+P77753HfPbZZwwdOpTY2Fj+/PNPGjZsSMeOHTly5Ii7XoaIiIiIeBHVtBURn2EYBikpKQWmfk1hYrfbSU9P97n2CwgIwM/Pz9NhiIiX69SpE506dcrx8dOmTaNKlSpMmmROWlK7dm2WL1/Oa6+9RseOHQGYPHkyAwYMoH///s7HLFy4kBkzZjB8+PD8fxEiIiIi4lWUtBURn5CWlsbx48c5efKkJqDxQYZhYLfbOXPmjM+1X1hYGOXKlfO5uH2Bn8WPG6NudG6LFBYrVqygQ4cOLvs6duzIkCFDAPP/vD/++IMRI0Y477darXTo0IEVK1Zcy1BFRETkCtSnFXdR0lZEvJ5hGBw6dIjAwEAqVKigkY8+yDAMLly4gL+/v88kPw3D4Ny5c85LkSMjIz0cUcHjZ83o4IoUJocOHaJs2bIu+8qWLUtSUhLnz5/n5MmT2Gy2LI/ZunVrtudNTU0lNTXVeTspKQkwr3aw2+3ObccPaeJ71H6+T23o29R+vs1d7WfBQrtK7VyeR/JfQfr7y+lrUNJWRLzehQsXOHfuHOXKlaNIkSI+k/STDL6YtAUICQkB4MiRI5QpU0Y/GIiIVxs/fjxxcXGZ9h89epSUlBTA/JJw+vRpDMPwqXI1YlL7+T61oW9T+/k2tZ9vK0jtd+bMmRwdp6StiHg9m80GmPVFRa61IkWKAJCenq6kbT4zDIOj544CEFEkwqcS+iJXo1y5chw+fNhl3+HDhylevDghISH4+fnh5+eX5THlypXL9rwjRoxg6NChzttJSUlUrFiRiIgIihcvDphfeCwWCxERET7/hacwUvv5PrWhb1P7+TZ3tZ/6tNdGQfr7Cw4OztFxStqKiIhchjpd7pNuT+ftNW8D8NwNzxHoF+jhiESujVatWvHtt9+67Fu8eDGtWrUCIDAwkCZNmpCQkEDXrl0B84tKQkICgwcPzva8QUFBBAUFZdpvtVpdvtxYLJZM+8R3qP18n9rQt6n9fJs72i/Nlsa0P6YB//ZprerTuktB+fvLafy+/SpFRERERDwsOTmZdevWsW7dOgB27drFunXr2Lt3L2COgO3Tp4/z+P/+97/s3LmTZ555hq1bt/L222/z+eef8+STTzqPGTp0KNOnT+ejjz5iy5YtDBw4kLNnz9K/f/9r+tpERERExDM00lZExIdERUUxZMgQ5wzjIiLieb///js33XST87ajREHfvn358MMPSUxMdCZwAapUqcLChQt58sknmTp1Ktdddx3vv/8+HTt2dB7Ts2dPjh49yujRozl06BCNGjVi0aJFmSYnExEREZGCSUlbERE3uNIl9bGxsYwZMybX512zZg1FixbNY1SmG2+8kUaNGjFlypSrOo+IiJhuvPFGDMPI9v4PP/wwy8esXbv2sucdPHjwZcshiIiIiEjBpaStiIgbJCYmOrc/++wzRo8ezbZt25z7QkNDnduGYWCz2fD3v/I/yREREfkbqIiIiIiIiIh4HdW09bD4eGjYEEJCzHV8vKcjEim4ruXfW7ly5ZxLiRIlsFgszttbt26lWLFifPfddzRp0oSgoCCWL1/Ojh07uPvuuylbtiyhoaE0a9aMH3/80eW8UVFRLiNkLRYL77//Pt26daNIkSJUr16dr7/++qpinz9/PnXr1iUoKIioqCgmTZrkcv/bb79N9erVCQ4OpmzZstxzzz3O++bNm0f9+vUJCQmhdOnSdOjQgbNnz15VPCIiIiIiIiLu4M15OSVtPSg+Hrp3hw0bICXFXHfv7l0fEBFvZBhw9mzultmzs/57mz07d+e5zNWvuTZ8+HBefvlltmzZQoMGDUhOTqZz584kJCSwdu1abr/9drp06eJSBzErcXFx9OjRg/Xr19O5c2d69+7NiRMn8hTTH3/8QY8ePbjvvvvYsGEDY8aM4fnnn3de2vv777/z+OOPM3bsWLZt28aiRYto164dYI4u7tWrFw888ABbtmxh6dKlxMTEXPaSYRERERERERFPmD/fu/NyKo/gQXFxYLFkJIEMw7w9dizExHg2NhFvdu4cXFRdIFcu/nsD6N07d49PToarLCnrNHbsWG699Vbn7VKlStGwYUPn7RdeeIEvv/ySr7/++rI1Dfv160evXr0AGDduHK+//jqrV6/m9ttvz3VMkydP5pZbbuH5558HoEaNGmzevJlXX32Vfv36sXfvXooWLcqdd95JsWLFqFy5Mo0bNwbMpO2FCxeIiYmhcuXKANSvXx9AiVvJkp/Fj9YVWzu3RURERER8jfq03s8wYN8+2LQJNm/OWFavzrjfsfamvJxG2nrQ9u2ZR+0ZBlxU9lJECrCmTZu63E5OTubpp5+mdu3ahIWFERoaypYtW6440rZBgwbO7aJFi1K8eHGOHDmSp5i2bNlCmzZtXPa1adOGv//+G5vNxq233krlypWpWrUq//nPf5g1axbnzp0DoGHDhtxyyy3Ur1+fe++9l+nTp3Py5Mk8xSGFg5/Vj9uib+O26Nvws6qDKyIiIiK+R33aDO4qNRAfD40bW4iKKkvjxpZsz2u3w65dsHAhTJgA/fpB8+ZQvDhUrgydO8PTT8OMGbBypXn8pbwpL6eRth5Uo4Y59PrixK3FAjVrei4mEV9QpIg54jU3WrY0f1W79O+tXj1YsSJ3z51fil4yZPfpp59m8eLFTJw4kWrVqhESEsI999xDWlraZc8TEBDgcttisWDP6n+ffFCsWDH+/PNPli5dyg8//MDo0aMZM2YMa9asISwsjMWLF/Pbb7/xww8/8MYbbzBy5EhWrVpFVFSUW+IRERERERERz3OUAHVcUe4oNTB//tWNWnU9r4UNGwy6d4c334SKFTNGzW7aBFu2wPnzWZ8nIMDMw9Wpk7E8/zz8/bf35uWUtPWg2Fjzg+fg+GDHxnouJhFfYLHkvkRBXJzrfyCOdVxc/pU7uFq//vor/fr1o1u3boA58nb37t3XNIbatWvz66+/ZoqrRo0a+PmZvxr7+/vToUMHOnToQGxsLGFhYfz000/ExMRgsVho06YNbdq0YfTo0VSuXJkvv/ySJ5988pq+DvENhmFwOvU0ACWCzAn7RERERER8ibv6tPHx5vfV7dvNZGNsbP5dsp/bc9vt5hwvycnmcuZMxrbj9ujR5rGXliR85BFYutR1f1ZLdvctWOC4z+Kyzq6CYGAg1KrlmpytUweqVTMTtxfz9886T+AteTklbT0oJsb8xWHAADhxAsqUgXfegX/zNSKSjxx/b2PHmpc61Kxp/kPsTX9v1atXJz4+ni5dumCxWHj++efdNmL26NGjrFu3zmVfZGQkTz31FM2aNeOFF16gZ8+erFixgjfffJO3334bgG+++YadO3fSrl07SpYsybfffovdbqdmzZqsWrWKhIQEbrvtNsqUKcOqVas4evQotWvXdstrEN+Xbk9nysopADx3w3ME+gV6NiARERERkVxyR582u1GrU6fCzTfDhQuQnm6us9vO7v4//oCPPsp4rvXrzXO3agUlSmSdkP23Il6eHDsGb7xx1W9Jlho3zpycrVrVTMbmhLfnCZS09bCYGPjrL/MD0q2b93wwRAqimBjvKCaencmTJ/PAAw/QunVrwsPDefbZZ0lKSnLLc82ePZvZs2e77HvhhRcYNWoUn3/+OaNHj+aFF14gMjKSsWPH0q9fPwDCwsKIj49nzJgxpKSkUL16debMmUPdunXZsmULy5YtY8qUKSQlJVG5cmUmTZpEp06dNBGZiIiIiIhckbtGl5rntbBtW1lnYi6/vht++SW8Mw+OH4f5RyFudNbnttnMAXtHj5rLsWOu64u3N240H3PpqNUnnsifmLOSk7KBVqs5KXixYub64u1ffoHTpzM/pkwZc7CixWIukLF98ZLd/qlT4dAh13NaLFC/Pvz559W9ZvDuPIGStl6gXDlzfemHUEQKhn79+jmTngA33nhjlknMqKgofvrpJ5d9gwYNcrl9abmErM5z6tSpy8azdOnSy97fvXt3ul9cu+Uibdu2zfbxtWvXZtGiRZc9t4iIiIiIXBvuTYC657yfdo/nY+KowXa2r69BXPdYmB/jcn7DMEeOpqRAamrGkt3tZctg8uTMNVH/+19o0sRMRFosGeuLt69034oV8PKrwA1mbBs3mqNWb73VTGRenIg9cSLzZPR5ERFhXubv728uV9q+dN8XX2Q9AZe/P7z/fuak7MW3g4MzEqxZtV9WpQamTbu6AYo1ajjOa2AYFud6zJi8n9NXKGnrBZS0FREREREREZH8ktdJoQzDHBGanm4uaWkZ2+npsHChOdrz0vM+95yZAE1LM5fU1KzXl9tXbHE88XTHjgUrBvXZQDzd6dFjPgNLx7gkZfPi0pqo06bl7TyZ+GXetXhx9oeXLGkmXsPDzXVW248/Djt2ZJ4gq0EDuKTKXa5t2WK226XnrlsX+vbN+3ljYmDFsHhKvRFHpZTt7A2qwcnHY2nR7eoy+o4SBnFxsG2bQc2aMGZM4bhSXUlbL6CkrYiIiIiIiIj3ctfl9VczatUwICnJHMV55Ijr+rXXMo65eH3//VCpUtYJWce+nD73xetx43L2uMvZwGjsgBXzpFYM7FgYb3ua5kfak0TpLB8XEABBQeYo0KCgjMVxe9WqrEe4Wq1wxx3mfXZ73tarV8NdfEk53qE0x+nGfMYRx//8Y5g6NXNCtlSpzJNhZeWVV9w3QVZsrDmiOdYxopkaxBmx/Cf2Kj/Q8fG0fPXfoDGokboBJnSHFlf4pSAHYmKga1eDI0eOUKZMGazWfJzA2J0zvl0lJW29wMVJW8cfo4iIiIiIiIh4nuuo1YzL6z//PGN/Xr7HZzca9u234frrXROxlyZlHeucJlkdUlPh779z9xiLBQIDzWRjcnL2x7RubR4XFOS6vtK+YvbTNP55CnX/t4lL30YrBtHs4jjhpFWsSnrj5tivbwbNmxPQvDGBJYtitV4+/oYNsx5ZWr8+fP117t6LSw2Niufl/ffxEmAB6rGReLoztMJ8Hn0074k/d06QFWPMJ4Z7Mo1o5ut+sLOemZG22cz15bYvvT1njvkEF2f0LRZz2HByMhQvnvUSEnLlP6D4eCxxcZS9+M3Ir19N8jIk/RpR0tYLOJK2KSnmr2QlSng2HhERERERERFflNdBc+npcPAg7N+fsezbZ66//Ra6EU+s8e/IRKMGccTSo0fGiR01TnOzHD1qPvbSUauPPpq711y0qDnZU0RExvqbb6DtUdfRlGOJ5a/oGD780EzABgRkJGMvXi7d53fR5f/ZJUAbNIDly3MXN2fOwOuvw8SJ8O+8HAa4JG4NwO4fhN+FVAL37SRw3074eq55p9UK9epBMzOJS7Nm5u1LhrLGxmZdEzVPo1YNwyxOe/AgJCbyYvIT2C+K2QrYsDDaMha4+tGl+ZI3NAwzU79kibnMnw+4jmgG4MMP8+HJsnjuAwcuX3fBzy/7hG7x4nD4sDO7bgEMR2J1wADzg3el5PLlEs0ff5wRp2NtsZjZciVtBcwfFUqUMGfZS0xU0lZERAoHq8VKs/LNnNsiIiIiVyO7QXOffWbm87JKyDoWx5WvWelG1rVWY5jPl/8m5hy1YG22/HktlSplTsSWKZN5X0QEFCmS+fErnzEvVb845vl0Z1X3+bRom/dkVEYC9Cou2z97Ft56CyZMgOPHzX21a0PnzlgmTXLG7Fj7fT4HbrwRfv8d1qwxaxKsXm0mUNavN5cPPjDPExwMjRtnJHGbNyemWzVWDPuSkm/EUTllO3uCanDq0lqrlyRjOXjQdfvi9UXDm4sAF6zQ7IB522qAHwZhe9bDkCHQsqW5VK58bS+r3rUrI0m7ZImZOL0Sq9Wsn+Hnl/HLQm6233vPTLBeqkQJ8z1ISsq8OP5wTp40l8twvHsWxx/q9Om5e09yyjDM4c1ewGJkNfV4IZeUlESJEiU4ffo0xYsXd+632+0X1c/I3y+XtWqZn4klS8x/iyT/ubP9xL1SUlLYuXMnFStWJDQ0FItqiPgcwzC4cOEC/v7+Ptd+KSkp7Nq1iypVqhAcHOzpcDxG/4b6toLSftn10SRrWb1fBeWzUFip/Xyf2tCU29GwhmFemZqcbA7OzG49btzVzRUTEADXXZexVKxorjs81ZCa6RsyRiRijqb8O7gBEfvXuQziy81y773wzz/umWyKmjUxtm93HbVqsWDJh5PHx+fxsv3z583Zv15+2azvABkfgJ49zeRfbk5+4EBGEnfNGnM5fTrzcUWKwLlzzlG8ztG8LVqYb3hiYqZk7BWFh0NkpJkcza5mxMXKls1I4LZsCU2bQmhozp/vSvbvz0jQ/vQT7Nnjen9goPm8N98Mn3wCO3fm/wfv0l9NHOv4+Kzb0G6Hc+eyTuZevIwZk/WvIVar+Xx5STA71jNmZHwW8/O9uIKc9mk10tZLlCtn/pukychERERERETEG1zN/Dx2u5nLujj3cvo0LF4MkyZlHLd+vZl3ueEGKFky+6Ts1Y5gDQrKOiF78e3wcFzro6amwsKFGBc2YsF1vJsfBjXSN2G9cNhMyOXByy/n82RTe/fC7NnmcknCFv4dobh+vdmo99wDderkafRnri/bT0kxR0WOH28mRwGqVjVf6P33g/9FqancnLxCBXPp2tW8bbebWXDHSNw1a2DtWjMxyEUjNR2PX7Uq8zkdydjy5TPWl26XK2cmQSH7ROUTT5gf2lWrzBgOH4avvjIXyCjtcHEit2ZN1w/g5f4ADx2CpUvNBO2SJebrvpi/vzna+KabzKV1a/MybzCL+bpjlrPcFuK1Ws3EdWio+b5m54svsi9K/PnnVxdzs2bum/EtHyhp6yUunoxMRESkMDAMg3PpZie6SEARnxuFLSIiUpB9/rk5+PHSUgP9+kFUlJmAvXRA3MX7zpy5fLkBl5nrieXLX3KWqCtSBIoVM/M8l65//DHzFdYWi5mb3LAhh/lJw4A//jDre86ZAydOZEp+OlhtF8xkU/v20KOHmbQqUyZHrwPyabKp48dh3jyYNQt++eXKxxuGOXJxzBjzkt/u3c0EbsOG+X/5flqaOZLxpZfMkaBglgl4/nno0ydT7dmrZrWayc0aNeD//i8jhmLFsh5F6+9v1s5wJGXLlTOz+7kRE4Mxbx7nxo2Bv/+mSNWaWGLHuDbi+fNm4nblyoxl376M0g7vvWceV6KEOfq3ZUsz4fvSS5n/ADt2NJPzW7Zkfu1NmmQkadu2zX4kr1tnOcuvQrwX+bcmh2GxYDEM5zpfEqvufC/ygcojZMET5RGGDIGpU+HZZ81f2yT/6VIk36XyCL5P5RF8nzv+DU2zpTHul3EAPHfDcwT6BebLeSWzgvJ/oMoj5I7KIxQ8aj/f5442XPlMfEatzuAanHwslpYTsk+aGIY559OBA67LwYOutw8fzia5movJlazYKO13morFTlG+yCnKh5yk2o5FDGMidsxJmxx1S++1zue2aTFZJmMd66JFXSfFulRur852kZgIn35qJms3b87YX6GCOWLxyy8zJ42qVzcneHK+YKuZMOvZ03zC8PAcv1e5cu4c/O9/ZqJ20SJzFjUwX3D79tC7tzkStG/fzG/G4MGwezf88INrIjM62kze3nOPmfy7mj57ero5wdMLL2Rcpl+hAowaBQ88kDFK9Vq53Oxp+XAJfJ76tAcOmKNwHUnc3383k7s5ZbGYr+vmm83P3A03FOwJkuLjMeLinIlVy5gxXpNYzQuVR/AxkZHmWiNtReRiN954I40aNWLKlCmeDkVERERErkZ8PJa4OMpePJrrKkekXTrZVPWUDVhf7c5Xuz7BdsddzrmTDh3KmEMpMRHOp1z53PfzNbP4T6bJt15mOJE31aKk5RRhnKK4/RShF05SNO0UwamnCDp3koCzp/A7cwrrmSSwAaf+XS5ida4NDGAm/Qg98TfUvcFMGuZ2xCN5GDSXkmJerv7RR/D99+bl9WBOZhUTYyY9b7klo9ZqXByG48SOpNHu3ebl259/bibeEhLMZeBA87E9epiX75cunevX4+LCBfO8s2bBl1+61lFt1MhM1N53n1nrwSE0NPs34/Rp+OYbc5TuokWwYwe88oq5VK6cMQK3RYtLakZcIcZZs8zn3LnT3FeuHDz3HAwYYL6vnuDOkZp5VaGC66jU9HTYuDEjifvJJ1kPVffzMz9v7dtDqVLXNmZPionB6NrV+aOXpZD8cKmkrZdwlEdwlHcREd/WpUsX0tPTWbRoUab7fvnlF9q1a8dff/1FgwYNrup5PvzwQ4YMGcKpU6eu6jwiIiIi4kb/DgE1/k2A2tdvwNK9OwwaZF67f/68OXry/Pkst41z50k/c54LSeewnzX3W1PO0fy8WQvAMUGWY333vP/AvPwJ/dJzD+dlWJLLkxQpAmFhULIkxubNGbO//8sChNrPwPDh5o7gYHN0a9u25gjCVq1yPIrwildnG4aZFPvoI/PS+Iv70W3amPUf7r038/NllzSKioJhw8xl586MBO6ff5qjWX/4Af77X+jQISOBW7Jkjl4LhmHWZZ01y4z18OGM+6KizETt/febn6HcvhklSpiP793bTAB/+62ZwF240BwdO3myuVSokJHAbd3aJYHtrLX6/PPmqF3HPjDLRAwfbr52Ry1VT3Fk87NKunuLgABo3NhcBg40RwBnNTq4Xj3vilvcSklbL6GatiIFy4MPPkj37t3Zv38/1138azcwc+ZMmjZtetUJWxERERHxYqmp5mRIy5aR/uLL+JM5Acpbb+XoVBYg8N/F0wyLBcutt5qJx7AwZzI2y23HctHl8JaGDTE2bHBJ3BoWC5bISLOW5y+/wNGjsGyZuYA50rNBg4wkbtu2l5+4KCv79pmjFz/6KCOxCFCpkllftU8fs9zB1aha1ax5+Oyz5sRQjgTuunXmaNZFi+CRR+DWW80SCnfdZU4kdelkU/XqmYna2bNdJ5gKDzcTv717m4ns/Co7FhpqnrdHD/MHg0WLzATuN9+Yl/G//rq5lC1rjur9/nvXWqv33ptxrtKl4ZlnzB8kihbNn/jyg6+N1Px3dLC3TpAl14aStl5CSVuRa+Bqpr/NpTvvvJOIiAg+/PBDRo0a5dyfnJzMF198wauvvsrx48cZPHgwy5Yt4+TJk0RHR/Pcc8/Rq1evfItj7969PPbYYyQkJGC1Wrn99tt54403KPvvDLd//fUXQ4YM4ffff8disVC9enXeffddmjZtyp49exg8eDDLly8nLS2NqKgoXn31VTp37pxv8YmIiIh4k7x0F9PTzUm3ko+ex/brSvx//Zmif/xMiS0r8Usz6xBkN92SDSsL6Mo5inCeEM4Tku12iqUIwSVDCI0IoXjZEEpEFqHXvO5E27ZlJIEBGxZ2BNejxsnVV/dmNGuGsWlT5uRqgwZm0i6vYmPNUcYXJaMshgFvvmmOIDQMs07sL7/A8uXmescOM/G5bp15HJgJ0ouTuDVrmue8uBGrVTNrfm7ebJYWcLyWIkXMkaN9+8KNN+b88v/cqFYNRowwl23bMhK4GzaYo1q//dacCOvChYz3Yv16M1F3sSJFzNG5vXubyd78nrzrUkWKZIzQTUmBxYvNBO5XX5kjfR1t73gvHWur1SyL8PjjZhFiuTpePkGWXBtK2noJR9L26FHz32x/tYxI9gzD/AU4N776yuzoXDr75qxZcPfdOT9PkSI5+kXb39+fPn368OGHHzJy5Ejn5FtffPEFNpuNXr16kZycTJMmTXj22WcpXrw4Cxcu5D//+Q/R0dE0b948d68vC3a7nbvvvpvQ0FB+/vlnLly4wKBBg+jZsydLly4FoHfv3jRu3Jh33nkHPz8/1q1bR8C/HcFBgwaRlpbGsmXLKFq0KJs3byY0uxlIRURERHzcnDnmleaX5s9uusksHXnmjHkV+Zkz5mJPSqZe0m+0vvAz7fmZ5qwmkHSXcx4hgp9pTyt+ozyJmZKrG6jPPcwnPNwcOFq+vHk1evnyEF3edV+ZMpkn4Vr5zEtUf7U7Niz4YTjXJx6Pu/r6oXFxWSdXr3ak35WSURaLmTGvUQMefNDcl5hoJnAdSdy//jJLEezcaU54BeYo1KpVzdHNjpg3bjQXhxtvNBO13btf28RizZrmJFyjRsGWLWYC97PPMiY8y6p2aefO5veXu+4yR8J6QnAwdOliLmlpZuK7Sxew2TIfGxAAI0de+xgLsivW+pCCTqlBLxEebv4wZbebiVvHxGQikoVz5/Lecbn0F+HevXP3+OTkHF/m88ADD/Dqq6/y888/c+ONNwJmaYTu3btTokQJSpQowdNPP+08/rHHHuP777/n888/z5ekbUJCAhs2bGDXrl1UrFgRgI8//pi6deuyZs0amjVrxt69exk2bBi1atUCoPpFl4Tt3buX7t27U79+fQCqVq161TGJiIiIeNqZM2bebMsWM2e2ebO5vWMHdCOeWCOOGmxnOzWII5Yvl5hJk+Kcpi3LuYtltOdnmvAHAVxwOXeitTxrQtrzV1h7tkS040SZWhQrbuF/38Xz8dnMydUPKsSSsiNPc24B0HJCDCuZT8k3xlI5ZRt7gmty8vFYWr6SD6Px3DnSL7fJqMhI8xJ8x2X4SUmwYkVGEnfVKjh2zFwgcxK0bFnz+CpVrj72q1W7NowebS5BQWYy9FJBQWZtWW8SGAidOkHdulnXWv33+4SI5B8lbb2En5/5/0hiolkiQUlbEd9Xq1YtWrduzYwZM7jxxhv5559/+OWXXxg7diwANpuNcePG8fnnn3PgwAHS0tJITU2lSJEi+fL8W7ZsoWLFis6ELUCdOnUICwtjy5YtNGvWjKFDh/LQQw/xySef0KFDB+69916io6MBePzxxxk4cCA//PADHTp0oHv37qrDK/nKarHSqFwj57aIiEhO5aSMwfHjGYnZi9f79mV9zm7EE0937P9OFlafDcTTnf9xJy0qHiR8/zqsht3lMRcqVMLWtj1+N7fH/+b2REZHc5fFwl2Z4o0hpvt8RjOWmmxjGzWJI5Y+b3TLc8LWoeWEGJhgvviaV3eqzLx1pF/x4tCxo7mAmfj84w9o1868dPVSp097R8L2UrVq+V4CVLVWM1GfVtxFSVsvUq6cmbRNTDQnDBSRbBQpYo54zY2WLWHTpqxn31yxInfPnQsPPvggjz32GG+99RYzZ84kOjqa9u3bA/Dqq68ydepUpkyZQv369SlatChDhgwhLatf291kzJgx3H///SxcuJDvvvuO2NhY5s6dS7du3XjooYfo2LEjCxcu5IcffmD8+PFMmjSJxx577JrFJwWbv9WfrrW6ejoMERG5hnX/80N8vGvOyFH16sEHzcGAjgTtkSPZn6NcOXPAY5065lK7NpTvFIc91ZJpsrAufAOORG90NLRv71z8K1fO0ZfqmBhgfgx947qRMXm9ReUp80tgoDkxV506WSdBa+Z7Ojt/+GICVLVWM1GfVtxFSVsvosnIRHLIYsn9TKRxcVl3iOLi3DqraY8ePXjiiSeYPXs2H3/8MQMHDnTWt/3111+5++67+b//+z/ArEG7fft26tSpky/PXbt2bfbt28e+ffuco203b97MqVOnXJ6jRo0a1KhRgyeffJJevXoxc+ZMuv3b6apYsSL//e9/+e9//8uIESOYPn26krYiIiIFSXYZ0PnzvSpxaxjmCNnNm2Hw4Ix9F68/+CDz4ypVykjKOta1a5s1ap3274c5czBSN2Ahc21Ru9UP6ycfm4naChXy/BpiYqBrV8M5e73VeuV5EiSXfC0J6qsJUG8dgS1SwChp60WUtBVxIw91iEJDQ+nZsycjRowgKSmJfv36Oe+rXr068+bN47fffqNkyZJMnjyZw4cP5zppa7PZWLduncu+oKAgOnToQP369enduzdTpkzhwoULPProo7Rv356mTZty/vx5hg0bxj333EOVKlXYv38/a9asofu/M9YOGTKETp06UaNGDU6ePMmSJUuoXbv21b4lIk6GYZBuNydsCbAGOH/QEBGRayguLiOxBRmJruef90hSxmaD3btd6806yhpc6UIrqxWGDcsYPVur1mWmQTh5EubNg9mz4eefwTCwAAZw8f9GhsWCtX49c4Yy8X6+mARVAtTnqU8r7qKkrRdR0lbEzTzUIXrwwQf54IMP6Ny5M+XLl3fuHzVqFDt37qRjx44UKVKEhx9+mK5du3L69OlcnT85OZnGl9RUiY6O5p9//uGrr77iscceo127dlitVm6//XbeeOMNAPz8/Dh+/Dh9+vTh8OHDhIeHExMTQ1xcHGAmgwcNGsT+/fspXrw4t99+O6+99tpVvhsiGdLt6Yz7ZRwAz93wHIF+gR6OSESkkDlyJHP5KDBvb94MUVHQurW5tGkD9euDf86/Ql6u6sKFC+bEXxcnZjdvhq1bISUl6/P5+5vnOXDALFF6MYvFDO/lly8T0Pnz8M03ZqL2229dJ4Bq1w5q18by7rsuozQt3jxKU7KmJKhcY+rTirsoaetFlLQVKZhatWqFcemXIaBUqVIsWLDgso9dunTpZe/v16+fy+jdS1WqVImvvvoqy/sCAwOZM2dOto91JHdFRESkgLHZYNo0GDXK3M7Onj3m4ugvFC0KLVpkJHJbtYKwsCwfml3VhdatISnJHASZnp710wYFmaNkL645W6cOVKsGAQGZz33ZK+BtNliyBGbNMh+YlJRxX/360Ls39Opl1lEAuO023xqlKSIiBZaStl4kMtJcK2krIiIiIiJusWIFDBoEa9eat6tUgV27MmdAZ82CMmXgt9/MZcUKM+H500/m4lC3LrRujdGqNQcqt2ZtcnU2bLQwYQJ0I55YI44abGe7UYM4Yvnyt4wRkEWKZE7M1qljhuTnl/1LuOIV8IYBf/xhvoa5c12/YFWqZJY6uP9+M2mb1ck1SlNERLyAVyRt33rrLV599VUOHTpEw4YNeeONN2jevHmWx06fPp2PP/6YjRs3AtCkSRPGjRvncny/fv346KOPXB7XsWNHFi1a5L4XkQ8cI20TEz0bh4iIiIiIFDBHjsDw4TBzpnk7LAzGjYOHH4avvso+A9qhg7m22czCsr/+SsqS37Av/40iB/4xyyts2oRl+nSuA4IIx05rXqc4ffgUOxasGNRnA/F0517rfPr/L4Y6dcz8qdWat5cTQzwxRhywHYwaYMTCPw3MRO3s2WZNBodSpaBHDzNR26ZN3p9URETkGvJ40vazzz5j6NChTJs2jRYtWjBlyhQ6duzItm3bKFOmTKbjly5dSq9evWjdujXBwcG88sor3HbbbWzatIkKF83kefvttzPT0SHBnJTH26k8goiIiIiI5KuLSyGcOmXue+ABs/hrRAQA8cQQZ8SwHahhQKwBMZglYDdvNksbbNzox4YN9diwoR6JiY8AEMERWrGCNvxKa36jKb8TwTHu5mvn01sxnGsD+IAHKb5gEfwYapZbCL1ofaVtx/DbS+sjrF9v3r5YSAjcdZdZ/qBjRwhUjUkREfEtHk/aTp48mQEDBtC/f38Apk2bxsKFC5kxYwbDhw/PdPysWbNcbr///vvMnz+fhIQE+vTp49wfFBREOUcW1Ec4wk1ONpdsZzoVERERERG5kktLITRuDG+9Zdai/Vd2+c/ISDh8GOz2rE9dpQrUr1+GevXuplL9uylZH/wqp8LGtfDbbxhPD8NiuD7YAhS3n4Lp0/P2eoKDzS9JjlnIspgzgI4dzURt165QrFjenkdERMQLeDRpm5aWxh9//MGIESOc+6xWKx06dGDFihU5Ose5c+dIT0+nVKlSLvuXLl1KmTJlKFmyJDfffDMvvvgipUuXzvIcqamppKamOm8n/Vuc3m63Y7+ol2K32zEMw2VffipSBIoUsXDunIXERDvR0W55mkLL3e0n7uNoM8dkXllN6iXez1fbzzAM578dhfnfD3f8G+o4p2Pbbim876+7FZT/A309fpFr5nKlEP4drZqeDsuXwyPmoNlM+U9HybbwcLP0a/36UK+eua5bN7t8aBC0bAktW2L56COMDRuwXHRiAwuW8pEwcGDGSJWzZ13Xl24nJ2dkjlNSzCU7QUHg5SXxREREcsqjSdtjx45hs9koW7asy/6yZcuydevWHJ3j2WefpXz58nRw1FrCLI0QExNDlSpV2LFjB8899xydOnVixYoV+GVR0X78+PHExcVl2n/06FFSLuoU2O12Tp8+jWEYWN1UBykiIpw9e/zZsuUkxYplM52q5Mm1aD9xj/T0dGfCLD09HYvF4umQJJcMw8D27+zUvtZ+Fy5cwG63c/z4cQICAjwdjse449/QC/YLVAg0SxsdO3oMf6vHLwAqsArK/4FnzpzxdAgi3u0KpRAOH4bvvoOFC+GHH8x5xbITEAB790LZsuYo3FyLjcVy8RBei8VM4L755kUzhuWAYUBqqmsit2tX2LHDNdNssUCtWnkIVETk6lgtVupE1HFui+QXn/529PLLLzN37lyWLl1KcHCwc/99993n3K5fvz4NGjQgOjqapUuXcsstt2Q6z4gRIxg6dKjzdlJSEhUrViQiIoLixYs799vtdiwWCxEREW77wlOhgoU9eyA1tSRZlPSVq3At2k/cIyUlhTNnzmC1Wgt10qwg8MX28/f3x2q1Urp0aZf/awobd/0b+lC5h/LtXJK9gvJ/YGH+GxS5oixKIdjfeIs/Alux8C0zUfv7764PiYiACxfM/O6l+c86dTLKt+VJTAzMn5/9BGc5ZbGYZRGCg8Fx5eQrr7jWdHCsY2OvImARkbzxt/rTo24PT4chBZBHk7bh4eH4+flx+PBhl/2HDx++Yj3aiRMn8vLLL/Pjjz/SoEGDyx5btWpVwsPD+eeff7JM2gYFBWU5UZnVas30xcZisWS5P79ERprrw4etmtTUDdzdfuIejvZyjND0tZGaYo609dX2s1gs+rfjX3offFtBaD9fjl3EbS4phWCUCGPtPS/xRtojfBvjx5Ejroc3aQJ33GEuTZvCggVuzH/GxJhLfsuvhLCIiIgX82jPNzAwkCZNmpCQkODcZ7fbSUhIoNVFxfEvNWHCBF544QUWLVpE06ZNr/g8+/fv5/jx40Q6MqJezJGrPnTIs3GIiIiIiIj3iI+Hxo0tREWVpXFjC/Ff2OCttzBq1nQmbL8t9wDlk7fT5INH+fATM2FbrJiZlJ0xAw4eNEfbxsVB8+ZgtWbkPxs0MAezNmhgPpfX5z9jYmDdOjh/3lx7fcAiIiK54/HhCkOHDmX69Ol89NFHbNmyhYEDB3L27Fn69+8PQJ8+fVwmKnvllVd4/vnnmTFjBlFRURw6dIhDhw6RnJwMQHJyMsOGDWPlypXs3r2bhIQE7r77bqpVq0bHjh098hpzQ0lbESmodu/ejdVqZd26dbl+bEJCArVr13bWxc0vLVu2ZP78+fl6Tsm5NFsaY5aOYczSMaTZ0jwdjoiI14qPh0+7x/Px+kacTC3CvPXVadSjOgwejOXUKf6kMa34jTsOfcAhWwS1asFTT0FCAhw7BvPmQf/+GVf1XUr5TxGRvFOfVtzF40nbnj17MnHiREaPHk2jRo1Yt24dixYtck5OtnfvXhIdU5cC77zzDmlpadxzzz1ERkY6l4kTJwLg5+fH+vXrueuuu6hRowYPPvggTZo04ZdffsmyBIK3UdJWpODo16+f89J6i8VC6dKluf3221m/fn2+PceYMWNo1KhRvp3PWz3zzDOMGjXKOZlkfHw8t956q7P2eKtWrfj+++9dHrNs2TK6dOlC+fLlsVgsLFiwINN5R40axfDhwzUjvYiIeLXlQ+OJpzv12UAIKVRnB1XZRTJFeJS3aBu4hhIdW/H66+b8XFu2wMSJcPPNEBjo6ehFREQkL7xiIrLBgwczePDgLO9bunSpy+3du3df9lwhISGZvrj7EiVtRQqW22+/nZn/XrJ46NAhRo0axZ133snevXs9HJnvWL58OTt27KB79+7OfcuWLePWW29l3LhxhIWFMXPmTLp06cKqVato3LgxAGfPnqVhw4Y88MADxGRTT69Tp0489NBDfPfdd9xxxx3X5PWIiIjk2PHjXPhuMaP2PIoBWMmYLcwO7KEKnb5+lFdvhqJFPRaliIiIuIHHR9qKKyVtRQqWoKAgypUrR7ly5WjUqBHDhw9n3759HD161HnMvn376NGjB2FhYZQqVYq7777b5QeqpUuX0rx5c4oWLUpYWBht2rRhz549fPjhh8TFxfHXX385R/N++OGH2cby/vvvU7t2bYKDg6lVqxZvv/22877du3djsViYO3curVu3Jjg4mHr16vHzzz+7nOPnn3+mefPmBAUFERkZyfDhw7lw4YLzfrvdzoQJE6hWrRpBQUFUqlSJl156yeUcO3fu5KabbqJIkSI0bNiQFStWXPY9nDt3LrfeeqvLrPFTpkzhmWeeoVmzZlSvXp1x48ZRvXp1/ve//zmP6dSpEy+++CLdLnONp5+fH507d2bu3LmXjUFEROSasNlg1SqIi8PWvCVGRAT+/+lFKU5y6TSeVqCaZQdduihhKyIiUhB5xUhbyeCoM3X4MNjt5uQAIpK1y9ULslqs+Fv9c3SsBQsBfgFXPDbQ7+quL0xOTubTTz+lWrVqlC5dGoD09HQ6duxIq1at+OWXX/D39+fFF190llGwWq107dqVAQMGMGfOHNLS0li9ejUWi4WePXuyceNGFi1axI8//ghAiRIlsnzuWbNmMXr0aN58800aN27M2rVrGTBgAEWLFqVv377O44YNG8aUKVOoU6cOkydPpkuXLuzatYvSpUtz4MABOnfuTL9+/fj444/ZunUrAwYMIDg4mDFjxgAwYsQIpk+fzmuvvUbbtm1JTExk69atLrGMHDmSiRMnUr16dUaOHEmvXr34559/8PfP+r+kX375hfvvv/+y763dbufMmTOUKlUqR21xsebNm/Pyyy/n+nEiIiL54tAh+P57WLQIfvgBTpwAwO/fu9dTn0gOUZpjLiNtbVg4X7km3l8ATkRERPJCSVsvU6aMub5wAY4fh4gIz8Yj4s3G/TIu2/uql6pO7wa9nbdf/fVV0u3pWR4bFRZFv0b9nLenrJzCufRzmY4bc+OYXMf4zTffEBoaCpiX60dGRvLNN99g/fcXmc8++wy73c7777+PxWKOoZk5cyZhYWEsXbqUpk2bcvr0ae68806io6MBqF27tvP8oaGh+Pv7U84xTD8bsbGxTJo0yVkmoEqVKmzevJl3333XJWk7ePBgZxmCd955h0WLFvHBBx/wzDPP8Pbbb1OxYkXefPNNLBYLtWrV4uDBgzz77LOMHj2as2fPMnXqVN58803nOaOjo2nbti2GkfEl8+mnn3aWIoiLi6Nu3br8888/1KpVK8vY9+zZQ/ny5S/7+iZOnEhycjI9evS47HFZKV++PPv27cNutzvbRURExG3S02HFCjNJu2gRrF3rcvcpSrCYW1nE7Wyt1JE+z11H/xLxWHt1x44FKwZ2LPhhEDY51kMvQkRERNxN3069TEAAhIeb2yqRIOL7brrpJtatW8e6detYvXo1HTt2pFOnTuzZsweAv/76i3/++YdixYoRGhpKaGgopUqVIiUlhR07dlCqVCn69etHx44d6dKlC1OnTnWZnDEnzp49y44dO3jwwQedzxEaGsqLL77Ijh07XI5t1aqVc9vf35+mTZuyZcsWALZs2UKrVq2cyWWANm3akJyczP79+9myZQupqanccsstl42nQYMGzu3Ify8vOHLkSLbHnz9/3qU0wqVmz55NXFwcn3/+OWUcv3zlQkhICHa7ndTU1Fw/VkREJJP4eGjYEEJCzHV8POzdC9OnQ/fuZme/fXsYP96ZsN0V3pRx1lG0YTnhHOOlhl9w65wH+XnHdTzyCATeFwPz52NpUB8jKAhLg/rmeS9TAkhERER8m0baeqFy5eDYMTNpW7++p6MR8V7P3fBctvdZLa6/SQ1rMyzbYy2XVIkb0nLIVcV1saJFi1KtWjXn7ffff58SJUowffp0XnzxRZKTk2nSpAmzZs3K9NiIf4faz5w5k8cff5xFixbx2WefMWrUKBYvXkzLli1zFENycjIA06dPp0WLFi73+fn5ZfWQPAkJCcnRcQEBGaUoHAlgu92e7fHh4eGcPHkyy/vmzp3LQw89xBdffEGHDh1yEW2GEydOULRo0RzHL/nHarFSvVR157aIiM+LjzcTsxYLGAasX2/evlR4OMebduTT47czbs1tHDlm/ujYrh18MwI6djRP4SImBqNrV44cOUKZMmWw6OoQERGvoD6tuIuStl6oXDnYuFEjbUWuJDc1Zt11bG5ZLBasVivnz58H4Prrr+ezzz6jTJkyFC9ePNvHNW7cmMaNGzNixAhatWrF7NmzadmyJYGBgdhstss+Z9myZSlfvjw7d+6kd+/elz125cqVtGvXDoALFy7wxx9/MHjwYMAsyzB//nwMw3AmW3/99VeKFSvGddddR5kyZQgJCSEhIYGHHnoox+/JlTRu3JjNmzdn2j9nzhweeOAB5s6d6yy3kBcbN26kcePGVxOi5JG/1d+ljImIiM+Li8tI2F6qTRuMjrezpvTtjIq/nsWLMr7Y33UXPPsstG59DWMVEZF8oT6tuIt+AvBCjtKUStqK+L7U1FQOHTrEoUOH2LJlC4899hjJycl06dIFgN69exMeHs7dd9/NL7/8wq5du1i6dCmPP/44+/fvZ9euXYwYMYIVK1awZ88efvjhB/7++29nXduoqCh27drFunXrOHbsWLaX+MfFxTF+/Hhef/11tm/fzoYNG5g5cyaTJ092Oe6tt97iyy+/ZOvWrQwaNIiTJ0/ywAMPAPDoo4+yb98+HnvsMbZu3cpXX31FbGwsQ4cOxWq1EhwczLPPPsszzzzDxx9/zI4dO1i5ciUffPDBVb2HHTt2ZPny5S77Zs+eTZ8+fZg0aRItWrRwvsenT592HpOcnOwsTQE436e9e/e6nOuXX37htttuu6oYRUTeeustoqKiCA4OpkWLFqxevTrbY9PT0xk7dizR0dEEBwfTsGFDFi1a5HKMzWbj+eefp0qVKoSEhBAdHc0LL7zgUiNcvNC2bVkmbI2gIOY/uZzmX4+ixaCmLE6w4ucHffqYgzW++koJWxEREbmEIZmcPn3aAIzTp0+77LfZbEZiYqJhs9nc+vzDhhkGGMaTT7r1aQqda9V+kv/Onz9vbNq0yUhKSjLsdrunw8mxvn37GoBzKVasmNGsWTNj3rx5LsclJiYaffr0McLDw42goCCjatWqxoABA4zTp08bhw4dMrp27WpERkYagYGBRuXKlY3Ro0c7P8cpKSlG9+7djbCwMAMwZs6cmW08s2bNMho1amQEBgYaJUuWNNq1a2fEx8cbhmEYu3btMgBj9uzZRvPmzY3AwECjTp06xk8//eRyjqVLlxrNmjUzAgMDjXLlyhnPPvuskZ6e7rzfZrMZL774olG5cmUjICDAqFSpkjFu3DjDbrcb27dvNwBj7dq1zuNPnjxpAMaSJUuyjfv48eNGcHCwsXXrVue+9u3bu7y3jqVv377OY5YsWXLFY/bv328EBAQY+/bty/b5z58/b2zevNk4f/58tscUBvo31LcVlPbLro/maXPnzjUCAwONGTNmGJs2bTIGDBhghIWFGYcPH87y+GeeecYoX768sXDhQmPHjh3G22+/bQQHBxt//vmn85iXXnrJKF26tPHNN98Yu3btMr744gsjNDTUmDp1ao7jyur9KiifBa906JBhBAaaHfmLFhsWY3NQQ+eukBDDeOwxw9i9O/dPofbzfWpD36b2821qP99WkNovp31ai2Ho5/pLJSUlUaJECU6fPu1yubLdbnfWkHLnDOOTJ8NTT0GvXjB7ttueptC5Vu0n+S8lJYWdO3dSsWJFQkNDXSbCkvyxe/duqlSpwtq1a2nUqFG+n98wDC5cuIC/v3+e2m/YsGEkJSXx7rvv5mtczz77LCdPnuS9997L9piUlBR27dpFlSpVLjshWkHnjn9D02xpvPrrq4BZd9qdpUkKu4Lyf2B2fTRPa9GiBc2aNePNN98EzPe7YsWKPPbYYwwfPjzT8eXLl2fkyJEMGjTIua979+6EhITw6aefAnDnnXdStmxZl6sVLj3mSrJ6vwrKZ8HrHDsGN91kDpsF7FiwYmDDgh8G3Yjn55LdGDwYHnsM/i1bn2tqP9+nNvRtaj/f5q72U5/22ihIf3857dP69qssoFQeQUTE1ciRI6lcufJlJyzLizJlyvDCCy/k6zkld9Lt6aTb0z0dhkiepaWl8ccff7hMhmi1WunQoQMrVqzI8jGpqamZfgQKCQlxKQXTunVrEhIS2L59OwB//fUXy5cvp1OnTm54FXJVTp2C226DjRs54h/JIN5kPQ04TzAbaEA34lldvht79sDYsXlP2IqIiPdSn1bcQROReSElbUVEXIWFhfHcc8/l+3mfeuqpfD+niBQux44dw2azUbZsWZf9ZcuWZevWrVk+pmPHjkyePJl27doRHR1NQkIC8fHxLhNLDh8+nKSkJGrVqoWfnx82m42XXnrpshNKpqamutQ2T0pKAsyRKY4fvex2O4Zh5PuPYIXWmTNYOnXCsnYtRkQEt5z4kY3U4W0GuRwWfMKgaFGDq33b1X6+T23o29R+vs1d7ec4r2PbbtHnwx0K0t9fTl+DkrZeSElbEbnWoqKiNLmNiMg1MnXqVAYMGECtWrWwWCxER0fTv39/ZsyY4Tzm888/Z9asWcyePZu6deuybt06hgwZQvny5enbt2+W5x0/fjxxcXGZ9h89epSUlBTA/JJw+vRpDMPw+UsLPe7cOUr17k3gypXYwkoysun/2PhdnUyHWSwGVate4MiR41f9lGo/36c29G1qP9/mrvZLs6Vx9uxZAI4cOaLyCG5SkP7+zpw5k6PjlLT1Qo6k7cmTkJoKQUGejUdEREREshYeHo6fnx+HDx922X/48GHKOTp1l4iIiGDBggWkpKRw/Phxypcvz/Dhw6latarzmGHDhjF8+HDuu+8+AOrXr8+ePXsYP358tknbESNGMHToUOftpKQkKlasSEREhEtNW4vFQkREhM9/4fGolBQs//d/WFauxF6sOA9U+IGPv2uKOeelBYvFwDAy1mPH+lGmTJmrflq1n+9TG/o2tZ9vc1f7pdnSKFq0KGCWX1PS1j0K0t9fTudKUdLWC5UsCYGBkJYGhw9DpUqejkhEREREshIYGEiTJk1ISEiga9eugPmlIiEhgcGDB1/2scHBwVSoUIH09HTmz59Pjx49nPedO3cu0xcSPz+/y15OFxQURFAWv/ZbrVaXc1kslkz7JBfS0qBHD0hIwBZSlLv8v+PbTU0pWRLmzLFw9iyMHWth2zaoWdNCbCx065Z/77Xaz/epDX2b2s+3uaP9rIbVOdmyPhvuVVD+/nIav5K2XshiMUfb7t0LiYlK2oo46PJ98YSCUDNJRNxr6NCh9O3bl6ZNm9K8eXOmTJnC2bNn6d+/PwB9+vShQoUKjB8/HoBVq1Zx4MABGjVqxIEDBxgzZgx2u51nnnnGec4uXbrw0ksvUalSJerWrcvatWuZPHkyDzzwgEdeo/zrwgW4/35YuJALAcF0TP2Gn863pkED+PJLcAyWjonxbJgiIiLi+5S09VKOpK3q2opAQEAAVquVEydO4O/v7/O/qhVGhmFw4cIF/P39nb9CezvDMEhLS+Po0aNYrVYCA3WZU36zYCEqLMq5LeKrevbsydGjRxk9ejSHDh2iUaNGLFq0yDk52d69e13+70pJSWHUqFHs3LmT0NBQOnfuzCeffEJYWJjzmDfeeIPnn3+eRx99lCNHjlC+fHkeeeQRRo8efa1fnjjYbNC3L8yfT7o1kDvSv+InbqRXL5g+Hf69MlZERAoZ9WnFXZS09VKajEwkg5+fHxUqVGDPnj2cO3fOZ5J+ksExy6fVavW59itSpAiVKlXSjwVuEOAXQL9G/Twdhki+GDx4cLblEJYuXepyu3379mzevPmy5ytWrBhTpkxhypQp+RShXBW7HR5+GGbP5gL+xNjn8ZPfbUx+FYYMMa+UExGRwkl9WnEXJW29lJK2Iq6KFi1KqVKlCAsLU/LMB9ntdo4fP07p0qV9qv38/Px8anSwiIi4gWHAY4/BjBnYsNKL2awM78IPn8HNN3s6OBERESmolLT1UkraimRmtVoJDg72qaSfmOx2OwEBAWo/ERHxLYaB8fQwLG+/jR0LffmIndffy+/xULmyp4MTERGRgkxJWy8VGWmulbQVEZGCKs2WxpSVUwAY0nIIgX6qGywi3iV9xGgCJk8C4GHew6/P/7F8GoSEeDgwERHxGurTirsoaeulHCNtExM9G4eIiIg7nUs/5+kQRESydOLpcZSa9CIAT1jfoNHUhxg0SPVrRUQkM/VpxR2UtPVSKo8gIiIiIuIZW//7GrXeHQlAXNEJ3PPdYG64wcNBiYiISKGipK2Xujhpaxj6RV9ERERExN0MA37o9g4dvxoKwHsV4nhw5TCuu87DgYmIiEiho9lgvFTZsuY6NRVOn/ZsLCIiIiIiBV1yMrzdfCYdv3oUgG8bDqfvP88rYSsiIiIeoaStlwoJgRIlzG2VSBARERERcZ+//4a42nMY+PuDAGy4+Qk6rx1HULAudxMRERHPUNLWi0VGmmslbUVERERE8ld8PDRsCIGBMKJmPOP3/wcrBoe6PkL9H19TfTIRERHxKNW09WLlysHWrZCY6OlIRERE8p8FC+WLlXdui4hcK/Hx8Gn3eD4mjtpswZ90rMD21n2pMf9tJWxFRCTH1KcVd1HS1otdPBmZiIhIQRPgF8DDTR72dBgiUggtHxpPPN2xY8GK4dz/3oE7mWjVxYgiIpJz6tOKu6hH4sWUtBURERERyX/994zJlLC1YaHP3hc9GJWIiIhIBo209WJK2oqIiIiI5CObDWbNoi4bXRK2AH4Y1GSbhwITERERcaWRtl5MSVsRESnI0m3pTFk5hSkrp5BuS/d0OCJSkNnt8MUXUK8e9O2LFeOSlK050vZ85ZoeCU9ERHyX+rTiLkraerHISHOtpK2IiBREBganUk5xKuVUFukTEZF8YBjwzTfQpAn06AFbt3LavxQf8x8sgP3fCWPsWPDDIGxyrGfjFRERn6M+rbiLkrZezDHSNjHRs3GIiIiIiPichARo3Rq6dIF166BYMf7qNoZKF3YyKPRjTr4/H2vDBhAcbK7j46FbN09HLSIiIgKopq1XcyRtjx2D9HQICPBsPCIiIiIiXm/FChg5EpYsMW+HhMBjj5H86DN0bl2aJGD8SCj5YAw8GOPRUEVERESyo5G2Xqx0afDzM6/qOnrU09GIiIiIiHixtWvhjjvM0bVLlkBgIDz2GOzcCa+8wsvTS3PwIFStCkOGeDpYERERkctT0taL+flBmTLmturaioiIiIhkYfNmuPdeuP56+PZbsxP94IPw99/w+utQrhy7dsHEiebhkyZBcLBnQxYRERG5EiVtvZyjRIKStiIiIiIiF9m5E/r0gfr1Yd48sFjg/vthyxZ4/32oVMl56LBhkJoKt9wCd9/twZhFREREckg1bb1cZKR5pZeStiIiUtBYsBBRJMK5LSKSI/v3wwsvwIwZcOGCua9bN4iLMxO4l1i6FObPB6sVpkwxc7siIiL5RX1acRclbb2cY6RtYqJn4xAREclvAX4BDGo+yNNhiIg3i483k7Hbt5vFaKtWhcWLzWGzAB07wosvQtOmWT7cZoMnnjC3//tfqFfvGsUtIiKFhvq04i5K2no5lUcQERERkUIpPh66dzeHxhqGWbt282bzvnbtzGTtDTdc9hTvvw/r10PJkjB27DWIWURERCSfKGnr5ZS0FREREZFCKS4uI2F7sapVzZoHV6hzcPIkjByZcarSpd0TpoiIiIg7KGnr5ZS0FRGRgirdls57f7wHwMNNHibAL8DDEYmIV9m+PXPCFuDgwRwVph07Fo4fhzp1zNIIIiIi7qA+rbiLkrZeTklbEREpqAwMjp476twWEXERHm5OOnYxiwVq1rziQ7duhTffNLenTIEAfX8WERE3UZ9W3MXq6QDk8iIjzbWStiIiIiJSaPz9Nxw1vwA7R9U6SiXExl7x4UOHwoUL0KUL3HqrG+MUERERcRMlbb2cY6RtcrK5iIiIiIgUaGlp0KsXpKZC3bpQvz4EB0ODBubkZN26Xfbh334L331njq6dNOkaxSwiIiKSz1QewcuFhkLRonD2rDnatlo1T0ckIiIiIuJGo0bBH39AqVKwaBFcd12OH5qWBk8+aW4PGQLVq7snRBERERF300hbH6C6tiIiIiJSKPzwA7z6qrn9wQe5StiCWcd2+3YoU8bM/YqIiIj4KiVtfYCStiIiIiJS4B05An36mNsDB0LXrrl++Nix5va4cVC8eP6GJyIiInItqTyCD1DSVkRECiILFsKCw5zbIlKIGQb07w+HD5t1bPNQjPb55+H0abj+eujXL/9DFBERyYr6tOIuStr6gMhIc62krYiIFCQBfgEMaTnE02GIiDd4/XVzBrGgIJgzB0JCcvXwdetg+nRze+pU8PPL/xBFRESyoj6tuIvKI/gAx0jbxETPxiEiIiIiku/WroVnnjG3J02C+vVz9XDDgCeeMNf33Qdt27ohRhEREZFrTElbH6DyCCIiIiJSIJ09C716QVoa3HUXPPpork8xbx4sW2YOzn3lFTfEKCIiIuIBKo/gA5S0FRGRgijdls7MdTMB6N+oPwF+AR6OSESuuSFDYNs2KF8ePvgALLmrBXj+PAwbZm4/8wxUqpT/IYqIiFyO+rTiLkra+gAlbUVEpCAyMDh45qBzW0QKmS++gPffNxO1n34K4eG5PsWkSbBnD1x3XUaFBRERkWtJfVpxF5VH8AGOpO3hw2C3ezYWEREREZGrtmcPDBhgbg8fDjfdlOtT7N8P48eb26++CkWK5GN8IiIiIh6mpK0PKFPGHIBgs8Hx456ORkRERETkKly4AL17w+nT0KIFxMXl6TTDh8O5c9CmDfTsmc8xioiIiHiYkrY+ICAg42oxlUgQEREREZ/24ovw669QrBjMnm12dnNpxQqYNcsc2DB1aq5L4YqIiIh4PSVtfYSjREJiomfjEBERERHJs19+gRdeMLenTYOqVXN9CrsdnnjC3O7fH5o0ycf4RERERLyEVyRt33rrLaKioggODqZFixasXr0622OnT5/ODTfcQMmSJSlZsiQdOnTIdLxhGIwePZrIyEhCQkLo0KEDf//9t7tfhltpMjIRERER8WknT5plEex26NMH7r8/T6f55BNYs8YcqPvSS/kco4iIiIiX8HjS9rPPPmPo0KHExsby559/0rBhQzp27MiRI0eyPH7p0qX06tWLJUuWsGLFCipWrMhtt93GgQMHnMdMmDCB119/nWnTprFq1SqKFi1Kx44dSUlJuVYvK98paSsiIgVRkYAiFAnQ7EEiBZ5hmBOP7dsH1arBm2/m6TRnzpi1bAGefz6jjywiIuJJ6tOKO/h7OoDJkyczYMAA+vfvD8C0adNYuHAhM2bMYLijR3aRWbNmudx+//33mT9/PgkJCfTp0wfDMJgyZQqjRo3i7rvvBuDjjz+mbNmyLFiwgPvuu8/9L8oNlLQVEZGCJtAvkGfaPOPpMETkWnj/fZg/36xfO2eOOUw2D8aNM/vD1arB44/nc4wiIiJ5oD6tuItHR9qmpaXxxx9/0KFDB+c+q9VKhw4dWLFiRY7Oce7cOdLT0ylVqhQAu3bt4tChQy7nLFGiBC1atMjxOb1RZKS5VtJWRERERHzKli0ZRWhfegmaNs3TaXbsgMmTze1JkyAoKJ/iExEREfFCHh1pe+zYMWw2G2XLlnXZX7ZsWbZu3Zqjczz77LOUL1/emaQ99G9WM6tzHsom45mamkpqaqrzdlJSEgB2ux273e7cb7fbMQzDZd+1UqYMgJVDhwzsduOaP39B4Mn2k6un9vNtaj/fpzb0bQWl/Xw9/kIpJQXuuw/On4dbb4WnnsrzqYYNg7Q08zRduuRjjCIiIiJeyOPlEa7Gyy+/zNy5c1m6dCnBwcF5Ps/48eOJi4vLtP/o0aMudXDtdjunT5/GMAys1ms7SDk4OBAoxb59No4cOXZNn7ug8GT7ydVT+/k2tZ/vc0cbptvSif8nHoCYajEE+AXky3kls4LyN3jmzBlPhyC59eyzsH49RETARx9BHj9/CQnw5Zfg5wevvQYWSz7HKSIikkfptnRmbTBLefau31t9Wsk3Hk3ahoeH4+fnx+HDh132Hz58mHJXmFVg4sSJvPzyy/z44480aNDAud/xuMOHDxPpqCnw7+1GjRplea4RI0YwdOhQ5+2kpCQqVqxIREQExYsXd+632+1YLBYiIiKu+ReeWrXM9bFjfpQxh91KLnmy/eTqqf18m9rP97mjDdNsaZzYfgKAiDIRBPoF5st5JbOC8jd4NT/SiwcsXAivv25uf/hhRr2vXIiPhzFjYONG8/Ztt0HduvkWoYiIyFUzMNh9ardzWyS/eDRpGxgYSJMmTUhISKBr166A+aUiISGBwYMHZ/u4CRMm8NJLL/H999/T9JKaWFWqVKFcuXIkJCQ4k7RJSUmsWrWKgQMHZnm+oKAggrIoimW1WjN9sbFYLFnud7fy5c31qVMW0tIs6DtL3niq/SR/qP18m9rP9+V3G1oNK5Z/h8vps+F+BeFv0JdjL3QSE6FfP3P7iSegc+dcnyI+Hrp3N0fVGv9+B/7uO3N/TEz+hSoiIiLijTze8x06dCjTp0/no48+YsuWLQwcOJCzZ8/Sv39/APr06cOIESOcx7/yyis8//zzzJgxg6ioKA4dOsShQ4dITk4GzC8kQ4YM4cUXX+Trr79mw4YN9OnTh/LlyzsTw74oLCxjsoVLBiaLiIiIiIe99dZbREVFERwcTIsWLVi9enW2x6anpzN27Fiio6MJDg6mYcOGLFq0KNNxBw4c4P/+7/8oXbo0ISEh1K9fn99//92dLyN/2O3Qpw8cOwYNG8Irr+TpNHFxrglbMG+PHZtPcYqIiIh4MY/XtO3ZsydHjx5l9OjRHDp0iEaNGrFo0SLnRGJ79+51GVXxzjvvkJaWxj333ONyntjYWMaMGQPAM888w9mzZ3n44Yc5deoUbdu2ZdGiRT59SZ3FAuXKwZ49cOgQVK7s6YhEREREBOCzzz5j6NChTJs2jRYtWjBlyhQ6duzItm3bsixrNWrUKD799FOmT59OrVq1+P777+nWrRu//fYbjRs3BuDkyZO0adOGm266ie+++46IiAj+/vtvSpYsea1fXu5NnAg//ghFisDcuRkjD3Jp+3bXhC2Yt7dty4cYRURERLycx5O2AIMHD862HMLSpUtdbu/evfuK57NYLIwdO5axBexn+IuTtiIiIiLiHSZPnsyAAQOcV4pNmzaNhQsXMmPGDIYPH57p+E8++YSRI0fS+d+SAQMHDuTHH39k0qRJfPrpp4B5dVnFihWZOXOm83FVqlS5Bq/mKq1ZAyNHmttTp2ZMzJAHNWrAhg2ZR9rWrHmVMYqIiIj4AI+XR5Ccc8zNlpjo2ThERERExJSWlsYff/xBhw4dnPusVisdOnRgxYoVWT4mNTU10xVgISEhLF++3Hn766+/pmnTptx7772UKVOGxo0bM336dPe8iPwQHw/160OLFnDhArRqBQ8+eFWnjI3NnLA1DHO/iIiISEHnFSNtJWccSVuNtBURkYIiwBrg6RBErsqxY8ew2WzO0l4OZcuWZevWrVk+pmPHjkyePJl27doRHR1NQkIC8fHx2Gw25zE7d+7knXfeYejQoTz33HOsWbOGxx9/nMDAQPr27ZvleVNTU0lNTXXeTkpKAsyJfu12u3PbMAzn7XwRH4/13nsxAAuY6xUrsM+ff1UzhnXtCqNGwYsvWrFYDOrXh9GjDe6+2yybWxi5pf3kmlIb+ja1n29zV/vZ7Xb8Lf7ObbtFnw93KEh/fzl9DUra+hAlbUVEpCAJ9AtkZLuRng5D5JqbOnUqAwYMoFatWlgsFqKjo+nfvz8zZsxwHmO322natCnjxo0DoHHjxmzcuJFp06Zlm7QdP348cXFxmfYfPXqUlJQU53lPnz6NYRgu80ZcjdKjR2OxWLD8OyzWAhgWC7bYWI63bXtV5y5XLhgIo02bNL744iQAR45cZcA+zB3tJ9eW2tC3qf18mzvb76GaDwFw6vipfD2vZChIf39nzpzJ0XFK2voQJW1FREREvEt4eDh+fn4cPnzYZf/hw4cp5+i8XSIiIoIFCxaQkpLC8ePHKV++PMOHD6dq1arOYyIjI6lTp47L42rXrs38+fOzjWXEiBEMHTrUeTspKYmKFSsSERFB8eLFAfMLj8ViISIiIt++8Fh27nQmbJ37DAP/nTuznIgtNxwDhytUCLzqcxUE7mg/ubbUhr5N7efb1H6+rSC136VlsrKjpK0PiYw010raioiIiHiHwMBAmjRpQkJCAl27dgXMLxUJCQnZTrTrEBwcTIUKFUhPT2f+/Pn06NHDeV+bNm3Ytm2by/Hbt2+ncuXK2Z4vKCiIoKCgTPutVqvLlxuLxZJp31WpWTPLGcMsNWtiucrnOHrUXJcta8FqtVzVuQqKfG8/uebUhr5N7efb1H6+raC0X07j9+1XWchopK2IiBQkF+wXmLV+FrPWz+KC/YKnwxHJs6FDhzJ9+nQ++ugjtmzZwsCBAzl79iz9+/cHoE+fPowYMcJ5/KpVq4iPj2fnzp388ssv3H777djtdp555hnnMU8++SQrV65k3Lhx/PPPP8yePZv33nuPQYMGXfPXd0WOGcMs/yZV83HGMEcpBA2yFRERb6U+rbiLRtr6EEfSNjHRtV8sIiLii+yGnb9P/O3cFvFVPXv25OjRo4wePZpDhw7RqFEjFi1a5JycbO/evS4jKlJSUhg1ahQ7d+4kNDSUzp0788knnxAWFuY8plmzZnz55ZeMGDGCsWPHUqVKFaZMmULv3r2v9cu7spgYmD8fxo6FbdvMkbexsdCt21WfWklbERHxdurTirsoaetDHJMSp6XBqVNQsqRHwxERERGRfw0ePDjbcghLly51ud2+fXs2b958xXPeeeed3HnnnfkRnvvFxJhLPlPSVkRERAorlUfwIcHB4BiAoRIJIiIiIlLQKWkrIiIihZWStj5GdW1FREREpLBQ0lZEREQKKyVtfUxkpLlW0lZERERECrKzZ+HcOXNbSVsREREpbJS09TEaaSsiIiIihYFjlG1wMISGejYWERERkWtNSVsf40jaJiZ6Ng4REREREXe6uDSCxeLZWERERESuNX9PByC5o5G2IiJSUAT6BTLmxjGeDkNEvJTq2YqIiC9Qn1bcRSNtfYyStiIiIiJSGChpKyIiIoWZkrY+RklbERERESkMlLQVERGRwkzlEXxMZKS5VtJWRER83QX7BeK3xAMQUzsGf6u6JSKSQUlbERHxBerTirtopK2PcYy0PXYM0tM9G4uIiMjVsBt2Nh/dzOajm7Ebdk+HIyJeRklbERHxBerTirsoaetjSpcGPz8wjIyOrIiIiIhIQaOkrYiIiBRmStr6GKsVypY1t1UiQUREREQKKiVtRUREpDBT0tYHaTIyERERESnolLQVERGRwkxJWx+kpK2IiIiIFGR2Oxw9am4raSsiIiKFkZK2Pigy0lwraSsiIiIiBdGpU2CzmdsRER4NRURERMQjlLT1QRppKyIiIiIFmaM0QlgYBAZ6NBQRERERj/D3dACSe0raiohIQRBgDeC5G55zbouIODiSthplKyIi3k59WnEXJW19kCNpm5jo2ThERESuhsViIdBPQ+hEJDNNQiYiIr5CfVpxF5VH8EEaaSsiIiIiBZmStiIiIlLYaaStD1LSVkRECoIL9gt8s/0bAO6scSf+VnVLRMSkpK2IiPgK9WnFXTTS1gc5krZnz0JysmdjERERySu7YWfdoXWsO7QOu2H3dDgi4kWUtBUREV+hPq24i5K2Pig01FxAo21FREREpOBR0lZEREQKOyVtfZRKJIiIiIhIQaWkrYiIiBR2Str6KEfSNjHRs3GIiIiIiOQ3JW1FRESksFPS1kdppK2IiIiIFFRK2oqIiEhhp6Stj1LSVkREREQKorQ0OHnS3FbSVkRERAorJW19lJK2IiIiIlIQHTtmrq1WKFXKs7GIiIiIeIq/pwOQvImMNNdK2oqIiK8KsAYwrPUw57aICGSURoiIMBO3IiIi3kx9WnEXJW19lEbaioiIr7NYLBQNLOrpMETEy6ierYiI+BL1acVd9Nu1j3IkbRMTPRuHiIiIiEh+UtJWRERERCNtfZYjaXvkCNhs4Ofn2XhERERy64L9At//8z0AHat1xN+qbomIKGkrIiK+RX1acReNtPVRERFgsZgJ2+PHPR2NiIhI7tkNO2sOrmHNwTXYDbunwxERL6GkrYiI+BL1acVdlLT1UQEBEB5ubquurYiIiIgUFEraioiIiChp69MiI821krYiIiIiUlAoaSsiIiKipK1Pc9S1VdJWRERERAoKJW1FRERElLT1aY6kbWKiZ+MQEREREckvStqKiIiIKGnr0zTSVkREREQKEsNQ0lZEREQElLT1aUraioiIiEhBcvYsnD9vbitpKyIiIoWZv6cDkLxT0lZERHxZgDWAIS2HOLdFrqWoqCgeeOAB+vXrR6VKlTwdjvzLMco2JASKFvVsLCIiIjmhPq24i0ba+rDISHOtpK2IiPgii8VCWHAYYcFhWCwWT4cjhcyQIUOIj4+natWq3HrrrcydO5fU1FRPh1XoXVwaQf8siIiIL1CfVtxFSVsfppG2IiIiInkzZMgQ1q1bx+rVq6lduzaPPfYYkZGRDB48mD///NPT4RVaqmcrIiIiYlLS1oc5kranTmXU/hIREfEVNruNH3b8wA87fsBmt3k6HCmkrr/+el5//XUOHjxIbGws77//Ps2aNaNRo0bMmDEDwzA8HWKhoqStiIj4GvVpxV2UtPVhJUpAUJC5ffiwZ2MRERHJLZth47d9v/Hbvt+wGergimekp6fz+eefc9ddd/HUU0/RtGlT3n//fbp3785zzz1H7969PR1ioaKkrYiI+Br1acVdNBGZD7NYzNG2e/aYJRKiojwdkYiIiIhv+PPPP5k5cyZz5szBarXSp08fXnvtNWrVquU8plu3bjRr1syDURY+R4+aayVtRUREpLBT0tbHXZy0FREREZGcadasGbfeeivvvPMOXbt2JSAg82zPVapU4b777vNAdIWXRtqKiIiImJS09XGRkeZaSVsRERGRnNu5cyeVK1e+7DFFixZl5syZ1ygiASVtRURERBxU09bHOSYjU9JWREREJOeOHDnCqlWrMu1ftWoVv//+uwciElDSVkRERMRBSVsf50jaJiZ6Ng4RERERXzJo0CD27duXaf+BAwcYNGiQByISUNJWRERExEFJWx+nkbYiIiIiubd582auv/76TPsbN27M5s2bPRCR2O0ZE5FFRHg2FhERERFPU9LWxylpKyIivirAGsCjzR7l0WaPEmDNPAmUiDsFBQVx+PDhTPsTExPx98/9tA9vvfUWUVFRBAcH06JFC1avXp3tsenp6YwdO5bo6GiCg4Np2LAhixYtyvb4l19+GYvFwpAhQ3Idly85eRJsNnNbSVsREfEV6tOKuyhp6+OUtBUREV9lsVgoU7QMZYqWwWKxeDocKWRuu+02RowYwenTp537Tp06xXPPPcett96aq3N99tlnDB06lNjYWP78808aNmxIx44dOeK41v8So0aN4t133+WNN95g8+bN/Pe//6Vbt26sXbs207Fr1qzh3XffpUGDBrl7gT7I8XaFhUFgoEdDERERyTH1acVdPJ60zc2ohE2bNtG9e3eioqKwWCxMmTIl0zFjxozBYrG4LLVq1XLjK/CsyEhzfegQGIZnYxERERHxFRMnTmTfvn1UrlyZm266iZtuuokqVapw6NAhJk2alKtzTZ48mQEDBtC/f3/q1KnDtGnTKFKkCDNmzMjy+E8++YTnnnuOzp07U7VqVQYOHEjnzp0zPW9ycjK9e/dm+vTplCxZMs+v1Veonq2IiIhIBo8mbXM7KuHcuXNUrVqVl19+mXKOIaZZqFu3LomJic5l+fLl7noJHle2rLlOS4NTpzwaioiISK7Y7DaW7l7K0t1Lsdltng5HCpkKFSqwfv16JkyYQJ06dWjSpAlTp05lw4YNVKxYMcfnSUtL448//qBDhw7OfVarlQ4dOrBixYosH5OamkpwcLDLvpCQkEx91kGDBnHHHXe4nLsgU9JWRER8kfq04i65L9iVjy4elQAwbdo0Fi5cyIwZMxg+fHim45s1a0azZs0Asrzfwd/f/7JJ3YIkKAhKljRrgCUmmtsiIiK+wGaYHVyA1hVb44efZwOSQqdo0aI8/PDDV3WOY8eOYbPZKOv4Jf1fZcuWZevWrVk+pmPHjkyePJl27doRHR1NQkIC8fHx2GwZX/Tmzp3Ln3/+yZo1a3IcS2pqKqmpqc7bSUlJANjtdux2u3PbMAznbW9ilhi2EhFhYLfrErKseHP7Sc6oDX2b2s+3uav90m3pLNm1BICWFVpiQSUS3KEg/f3l9DV4LGnrGJUwYsQI574rjUrIqb///pvy5csTHBxMq1atGD9+PJUqVcr2+Jx0cB23vfEDUq6chZMnLRw8aKcAV4K4at7afpIzaj/fpvbzfe5oQ8c5Hdt2iz4f7lJQ/gbdEf/mzZvZu3cvaWlpLvvvuuuufH8uh6lTpzJgwABq1aqFxWIhOjqa/v37O8sp7Nu3jyeeeILFixdnGpF7OePHjycuLi7T/qNHj5KSkgKY7+Hp06cxDAOr1eOV0lzs2hUKhFKs2HmOHEnydDheyZvbT3JGbejb1H6+zV3tl2ZL4+zZswAcOXKEQD8VZneHgvT3d+bMmRwd57GkbV5GJeREixYt+PDDD6lZsyaJiYnExcVxww03sHHjRooVK5blY3LSwQXv/YCUKlUSCGL79iTq1Uu54vGFlbe2n+SM2s+3qf18nzvaUB3ca6eg/A3mtIObEzt37qRbt25s2LABi8Xi/AHBMYHIxaNeLyc8PBw/Pz8Om8NEnQ4fPpztlV8REREsWLCAlJQUjh8/Tvny5Rk+fDhVq1YF4I8//uDIkSNcf/31zsfYbDaWLVvGm2++SWpqKn5+mUemjxgxgqFDhzpvJyUlUbFiRSIiIihevDhgfhYsFgsRERFe91k4e9Z87ytXDqFMmZwnqwsTb24/yRm1oW9T+/k2d7Vfmi2NokWLAlCmTBn1ad2kIP395fRH+Twlbfft24fFYuG6664DYPXq1cyePZs6depc9SVmV6tTp07O7QYNGtCiRQsqV67M559/zoMPPpjlY3LSwQXv/YBUrGh2cM+fL06ZMsWvcHTh5a3tJzmj9vNtaj/f5442VAf32ikof4O5GXV6JU888QRVqlQhISGBKlWqsHr1ao4fP85TTz3FxIkTc3yewMBAmjRpQkJCAl27dgXM9zshIYHBgwdf9rHBwcFUqFCB9PR05s+fT48ePQC45ZZb2LBhg8ux/fv3p1atWjz77LNZJmwBgoKCCAoKyrTfarW6tLvFYsm0zxscPWquy5a1YLXq0tLseGv7Sc6pDX2b2s+3uaP9rIbV+aOvPhvuVVD+/nIaf56Stvfffz8PP/ww//nPfzh06BC33nordevWZdasWRw6dIjRo0df8Rx5GZWQF2FhYdSoUYN//vkn22Ny2sEF7/yAlC9vrg8ftuJFYXklb2w/yTm1n29T+/m+/G5DdXCvrYLwN5ifsa9YsYKffvqJ8PBw5/vStm1bxo8fz+OPP87atWtzfK6hQ4fSt29fmjZtSvPmzZkyZQpnz551ztvQp08fKlSowPjx4wFYtWoVBw4coFGjRhw4cIAxY8Zgt9t55plnAChWrBj16tVzeY6iRYtSunTpTPsLEk1EJiIiIpIhTz3fjRs30rx5cwA+//xz6tWrx2+//casWbP48MMPc3SOi0clODhGJbRq1SovYWUpOTmZHTt2EBkZmW/n9DaOHPehQ56NQ0RERMRX2Gw2Z+ms8PBwDh48CEDlypXZtm1brs7Vs2dPJk6cyOjRo2nUqBHr1q1j0aJFzjJge/fuJTEx0Xl8SkoKo0aNok6dOnTr1o0KFSqwfPlywsLC8ufF+SglbUVEREQy5GmkbXp6unNk6o8//uicqKFWrVouHdIrye2ohLS0NDZv3uzcPnDgAOvWrSM0NJRq1aoB8PTTT9OlSxcqV67MwYMHiY2Nxc/Pj169euXlpfoEJW1FREREcqdevXr89ddfVKlShRYtWjBhwgQCAwN57733nLVlc2Pw4MHZlkNYunSpy+327ds7+7Q5dek5CiIlbUVEREQy5ClpW7duXaZNm8Ydd9zB4sWLeeGFFwA4ePAgpUuXzvF5evbsydGjRxk9ejSHDh2iUaNGmUYlXHwZ3MGDB2ncuLHz9sSJE5k4cSLt27d3dmT3799Pr169OH78OBEREbRt25aVK1cSERGRl5fqExxJ21zky0VERDzO3+rPgOsHOLdFrqVRo0Y5J8IbO3Ysd955JzfccAOlS5fms88+83B0hU9aGpw6ZW4raSsiIr5EfVpxlzx9ml555RW6devGq6++St++fWnYsCEAX3/9tbNsQk7lZlRCVFSUc2bf7MydOzdXz18QaKStiIj4IqvFSoXiFTwdhhRSHTt2dG5Xq1aNrVu3cuLECUqWLOmstSzXjmMSMj8/KFnSs7GIiIjkhvq04i55StreeOONHDt2jKSkJEpe1Kt6+OGHKVKkSL4FJznjSNoeOwbp6RAQ4Nl4RERERLxZeno6ISEhrFu3zmVir1KlSnkwqsLNURohIgJNrCsiIiJCHiciO3/+PKmpqc6E7Z49e5gyZQrbtm2jjK5nuuZKlwb/f9Pvjg6viIiIt7PZbfy691d+3fsrNrvN0+FIIRIQEEClSpWw2fS58xaqZysiIr5KfVpxlzwlbe+++24+/vhjAE6dOkWLFi2YNGkSXbt25Z133snXAOXKrFb4twywSiSIiIjPsBk2Fu9czOKdi7EZ6uDKtTVy5Eiee+45Tpw44elQBCVtRUTEd6lPK+6Sp6Ttn3/+yQ033ADAvHnzKFu2LHv27OHjjz/m9ddfz9cAJWdU11ZEREQk5958802WLVtG+fLlqVmzJtdff73LIteWkrYiIiIirvJU0/bcuXMUK1YMgB9++IGYmBisVistW7Zkz549+Rqg5IwjaZuY6Nk4RERERHxB165dPR2CXERJWxERERFXeUraVqtWjQULFtCtWze+//57nnzySQCOHDlC8eLF8zVAyRmNtBURERHJudjYWE+HIBdR0lZERETEVZ7KI4wePZqnn36aqKgomjdvTqtWrQBz1G3jxo3zNUDJGSVtRURERMRXKWkrIiIi4ipPI23vuece2rZtS2JiIg0bNnTuv+WWW+jWrVu+BSc5FxlprpW0FREREbkyq9WKxWLJ9n6bTROJXEtK2oqIiIi4ylPSFqBcuXKUK1eO/fv3A3DdddfRvHnzfAtMckcjbUVERERy7ssvv3S5nZ6eztq1a/noo4+Ii4vzUFSFl5K2IiIiIq7ylLS12+28+OKLTJo0ieTkZACKFSvGU089xciRI7Fa81R1Qa6CkrYiIuJr/K3+9GvUz7ktci3dfffdmfbdc8891K1bl88++4wHH3zQA1EVToYBR4+a20raioiIr1GfVtwlT5+mkSNH8sEHH/Dyyy/Tpk0bAJYvX86YMWNISUnhpZdeytcg5cocSdvERLPje5mr/URERLyC1WIlKizK02GIuGjZsiUPP/ywp8MoVM6ehfPnzW0lbUVExNeoTyvukqek7UcffcT777/PXXfd5dzXoEEDKlSowKOPPqqkrQeULWuuz52D5GQoVsyz8YiIiIj4mvPnz/P6669ToUIFT4dSqDhKIxQpAkWLejYWEREREW+Rp6TtiRMnqFWrVqb9tWrV4sSJE1cdlOReaKi5JCebJRKUtBUREW9ns9v4I/EPAJpENsHP6ufhiKQwKVmypMtEZIZhcObMGYoUKcKnn37qwcgKH9WzFRERX6Y+rbhLnpK2DRs25M033+T111932f/mm2/SoEGDfAlMci8yEv7+20zaVq/u6WhEREQuz2bY+PbvbwFoVK4RfqiDK9fOa6+95pK0tVqtRERE0KJFC0qWLOnByAofJW1FRMSXqU8r7pKnpO2ECRO44447+PHHH2nVqhUAK1asYN++fXz77bf5GqDkXLlyGUlbEREREclev379PB2C/EtJWxEREZHMrHl5UPv27dm+fTvdunXj1KlTnDp1ipiYGDZt2sQnn3yS3zFKDjkmI1PSVkREROTyZs6cyRdffJFp/xdffMFHH33kgYgKLyVtRURERDLLU9IWoHz58rz00kvMnz+f+fPn8+KLL3Ly5Ek++OCD/IxPcsGRtE1M9GwcIiIiIt5u/PjxhIeHZ9pfpkwZxo0b54GICi8lbUVEREQyy3PSVryPRtqKiIiI5MzevXupUqVKpv2VK1dm7969Hoio8FLSVkRERCQzJW0LECVtRURERHKmTJkyrF+/PtP+v/76i9KlS3sgosJLSVsRERGRzJS0LUAiI821krYiIiIil9erVy8ef/xxlixZgs1mw2az8dNPP/HEE09w3333eTq8QsWRtI2I8GwcIiIiIt7EPzcHx8TEXPb+U6dOXU0scpU00lZERHyJv9Wf++vf79wWuZZeeOEFdu/ezS233IK/v/n5s9vt9OnTRzVtrzGNtBUREV+mPq24S64+TSVKlLji/X369LmqgCTvHEnbI0fAZgM/P8/GIyIicjlWi5UapWt4OgwppAIDA/nss8948cUXWbduHSEhIdSvX5/KlSt7OrRCxW6Ho0fNbSVtRUTEF6lPK+6Sq6TtzJkz3RWH5IOICLBYzITtsWNQtqynIxIRERHxbtWrV6d69eqeDqPQOnHCTNwChId7NhYRERERb6KatgWIv39GLTCVSBAREW9ns9tYd2gd6w6tw2a3eTocKWS6d+/OK6+8kmn/hAkTuPfeez0QUeHkKI1QsiQEBno2FhERkbxQn1bcRUnbAkZ1bUVExFfYDBsLti5gwdYF2Ax1cOXaWrZsGZ07d860v1OnTixbtswDERVOqmcrIiK+Tn1acRclbQuYyEhzraStiIiISPaSk5MJzGJoZ0BAAElJSR6IqHBS0lZEREQka0raFjAaaSsiIiJyZfXr1+ezzz7LtH/u3LnUqVPHAxEVTkraioiIiGQtVxORifdT0lZERETkyp5//nliYmLYsWMHN998MwAJCQnMnj2befPmeTi6wkNJWxEREZGsKWlbwDiStomJno1DRERExJt16dKFBQsWMG7cOObNm0dISAgNGzbkp59+olSpUp4Or9BQ0lZEREQka0raFjAaaSsiIiKSM3fccQd33HEHAElJScyZM4enn36aP/74A5tNE4lcC0raioiIiGRNNW0LGCVtRURERHJu2bJl9O3bl/LlyzNp0iRuvvlmVq5c6emwCg0lbUVERESyppG2BUxkpLlW0lZERLydv9Wfe+vc69wWuVYOHTrEhx9+yAcffEBSUhI9evQgNTWVBQsWaBKya0xJWxER8XXq04q7aKRtAeMYaXv6NJw/79lYRERELsdqsVK3TF3qlqmL1aIuiVwbXbp0oWbNmqxfv54pU6Zw8OBB3njjDU+HVWgpaSsiIr5OfVpxF/0EUMAULw7BwZCSAocPQ1SUpyMSERER8R7fffcdjz/+OAMHDqR69eqeDqdQS001BxqAkrYiIiIil9JPAAWMxZIx2jYx0bOxiIiIXI7dsLPpyCY2HdmE3bB7OhwpJJYvX86ZM2do0qQJLf6/vTsPb6Jq+zj+naS0pUDZWiirZd+kBdlBBBUtoMimIG6ACIKgICKySQFRFBBBRVQU8FFZRCouj+KLfUQBWRRBUFkEWUS2grK00IVm3j+GpqRNoS0Nacrvc11zZTKZTO7kJOnpnTP3adaM119/nePHj3s7rGtSXJx16ecHJUp4NRQREZFcU59WPEVJ2wJIk5GJiIgvOO84z9Lfl7L096Wcd5z3djhyjWjevDlz587l8OHDPProoyxevJjy5cvjcDhYuXIlZ86c8XaI14y00gihoWDTfyUiIuKj1KcVT1H3qABS0lZERETk0ooUKcLDDz/MmjVr2LZtG0899RQvvvgiZcqU4a677vJ2eNcE1bMVERERyZqStgVQuXLWpZK2IiIiIpdXq1Ytpk6dysGDB1m0aJG3w7lmKGkrIiIikjUlbQsgjbQVERERyTm73U6XLl347LPPvB3KNSGtpq2StiIiIiKZKWlbAClpKyIiIiL5nUbaioiIiGRNSdsCSElbEREREcnvlLQVERERyZqStt4WEwORkVC4sHUZE3PFh0xL2h4+fMWHEhERERHxCCVtRURERLLm5+0ArmkxMdC9OxgGmCZs22ZdX7YMunXL9WEvHmlrmtbhRURE8hu7YadL7S7OdRG5tihpKyIiBYH6tOIpStp608SJ6QlbSM+wTpp0RUnbsmWty5QU+PdfKFUqD2IVERHJY3abnQZhDbwdhoh4iZK2IiJSEKhPK56i8gjetGtXesI2jWnCzp1XdNiAgPREreraioiIiEh+Y5pK2oqIiIhcipK23lSzZubaBYYBtWpd8aE1GZmIiOR3DtPBrhO72HViFw7T4e1wROQqio+HxERrPTTUu7GIiIhcCfVpxVOUtPWm6OjMRWdN09p+hZS0FRGR/O684zwLty1k4baFnHec93Y4InIVpY2yLVLEWkRERHyV+rTiKUraelO3btakYxERYLvQFB06QNeuV3zotKTt4cNXfCgRERERuYzZs2cTHh5OYGAgzZo1Y+PGjVnum5KSwqRJk6hWrRqBgYFERkayYsUKl32mTJlCkyZNKFasGGXKlKFLly7svMISWvmJSiOIiIiIXJqStt7WrRts2QL/93/W9e++s2YPu0IaaSsiIiJydSxZsoThw4cTHR3Nzz//TGRkJFFRURxLy0xmMG7cON566y1ee+01fv/9dwYOHEjXrl3ZvHmzc5/vvvuOwYMHs379elauXElKSgq33347CQkJV+tpeZSStiIiIiKXpqRtfnHLLXD99XD2LLz77hUfrlw561JJWxERERHPmjFjBv3796dv377UrVuXN998k6CgIObNm+d2//fff58xY8bQsWNHqlatyqBBg+jYsSMvv/yyc58VK1bQp08f6tWrR2RkJAsWLODAgQNs2rTpaj0tj1LSVkREROTSlLTNLwwDhg2z1l97Dc5fWR0UjbQVERER8bzk5GQ2bdpEu3btnNtsNhvt2rVj3bp1bu+TlJREYGCgy7bChQuzZs2aLB/n1KlTAJQqVSoPovY+JW1FRERELs3P2wHIRe67D0aNggMHYPlyuPvuXB9KSVsRERERzzt+/DipqamULVvWZXvZsmXZsWOH2/tERUUxY8YMbrrpJqpVq0ZsbCwxMTGkpqa63d/hcDBs2DBatWrF9ddfn2UsSUlJJCUlOa+fPn3aeX+Hw+FcN03Ted1bjh41AIOQEBOHw/RqLL4kv7Sf5J7a0Lep/Xybp9ov7bhp6w5D7w9PKEifv+w+ByVt85PChWHgQJg8GWbOVNJWREREpACaNWsW/fv3p3bt2hiGQbVq1ejbt2+W5RQGDx7Mr7/+esmRuGBNXjZx4sRM2+Pi4khMTASsfxJOnTqFaZrYbN476e6vv4oDhSlc+AzHjp31Why+Jr+0n+Se2tC3qf18m6faLzk12Vlz/tixY/jb/fPs2JKuIH3+zpw5k639lLTNbx57DF56CdauhR9/hCZNcnWYtKTt8eOQnAz++s4QEZF8xm7Y6Vijo3NdxBeFhIRgt9s5evSoy/ajR48SltYhyyA0NJTly5eTmJjIiRMnKF++PKNGjaJq1aqZ9h0yZAhffPEF33//PRUrVrxkLKNHj2b48OHO66dPn6ZSpUqEhoYSHBwMWP/wGIZBaGioV//hOX3aAKBq1aKUKVPUa3H4mvzSfpJ7akPfpvbzbZ5qv1RHKndHWoPuypUth92mfq0nFKTPX8YyWVlR0ja/KVcO7r0X3n8fZs2CDz7I1WFKlQI/P6s07rFjcJk+voiIyFVnt9lpWqGpt8MQuSL+/v40atSI2NhYunTpAlj/VMTGxjJkyJBL3jcwMJAKFSqQkpLCsmXL6NGjh/M20zR5/PHH+eSTT1i1ahVVqlS5bCwBAQEEBARk2m6z2Vz+uTEMI9O2qy2tpm1YmA0f/7/rqssP7SdXRm3o29R+vs0T7Wez2WheqXmeHU+yVlA+f9mN37efZUE1dKh1uWQJHDqUq0PYbCqRICIiInI1DB8+nLlz5/Lee++xfft2Bg0aREJCAn379gXgoYceYvTo0c79N2zYQExMDH/++SerV6+mffv2OBwORo4c6dxn8ODBfPDBByxcuJBixYpx5MgRjhw5wrlz56768/METUQmIiIicmlK2uZHjRpB69bWMNk33sj1YZS0FRGR/MxhOth3ch/7Tu7DYfr+hAJy7erZsyfTp09n/PjxNGjQgC1btrBixQrn5GQHDhzg8OHDzv0TExMZN24cdevWpWvXrlSoUIE1a9ZQokQJ5z5z5szh1KlTtG3blnLlyjmXJUuWXO2nl+dSU60SXqCkrYiI+D71acVTVB4hvxo2DFavhjffhLFjrUnKcujC5IV07Qp160J0NHTrlrdhioiI5NZ5x3kWbFkAwJjWYzRpg/i0IUOGZFkOYdWqVS7X27Rpw++//37J46XNQl0Q/fMPpE2aHBLi3VhERESulPq04ileH2k7e/ZswsPDCQwMpFmzZmzcuDHLfX/77Te6d+9OeHg4hmEwc+bMKz5mvtW5M4SHw4kTuaprGxMDmzZZ6+fPw7Zt0L27tV1ERERExFvSSiOUKgWFCnk3FhEREZH8yqtJ2yVLljB8+HCio6P5+eefiYyMJCoqimNpPbkMzp49S9WqVXnxxReznI03p8fMt+x2ePxxa33mzPRhs9k0caLrddMEw4BJk/ImPBERERGR3FA9WxEREZHL82rSdsaMGfTv35++fftSt25d3nzzTYKCgpg3b57b/Zs0acK0adO499573c6Mm5tj5mv9+kHRovD77/DNNzm6665dmbeZJuzcmUexiYiIiIjkgpK2IiIiIpfntaRtcnIymzZtol27dunB2Gy0a9eOdevW5ZtjelXx4nBh1mGyKAWRlZo1rZG1FzMMqFUrb0ITEREREckNJW1FRERELs9rE5EdP36c1NRU56y6acqWLcuOHTuu6jGTkpJISkpyXj99+jQADocDhyN95j+Hw4Fpmi7bPG7IEIzXX8f48ksc27dnO+v67LNwzz02DMPENA3Aunz2WQdXM/z8xCvtJ3lG7efb1H6+zxNtmHbMtHWHofeHpxSUz6Cvxy8WJW1FRERELs9rSdv8ZMqUKUzMWAQWiIuLIzEx0Xnd4XBw6tQpTNPEZrtKg5SDgylx++0Efv0156ZO5cyUKdm62403wjvvBDBjRlG2b/fDNA3atk2iVat/8bXyvnnFK+0neUbt59vUfr7PE22YnJpMQkICAMeOHdNMux5UUD6DZ86c8XYIkgeUtBURERG5PK8lbUNCQrDb7Rw9etRl+9GjR7OcZMxTxxw9ejTDhw93Xj99+jSVKlUiNDSU4OBg53aHw4FhGISGhl7df3iefhq+/pqgjz6i8PTpULJktu7Wt6+1rFplcuutBuvW+ZOaWoZy5Twcbz7ltfaTPKH2821qP9/niTZMdaTSuX5nAMqVLYfdZs+T40pmBeUzGBgY6O0QJA8oaSsiIgWJ3bBzW9XbnOsiecVrSVt/f38aNWpEbGwsXbp0Aax/KGJjYxkyZMhVPWZAQIDbic1sNlumf2wMw3C73aNuuQUiIjC2bsWYN89K4ubAzTdDy5bwww8Gr7xiMH26h+L0AV5pP8kzaj/fpvbzfXndhjabjdbXtc6TY8nlFYTPoC/HLumUtBURkYLEbrPTqnIrb4chBZBXe77Dhw9n7ty5vPfee2zfvp1BgwaRkJBA3wuTbz300EOMHj3auX9ycjJbtmxhy5YtJCcn8/fff7NlyxZ2796d7WP6JMOAYcOs9ddeg/Pnc3z3sWOt9TffhBMn8jY8EREREZHsiouzLpW0FREREcmaV2va9uzZk7i4OMaPH8+RI0do0KABK1ascE4kduDAAZcRFYcOHaJhw4bO69OnT2f69Om0adOGVatWZeuYPqtXL3jmGfjrL/jkE7jnnhzdvUMHaNgQNm+GWbNg0iQPxSkiIpJNDtPB4TOHAShXrBw2Q6MoRa4FGmkrIiIFifq04ilefycNGTKE/fv3k5SUxIYNG2jWrJnztlWrVrFgwQLn9fDwcEzTzLSkJWyzc0yfFRgIgwZZ6zNn5vjuhgFjxljrr70Gp0/nXWgiIiK5cd5xnrk/z2Xuz3M578jZWSQi4puSkuDUKWtdSVsRESkI1KcVT/F60lZyYNAgKFQIfvgBNm7M8d27dYPateHkSXjjjbwPT0RERETkUtJKI/j5QYkSXg1FREREJF9T0taXhIVZZRLAqnGQQzYbpJUInjEDzp7Nw9hERERERC7j4tIIhuHdWERERETyMyVtfc3QodblRx/B33/n+O69ekGVKtYoh3feyePYREREREQuQfVsRURERLJHSVtfc8MNcNNNcP48zJ6d47sXKmTNZwYwbZpVV0xERERE5GpQ0lZEREQke5S09UVPPmldvvVWrmoc9OkD5cvDwYPwn//kbWgiIiIiIllR0lZEREQke5S09UWdOlk1Dv75Bz74IMd3DwiAESOs9RdftAbtioiIiIh4mpK2IiIiItmjpK0vstvhiSes9ZkzwTRzfIgBAyAkBP78E5YsydvwREREssNu2Gkb3pa24W2xG3ZvhyMiV4GStiIiUtCoTyueoqStr3r4YShWDLZvh5Urc3z3IkVg2DBr/YUXwOHI2/BEREQux267qINrUwdX5FqgpK2IiBQ06tOKpyhp66uCg63ELVijbXNh8GDrML//Dp9+mnehiYiIiIi4o6StiIiISPYoaevLHn8cDAO++gp27Mjx3UuUgCFDrPXnn89VlQUREZFcM02TYwnHOJZwDFN/hESuCUraiohIQaM+rXiKkra+rFo1uOsua/3VV3N1iGHDICgINm2C//u/vAtNRETkclIcKbzx4xu88eMbpDhSvB2OiHiYaSppKyIiBY/6tOIpStr6urTCtO+9B//8k+O7h4Zak5KBNdpWRERERMQTzpyBpCRrPTTUu7GIiIiI5HdK2vq6Nm0gMhLOnoV33snVIUaMAH9/WL3aWkRERERE8lraKNuiRa0zvUREREQka0ra+jrDSB9t+9prkJLzofgVKkCfPta6RtuKiIiIiCeoNIKIiIhI9ilpWxD06mX1fg8ehE8+ydUhnnkG7Hb4+mv46ac8jk9ERERErnlpSVuVRhARERG5PCVtC4KAAHjsMWv9lVdydYiqVeG++6z1F17Io7hERERERC7QSFsRERGR7FPStqAYONAqTLt+vbXkwujRVrWFTz6BX3/N4/hERERE5JqmpK2IiIhI9ilpW1CULZs+VHbWrFwdok4d6NbNWp8yJY/iEhERyYLdsNOyUktaVmqJ3bB7OxwR8TAlbUVEpCBSn1Y8RUnbgmToUOty6VKrvm0ujB1rXS5eDLt351FcIiIibthtdm6vdju3V7sdu00dXJGCTklbEREpiNSnFU9R0rYgadAA2raF1FSYPTtXh2jYEDp0AIcDXnopT6MTERERkWuYkrYiIiIi2aekbUEzbJh1+dZbcPZsrg6RNtr2vffgr7/yJiwREZGMTNPkZOJJTiaexDRNb4cjIh6mpK2IiBRE6tOKpyhpW9DceSdUrQr//gvvv5+rQ7RqBW3aQEoKTJ+ex/GJiIhckOJIYeb6mcxcP5MUR4q3wxERD1PSVkRECiL1acVTlLQtaOx2eOIJa33mTKvOQS6kjbadOze9gy0iIiIikhupqXD8uLWupK2IiIjI5SlpWxD17QvFisGOHbByZa4O0a4dNGkC587BK6/kcXwiIiIick05cQLSzhgNCfFuLCIiIiK+QEnbgig4GB55xFq/5x4oXBgiIyEmJtuHMIz00bazZ1vVFkREREREciPtzK3SpcHPz7uxiIiIiPgCJW0Lqho1rMszZyAxEbZtg+7dc5S47dQJrr/eOsTrr3soThEREREp8FTPVkRERCRnlLQtqN580/V62vloI0daM4xlg80GY8ZY6zNnQnx83oUnIiIiIteOuDjrUklbERERkexR0rag2rXL/fY9e6xCYvfcA/Pnw+HDlzxMjx5QvTr88w+89ZYH4hQRERGRAk8jbUVERERyRknbgqpmTaswbUZ2O5w+DR9/DA8/DOXLQ6NG8OyzsG6dNbVvht1HjbLWp0+3Ki2IiIjkBZtho0n5JjQp3wSboS6JSEGmpK2IiBRU6tOKp+jdVFBFR1slEdISt2mXS5bAhg3W7U2aWNt+/hkmT4aWLa2e9P33w4cfwvHjADz4IFSqBEeOwLx5XnguIiJSIPnZ/Lij5h3cUfMO/GyamUikIFPSVkRECir1acVTlLQtqLp1g2XLICICAgOty5gYazKypk1hwgTYuNHKxL73HvTsCSVKWHUQFi6EBx6wetUtWuD/0nNMu3cTBg6mToXzH8VAZCQULmxd5mByMxERERG59ihpKyIiIpIz+gmgIOvWzVoupWxZeOghazl/Htavhy+/tJZffrGur19PT8Zzs60sv+6vi1/Pb62Ru6YJ27ZZieBlyy7/WCIiIhcxTZOzKWcBCCoUhOGurI+IFAhK2oqISEGlPq14ikbaSjo/P7jxRnjhBdiyBf76C+bOha5doWhRyjiOcgvfWvuaZvqlYcCkSV4LW0REfFOKI4VpP0xj2g/TSHGkeDscEfEgJW1FRKSgUp9WPEVJW8laxYrwyCNW+YMTJzj7eSznsWfezzRh586rH5+IiIiI+AQlbUVERERyRklbyR5/f4LuvIXjZevhwHWov4kBtWp5KTARERERyc8SE+H0aWtdSVsRERGR7FHSVnJk+z3R2DBJvShxa2CyNfJBL0YlIiIiIvlVXJx1WagQFC/u3VhEREREfIWStpIjw77vRjeWsY0IzhHAaYoBUHrx63DihJejExEREZH85uLSCJqbRURERCR7lLSVHNm1Cz6hGw3ZQhCJXMd+9lCVCsn7oFcvSE31dogiIiIiko+onq2IiIhIzilpKzlSs6brCImTlKQrn3DWCIKVK+HZZ70XnIiIiIiXzJ49m/DwcAIDA2nWrBkbN27Mct+UlBQmTZpEtWrVCAwMJDIykhUrVlzRMfMzJW1FREREck5JW8mR6GgwTdfE7TYiGFbkHevKlCkQE+Od4ERExKfYDBsNwhrQIKwBNkNdEvFdS5YsYfjw4URHR/Pzzz8TGRlJVFQUx9KylRmMGzeOt956i9dee43ff/+dgQMH0rVrVzZv3pzrY+ZnStqKiEhBpj6teIreTZIj3brBsmUQEQGBgVCnDlSoAHPjezE74Elrp969Yft27wYqIiL5np/Njy61u9Cldhf8bH7eDkck12bMmEH//v3p27cvdevW5c033yQoKIh58+a53f/9999nzJgxdOzYkapVqzJo0CA6duzIyy+/nOtj5mdK2oqISEGmPq14ipK2kmPdusGWLXDuHPz+O2zdCi1bwtCkqawy2kJ8PHTtCqdPezdQEREREQ9LTk5m06ZNtGvXzrnNZrPRrl071q1b5/Y+SUlJBAYGumwrXLgwa9asyfUx8zMlbUVERERyTj8ByBUrVQq++Qbuu8+PHsuXsIlGVNq5Ex56yCqVYNNvAyIikplpmqQ4UgAoZCuEoWnlxQcdP36c1NRUypYt67K9bNmy7Nixw+19oqKimDFjBjfddBPVqlUjNjaWmJgYUi9M6JqbY4KVDE5KSnJeP33hB3SHw4HD4XCum6bpvH41HD1qAAYhIQ6u4sMWSN5oP8lbakPfpvbzbZ5qP/Vpr46C9PnL7nNQ0lbyROHC8PHH8MQTZej+xjJW05qATz/F8cIUbOPGejs8ERHJh1IcKbyw+gUAxrQeg7/d38sRiVwds2bNon///tSuXRvDMKhWrRp9+/a94tIHU6ZMYeLEiZm2x8XFkZiYCFj/JJw6dQrTNLFdpR/WDx0qDRQiIOAkx44lX5XHLKi80X6St9SGvk3t59s81X7Jqcm8uvlVAJ5o+IT6tB5SkD5/Z86cydZ+StpKnrHb4fXX4cWKTRk8Zjbv0B+efZaUyEYU6tTe2+GJiIiI5LmQkBDsdjtHjx512X706FHCwsLc3ic0NJTly5eTmJjIiRMnKF++PKNGjaJq1aq5PibA6NGjGT58uPP66dOnqVSpEqGhoQQHBwPWPzyGYRAaGnrV/uH5919rxFGNGiVUIuEKeaP9JG+pDX2b2s+3ear9klOTKVKkCABlypRR0tZDCtLnL2OZrKwoaSt5yjBg9Gh4r/wjzO37I/3Nt4nvdh+JP/1Esciq3g5PREREJE/5+/vTqFEjYmNj6dKlC2D9UxEbG8uQIUMued/AwEAqVKhASkoKy5Yto0ePHld0zICAAAICAjJtt9lsLv/cGIaRaZunmGZ6TduwMJuqZuWBq9l+4hlqQ9+m9vNtnmg/m2lzlkTQe8OzCsrnL7vx+/azlHyrd2+ovPxVNtqaEXz+Xw4178bhPWe9HZaIiIhInhs+fDhz587lvffeY/v27QwaNIiEhAT69u0LwEMPPcTo0aOd+2/YsIGYmBj+/PNPVq9eTfv27XE4HIwcOTLbx/QVp09D8oWKCKGh3o1FRERExJdopK14TNRdAWz9/GPi7mxErcRfWB7Rn9o/fUDtOirKLSIiIgVHz549iYuLY/z48Rw5coQGDRqwYsUK50RiBw4ccBlRkZiYyLhx4/jzzz8pWrQoHTt25P3336dEiRLZPqavSBtlW7SoNQeCiIiIiGSPkrbiUREdK3Low484f9+tdDm7kNGNm9Jp5VBatvR2ZCIiIiJ5Z8iQIVmWLli1apXL9TZt2vD7779f0TF9RVrSVrVsRURERHJG5RHE48r3akPi5JcBeO7sU0Tf/B2ffurloERERETE45S0FREREckdJW3lqig65gnO97gPP1L5ILkHj3c9yFtveTsqERHxJptho25oXeqG1sVmqEsiUhApaSsiIgWd+rTiKSqPIFeHYeA3fy7mjt8ou/UXPjLvps3A7zh4MIBJk8BQmVsRkWuOn82PHvV6eDsMEfEgJW1FRKSgU59WPEU/AcjVExSE8UkMZsmSNGcDr/IEkydDv36QkuLt4EREREQkrylpKyIiIpI7StrK1VW1KsbChWAYPMrb9DfeYf586NwZ4uO9HZyIiIiI5CUlbUVERERyR0lbufrat4fnngNgjn0wrQM28tVX0KAB1KsHhQtDZCTExHg3TBER8azk1GQmrJrAhFUTSE5N9nY4IuIBStqKiEhBpz6teIqStuIdo0dDly7Yzyezsnh3woOOsWcP/P47JCbCtm3QvbsStyIiIiK+LC7OulTSVkRERCRnlLQV77DZ4L33oFYtAo4dZLHZEzvnnTebpjU52aRJXoxRRERERK6IRtqKiIiI5I6StuI9wcHwySdQtCjNzq3iJZ5xudk0YccOL8UmIiIiIlckNRWOH7fWlbQVERERyRklbcW76tSxRtwCTzGDnix2uTklBd56CxwObwQnIiIiIrl14kT62VOlS3s7GhERERHfki+StrNnzyY8PJzAwECaNWvGxo0bL7n/0qVLqV27NoGBgdSvX58vv/zS5fY+ffpgGIbL0r59e08+BbkS3bqxs9toAD7kPhIJYAuRdCUGhwMGDoQbb7Tq3IqIiIiIb0grjVC6NPj5eTcWEREREV/j9aTtkiVLGD58ONHR0fz8889ERkYSFRXFsbReXgY//PADvXr1ol+/fmzevJkuXbrQpUsXfv31V5f92rdvz+HDh53LokWLrsbTkVyq1esGAOyYBJBMfbYRQ3c+7xtD0aKwbh3ccAOMGgVnz3o5WBERERG5LNWzFREREck9rydtZ8yYQf/+/enbty9169blzTffJCgoiHnz5rndf9asWbRv356nn36aOnXq8Nxzz3HDDTfw+uuvu+wXEBBAWFiYcylZsuTVeDqSW889Z507d4EN61y6O3+exPbt0LUrnD8PL70E9erBV195MVYREckTNsNGjVI1qFGqBjbD610SEcljStqKiMi1QH1a8RSvnqiUnJzMpk2bGD16tHObzWajXbt2rFu3zu191q1bx/Dhw122RUVFsXz5cpdtq1atokyZMpQsWZJbbrmFyZMnUzqLYlpJSUkkJSU5r58+fRoAh8OB46Jiqg6HA9M0XbZJ3jB27sQwTdeNpom5dSvl/93Gxx/X47PP4IknDPbtM+jYEe65x+SVV0zKlcveY6j9fJvaz7ep/XyfJ9rQho1e1/dyeQzxjILyGfT1+K81StqKiMi1wM/mx/0R93s7DCmAvJq0PX78OKmpqZQtW9Zle9myZdmxY4fb+xw5csTt/keOHHFeb9++Pd26daNKlSrs2bOHMWPG0KFDB9atW4fdbs90zClTpjBx4sRM2+Pi4khMTHRedzgcnDp1CtM0sdn060leKl21Kn47drgkbk2wrt9wAwmDBtF82DC+/bYI06YVZe7cIJYuNVixwmTs2DM8+OA5Ltckaj/fpvbzbWo/36c29G0Fpf3OnDnj7RAkB5S0FREREcm9AjklwL333utcr1+/PhEREVSrVo1Vq1Zx6623Ztp/9OjRLqN3T58+TaVKlQgNDSU4ONi53eFwYBgGoaGhPv0PT740aRLGPfdgGgaGaaZfNmmC8eOPFH3tNYp88QXma6/xxhsdeOQRk0GD4KefbIwaVZzly4OZM8ckIiLrh1D7+Ta1n29T+/k+taFvKyjtFxgY6O0QJAeUtBVxz+FwkJiY6NPfx9cqh8NBSkqKz7Wfv7+/T8UrIhavJm1DQkKw2+0cPXrUZfvRo0cJCwtze5+wsLAc7Q9QtWpVQkJC2L17t9ukbUBAAAEBAZm222y2TF9shmG43S5X6O67YdkyjEmTYOdOjFq1IDoao2tX+PRTePxxjL17Me68E+6+m8azZrF+fXnmzIExY2D9eoPGjQ2GD4foaChSxP3DqP18m9rPt6n9fF9et2FyajLT1k4D4OlWT+Nv98+T44p7BeEz6MuxX4uUtBVxZZomR44c4cSJE5w8eRLjojk9xDeklRo6c+aMT7WfzWajSpUq+Purr+UJ6tOKp3g1aevv70+jRo2IjY2lS5cugPXLVWxsLEOGDHF7nxYtWhAbG8uwYcOc21auXEmLFi2yfJyDBw9y4sQJymW3+Kl4R7du1pJR585w660wcSK88gp8/DF8/TX2559nyGOP0bWrnaFDYdkymDYNPvoI3ngDOna8+k9BRERyJsWR4u0QRMRDlLQVcXXkyBFOnTpF2bJlKVq0qH6I8kGmaXL+/Hn8/Px8JmnrcDg4dOgQhw8fpnLlyj4Tt69Rn1Y8wevlEYYPH07v3r1p3LgxTZs2ZebMmSQkJNC3b18AHnroISpUqMCUKVMAGDp0KG3atOHll1/mjjvuYPHixfz000+8/fbbAMTHxzNx4kS6d+9OWFgYe/bsYeTIkVSvXp2oqCivPU+5QkWLWhnZBx6AgQNh/Xp44gl47z0qvPkmH3/cmC++gMGDYf9+uOMOuOcemDkTypf3dvAiIiIi1x4lbUXSpaamcvLkSUJDQylevLhPJf0knS8mbQFCQ0M5dOgQ58+fp1ChQt4OR0Syyes/7fXs2ZPp06czfvx4GjRowJYtW1ixYoVzsrEDBw5w+PBh5/4tW7Zk4cKFvP3220RGRvLxxx+zfPlyrr/+egDsdjtbt27lrrvuombNmvTr149GjRqxevVqtyUQxMdERsLatfDmm1CiBGzaBE2bwuOPc2frU/z+O4wYAXY7LF0KderA7NnW4NyGDQ3Cw8vSsKFBTIy3n4iIiIhIwaakrUi6lBRrFF5QUJCXI5FrUVpZhNTUVC9HIiI54fWRtgBDhgzJshzCqlWrMm275557uOeee9zuX7hwYb7++uu8DE/yG5sNHn0UunSBp56CDz+E11+HZcsoMmsW06bezQMPGDz6KGzYAGlvLcMA0zTYts2ke3ernIK7agwiIiIicmXOnYMzZ6x1JW1F0vnS6EwpOPS+E/FNXh9pK5JrZcvCBx/AypVQowYcPgw9ekDHjkQW+5O1a61RtmmlokzTcF4aBkya5MXYRURERAqwuDjr0t8fgoO9G4uI5D/h4eHMnDnT22GIiORrStqK72vXDrZuheho6z+DFSugXj3sL73AY48k465kj2nCr79auyYnX/2QRURERAqyi0sjaICXiO8yDOOSy4QJE3J13B9//JEBAwbkSYyLFi3CbrczePDgPDmeiEh+oaStFAyBgTBhAmzbBrfcAomJMHYsNGhArwrf040YthDJWQqzhUi6EkNqKnToYA3Y7d0bPv/cupuIiFwdBgbhJcIJLxGOgbI6IgWJ6tmKFAyHDx92LjNnziQ4ONhl24gRI5z7pk3SlR2hoaF5Vt/33XffZeTIkSxatIhEL/9Dl6wRQdck9WnFU5S0lYKlZk345hurbEKZMrB9O/P/bMMyulOfbRQmkfpsI4buPNcwhrAwOHkS/vMfuOsu6y733w+ffGLVYhMREc8pZC9EnwZ96NOgD4XsmslYpCBR0lbEc2JirPmZCxe2Lj05yXJYWJhzKV68OIZhOK/v2LGDYsWK8dVXX9GoUSMCAgJYs2YNe/bsoXPnzpQtW5aiRYvSpEkTvvnmG5fjZiyPYBgG77zzDl27diUoKIgaNWrw2WefXTa+vXv38sMPPzBq1Chq1qxJjJsXY968edSrV4+AgADKlSvnMp/OyZMnefTRRylbtiyBgYFcf/31fPHFFwBMmDCBBg0auBxr5syZ1KhRw3m9T58+dOnSheeff57y5ctTq1YtAN5//30aN25MsWLFCAsL47777uNY2hfjBb/99ht33nknwcHBFCtWjNatW7Nnzx6+//57ChUqxJEjR1z2HzZsGK1bt77sayJXn/q04ilK2krBYxhW5nXHDmvCsgtsmM5L0zAY55jEwYOwejUMHQoVKlgTZixcaE1QFhoKPXvC0qWQkOCtJyMiIiLie5S0Fbk807T+z8jJsnAhdO9unWCYmGhddu9ubc/JcUwz757HqFGjePHFF9m+fTsRERHEx8fTsWNHYmNj2bx5M+3bt6dTp04cOHDgkseZOHEiPXr0YOvWrXTs2JH777+ff/7555L3mT9/PnfccQfFixfngQce4N1333W5fc6cOQwePJgBAwawbds2PvvsM6pXrw6Aw+GgQ4cOrF27lg8++IDff/+dF198EbvdnqPnHxsby86dO1m5cqUz4ZuSksJzzz3HL7/8wvLly9m3bx99+vRx3ufvv//mpptuIiAggP/9739s2rSJhx9+mPPnz3PTTTdRtWpV3n//fef+KSkpfPjhhzz88MM5ik1EfJuftwMQ8ZiSJeHNN2H+/EyFaw3ThJ07sdvhxhutZcYM2LgRPv7YWvbvh48+spbCha1SCnffDXfcoQk1RERERC5FSVuRyzt7FooWzd1905KuaZf335+z+8fHQ5EiuXvsjCZNmsRtt93mvF6qVCkiIyOd15977jk++eQTPvvsM5dRrhn16dOHXr16AfDCCy/w6quvsnHjRtq3b+92f4fDwYIFC3jttdcAuPfee3nqqafYu3cvVapUAWDy5Mk89dRTDB061Hm/Jk2aAPDNN9+wceNGtm/fTs2aNQGoWrVqjp9/kSJFeOedd/D393duuzi5WrVqVV599VWaNGlCfHw8RYsWZfbs2RQvXpzFixdT6MIkLGkxAPTr14/58+fz9NNPA/D555+TmJhIjx49chyfiPgujbSVgq92bfczYAQGwl9/Oa/abNC8OUyfDnv3wo8/wjPPQLVqVqmEmBi47z7rn4+77rJKKrz//tU7NUlEpKBJTk1m6tqpTF07leRU1YATKUiUtBW5djRu3Njlenx8PCNGjKBOnTqUKFGCokWLsn379suOtI2IiHCuFylShODg4EwlBS62cuVKEhIS6NixIwAhISHcdtttzJs3D4Bjx45x6NAhbr31Vrf337JlCxUrVnRJluZG/fr1XRK2AJs2baJTp05UrlyZYsWK0aZNGwDna7BlyxZat27tTNhm1KdPH3bv3s369esBWLBgAT169KBIXmXaJU+pTyueopG2UvBFR0P37piGgWGamGCVBj95EmrVglGj4OmnrczrBYYBjRtby5Qp8Msv1ujbpUth1y5r0rLPP3d9mLRTk5Yts8oriIjI5Z1NOevtEETEA5S0Fbm8oCBrxGtONG8Ov/3mWt7AMOD662Hdupw9dl7JmEgcMWIEK1euZPr06VSvXp3ChQtz9913X3aSrowJTMMwcDgcWe7/7rvv8s8//1D4ov/jHA4HW7duZeLEiS7b3bnc7TabDTNDHYmUlJRM+2V8/gkJCURFRREVFcWHH35IaGgoBw4cICoqyvkaXO6xy5QpQ6dOnZg/fz5VqlThq6++YtWqVZe8j3iX+rTiCRppKwVft25WJrV+fcyAAIiIsIbTtm5tDaGNjrZG4y5d6ra4k2FAgwYwebJVJnfbNusuAQGu+6Xd9ZFH4J134I8/8rZWlIiIiIivUNJW5PIMwypRkJNl4kTrf4y0EwkNw7o+cWLOjuPuRMS8snbtWvr06UPXrl2pX78+YWFh7Nu3L08f48SJE3z66acsXryYLVu2OJfNmzfz77//8n//938UK1aM8PBwYmNj3R4jIiKCgwcPsmvXLre3h4aGcuTIEZfE7S+//HLZ2Hbs2MGJEyd48cUXad26NbVr1840YjgiIoLVq1e7TQKneeSRR1iyZAlvv/021apVo1WrVpd9bBEpWJS0lWtDt26YmzdzdN8+zM2b4amn4LvvYPFiqFQJDhyAHj2gbVvYsiXLw6T9ij1hQtYdnX//hf79oWZNqFgRevWySutu355PkrhXc7pZERERuSal5SdCQ70bh0hBkzYeJSLCqvYWEWF157t29XZk6WrUqEFMTAxbtmzhl19+4b777rvkiNnceP/99yldujQ9evTg+uuvdy6RkZF07NjROSHZhAkTePnll3n11Vf5448/+Pnnn501cNu0acNNN91E9+7dWblyJXv37uWrr75ixYoVALRt25a4uDimTp3Knj17mD17Nl999dVlY6tcuTL+/v689tpr/Pnnn3z22Wc899xzLvsMGTKE06dPc++99/LTTz/xxx9/8P7777Nz507nPlFRUQQHBzN58mT69u2bVy+diPgQJW3l2mUY0LOnNXx2wgQrifn993DDDfDooxAXd8m716yZOXFrGNaIkhtvBH9/OHTIygsPGgR160JYGNxzD7z+ujViN4/7Lpe3eLH76WaVuBUREZE8YpoaaSviSd26WeNMzp2zLvNTwhZgxowZlCxZkpYtW9KpUyeioqK44YYb8vQx5s2bR9euXTHcjKTp3r07n332GcePH6d3797MnDmTN954g3r16nHnnXfyxx9/OPddtmwZTZo0oVevXtStW5eRI0eSmpoKQJ06dXjjjTeYPXs2kZGRbNy4kaeeeuqysYWGhrJgwQKWLl1K3bp1efHFF5k+fbrLPqVLl+Z///sf8fHxtGnThkaNGjF37lyXEhE2m40+ffqQmprKQw89lNuXSkR8mGFmLNIinD59muLFi3Pq1CmCg4Od2x0OB8eOHaNMmTLYbMp3+5rLtt+BA9bMY4sXW9eLF7fqIAwebGVgM4iJsfKdaackpV2m/dJ97hysX28N6P3uO2s9MdH1GKVLW1Ua2rSxlogIsNut29aPjKHkaxO5LnEX+wNr8u/j0TSfmqFY7vnzcPy49Z/RsWNWotndetr106czP2/DsB74EiOM8wN9/nyb2s/3eaINk1OTeWH1CwCMaT0Gf3vm71rJGwXlM5hVH03cc/d6XY33wsmTULKktX72rMu0AXKFCspn+VqUmJjI3r17CQ8Px8/PDz8/P7cJR8nfTNPk/PnzV639+vXrR1xcHJ999tkVHSft/VelShUCAwPzKDrf46nvUPVpr46C9Dcwu31aTUQmkqZyZVi0CB57DIYOhc2bYfhweOsteOUV6NDBZfe0U5MmTYKdO605zaKj03/pLlwYbr7ZWgCSkmDjxvQk7g8/wIkTsHy5tYCVJ27dGm47E8MT33XHgYENkxqJW7FN686JT5tTumyh9ITsP/9c+fM2TWvE7datVvJWRERE5AqkjbItVkwJWxGR3Dh16hTbtm1j4cKFV5ywFRHfpaStSEatW8OPP8KCBTBmjJWR7djRWl55xaqLcEG3btaSHQEB1qFbt4Zx4yAlBX76yUrgbow9w7k1m4g4tYGmX2ykE9YfZhvmhUtL6V3rIWOdfJvNGrJbpkz6Ehrqfr1bN/j998zFdR0Oa7a1e++1ZjGoUSPHL5uISE4ZGJQvVt65LiIFQ1qFKZVGEBHJnc6dO7Nx40YGDhzIbbfd5u1w5DLUpxVPUdJWxB27Hfr1g7vvhsmTYdYs+PJL+L//s0bhPvusNSw2N86fh19/pdCGDbTYuJEWGzfCb79la5ayFPwYVOxDStcpQ8WGodS8sQwRbUtRrqI9e489aZL7mg4tW1pDfxctgo8+gr59Yfx4a5I2EREPKWQvxIBGA7wdhojkMdWzFRG5MqtWrfJ2CJID6tOKp/h2EQgRTyteHKZNg19/hTvusBKuL79sjUR95x34+GOIjLTO/YuMzDyhl2nCvn2wZAk89ZQ1Q1lwMDRsCAMHwrx51rFN0yrPcPfdMG0af/lXw5HhF7pUDH6jHu+e6cHUjW154q16tH8wlPKV7FSoAF26WPnlFSusMrduZTXd7Nq18PPP1nNMTbWeW/Xq8OST6f95iYiIiGSDkrYiIiIiV04jbUWyo2ZN+OIL+OorK5G5cyf072/dljZadds2axTruHHWxGUbNlhFbNPOEbxY8eLQpAk0awZNm1rr5co5b/77WFUqTetOKgZ2TOdl/PBo1vewyir89JNVxWH7djh0CD791FrShIdD48bWoRs3hkaNrIeNoRsTzW7sAmqaEG1CN7ASyV98YSVwx4616jbMnAlz58KwYTBiBJQo4alXWOTaERNjlSHZtcv6bomOzn6dFRERH6CkrYiIiMiVU9JWJCc6dIB27WD2bGvkrMORXtYg7XLyZNf7FCpkjcJt2jQ9SVuzplWLNgvNp3ZjPcso+dokrkvcyf7AWvz7RDQ3vmTNctasWfq+8fGwZYuVwE1L5u7aZQ3w3bfPGgycplw5OHw4/XpannnZsotyRq1awbffwjffWDV9f/oJnn/ees4jR8ITT0CRIrl59UQkJsa1RInbD+G1IyU1hdk/zgZgcJPBFLIX8nJEIpIXlLQVEZFrifq04ilK2orkVKFC1sjTUaMgKSnz7YYBvXqlJ2gbNLBKEeRQ86ndYKqVxKl1if2KFrWqLtx4Y/q2kyetagdpo3F/+slK4F6csIX0PPPDD1uDhxs2tMINCzPgttusBPXy5VYN399+s5K4s2ZZI3EHDLBmVxOR7DFNGD48fT3t0jCsetPXYNLWxORk4knnuogUDEraiojItUR9WvEUJW1FcqtWLWuU3MUTiBmGVSf2ww+9FxdWFYNbbrGWNMePQ/nykJKSef9Tp6x8bJqwMCuB27ChQcOGXWmw7C6qbliEbWI0/PmnNdp2+nTrtO6HHgI/fZWIXNJPP1kJ2/37M99mmrBjx9WPSUTEQ5S0FREREblymohMJLeio9NHyUH66c7R0d6NKwshIVCnTnq4aQzDKpvQqxfUrm1dP3LEKt/7wgtwzz1Qo7adEkMe4OZyO1hy85sklCgPBw5Av35Qrx589BE4HMTEXHpeNpFrzsGD0Lu3VVx69erMH8A0pgm//HJ1YxMR8RAlbUVERESunJK2IrnVrZtVhzIiwip/EBFhZSm7dvV2ZFnKKs88ezYsXGhNanbmDPzwg7Wtf39rErOAAGv7qrWFuPfbRwk5uZunmM5xSlsFdHv25EDoDWzvPpb/bI3kn8TC/GdrJB90j1HiVq5NCQkwYYJVv/o//7G2PfAAvPmmtX7xhxAgOdkqqfL2266j90VEfJCStiKSUdu2bRk2bJi3wxAR8SlK2opciW7drFnAzp2zLvNxwhayl2cuUgRatIDHHrPyRz/+aCVst261ck9PPgnN2xbm3eJPUZU/Gc9EThFM5X9+YSwvEMFWCpNIfbYRQ3eWP/gxTz0FU6fCe+/B119bL9Xhw3D+fPbijomxSjWEh5elYUNDiWBP0VDpK+dwWG/0mjVh4kTru6FVK9iwAd5/36oFnfFD+N570LGjVSP70Uet5O6ZM95+JiIiuXL+PJw4Ya0raSvi+zp16kT79u3d3rZ69WoMw2Dr1q159njnzp2jVKlShISEkORu/hARkWuIClGKXGO6dcv5fEeFCkH9+tby4IPWNtOEffuC2bJlPG+sHUy/l+sQShxpJ3/bLhRgn3+2B9tmRLCTWuykFl9Tm53UYhc1STCKERICZctadXTLls28/ttv8NRTaaOCDbZtM+ne3cp7XYPzNnlOTAx0754+/HrbNvRC59D331u/avz8s3U9PNz6teLuu13LIrj7ED7wALz8MowebQ17/+knWLrUSuqKiPiQEyfSz+opXdrb0YjIlerXrx/du3fn4MGDVKxY0eW2+fPn07hxYyLysL+ybNky6tWrh2maLF++nJ49e+bZsXPKNE1SU1Px0/wdIuIlGmkrIrliGFClijVKd/T00hQ3zuCuWqcdkwb8Qk8+YjzPsZD72URjzhDMX2YFFsfdwmO/DqLeNzM5/uEKYmbsZdTIVHr3hvbtrYRtV2LYbDbgLIXZbDagKzEMGgRz58LKlbB7t3V2ueSCacLvv8Pjj6dfT7s0DGu0aH6WH0YH79ljJbjbtLEStsWKwUsvWfVG7rkn6zq2F7PZ4Omn4bvvoGJFq+xIs2bwzjsFulyCgUFoUCihQaEYbr9BRMTXpJVGCAkBu927sYgUWFex/3PnnXcSGhrKggULXLbHx8ezdOlS+vXrx4kTJ+jVqxcVKlQgKCiI+vXrs2jRolw93rvvvssDDzzAAw88wLvvvpvp9t9++40777yT4OBgihUrRuvWrdmzZ4/z9nnz5lGvXj0CAgIoV64cQ4YMAWDfvn0YhsGWLVuc+548eRLDMFi1ahUAq1atwjAMvvrqKxo1akRAQABr1qxhz549dO7cmbJly1KsWDFatGjBN9984xJXUlISzzzzDJUqVSIgIIDq1avz7rvvYpom1atXZ/r06S77b9myBcMw2L17d65eJ8lf1KcVT9FPRiKSJ85Vrkmh/ducI2wBUjE4W6EWxeZMhZ0705cdOyAujgocogKHuIVvXY6VbAvg76Aa7LbX4tQpk7uJwYGBDdNZdqHbsWUMGJA+WtEwoEIFa3BjlSqZLytWBHc/ksfEWHnJXbusM9qjo6+BgaUHDkBsrLX8739WrQp3TNOqizFggDVa9OabrWHX+YW3RwefPAmTJ8Orr0JKipV4HTDAekPl9pzgVq1g82Zr8rIvv7QKS3/3HcyZA0WL5mn4+UEheyEGNx3s7TBEJA+pnq1IDpgmnD2bs/t8+incf3/m/s+HH0Lnztk/TlBQtn5Y9vPz46GHHmLBggWMHTsW48J9li5dSmpqKr169SI+Pp5GjRrxzDPPEBwczH//+18efPBBqlWrRtOmTbMd0p49e1i3bh0xMTGYpsmTTz7J/v37ue666wD4+++/uemmm2jbti3/+9//CA4OZu3atZy/UHNtzpw5DB8+nBdffJEOHTpw6tQp1q5dm/3X5IJRo0Yxffp0qlatSsmSJfnrr7/o2LEjzz//PP7+/ixYsIC77rqLnTt3UrlyZQAeeugh1q1bx6uvvkpkZCR79+7l+PHjGIbBww8/zPz58xkxYoTzMebPn89NN91E9erVcxyf5D/q04rHmJLJqVOnTMA8deqUy/bU1FTz8OHDZmpqqpcikyuh9vOwZctME8xUDJdLMybG/f7//GOa69aZ5oIFpjl6tGl262aa9eqZpr+/db9LLA4wEyhsri/TyfyoRH/zBb9nzcd43ezGx2ZL1phV2W0GEe9yN7vdNMPDTbNtW9Ps29c0J040zccfN82uLDO3EGGeJdDcQoTZlWXmsmV59HpERJhmYKB1mScHzaW4ONP86CPTfPRR06xePfNrGhhomkWLXvZ1N0uWtF68//7XNBMTcxRCnn/+Tp40zSpVMsdoGKZZu7Zpnj+fN4/jTkqKab7+ummWLp3+uLffbprbtuXdY6SmmuaLL1pvXDDNWrVMc+vWvDt+Ti1bZjoiIkxHQIDp8Pb7uaDy8HdGQfkbmFUfTdxz93p5+r2wcKH1tXXzzR45/DWvoHyWr0Xnzp0zf//9d/Ps2bNmcnKy6XA4TDM+/vL9L08t8fHZjn379u0mYH777bfOba1btzYfeOCBLO9zxx13mE899ZTzeps2bcyhQ4de8nHGjBljdunSxXm9c+fOZnR0tPP66NGjzSpVqpjJyclu71++fHlz7Nixbm/bu3evCZibN292bvv3339dnte3335rAuby5cuzjNHhcJjJyclmvXr1zNdee800TdPcuXOnCZgrV650e5+///7btNvt5oYNG0zTNM3k5GQzJCTEXLBgQZaPk9fS3n/nzp27ao+ZH+k71LcVpPbLbp9WI21FJG9cmOXMNmkS7NyJrVYta9hqVpOzlSwJzZtby8VSU2HfPueoXMeIp7E5Ul12MYAgztHs2Oc0u0RIZ+1FOWYL4+D5MA6nhnFk34VlVRgbCKMOvxPDyEyjeHv3XsaOHd0ID08fqVu2rDWQMlu8PQI0Ph5Wr04fTXvRaWCAdb5qkyZw663W0qKFNarz4pjTLqOj4cgR6znFxcH8+dZSvDjcdZd1n6goa1ItTzFNqwTBDz+kL7/+6r5sgGlaI7mLFYPrr7cKMUdEpC9XUmDRNOGrr2DECKv0AUCdOlYt2g4dcn9cd2w2eOYZa+Ttvfdan4emTeH11+Hhh7NXciGvLFtmjbTG+uyZvlLv2JeG0Xv7O0MkD2mkrUjBU7t2bVq2bMm8efNo27Ytu3fvZvXq1UyaNAmA1NRUXnjhBT766CP+/vtvkpOTSUpKIigoKNuPkZqaynvvvcesWbOc2x544AFGjBjB+PHjsdlsbNmyhdatW1PIzZlfx44d49ChQ9x6661X/HwbN27scj0+Pp4JEybw3//+l8OHD3P+/HnOnTvHgQMHAKvUgd1up02bNm6PV758ee644w7mzZtH06ZN+fzzz0lKSuKee+654lhFpGBT0lZE8k5uZjnLyG6HatWspWNHbAsWYG7bZo3bvcA0DIzwcBg1ykooulvOnSMoNZ7w1N2Ec+laUWklHdIu34vvDmNd93Fg4LjoukvO7MIV5yaHAxPSYzZN63qfPtYpbaGhrktISPp6cPDlE3IZk1Fjx0K5culJ2vXrrem7L1avXnqStk0bK+l6sQtJdy4k3cmYdJ8920oEf/yxtd+RI/D++9ZStCjceaeV2OvQwTrd7kokJsKmTa5J2rQswMX8/d0XMzYMOHcOfvzRWi5WvryVvL04mVu7tnWsi2V8jfv2tRK2//d/1u2lS1uv1YAB7utu5JUbb7SS7g8+CCtWwCOPwKpVni+XkJJitfenn1qPRfr72/m+HjnSOg3zCopWpqSm8PamtwEY0GgAhex5VH4jvyZBU1KsH6V27XJdvv/euv3imtJglclYvx5uuAEaNbK+F7P969FV4EuJ8atg9uzZTJs2jSNHjhAZGclrr712ydOCZ86cyZw5czhw4AAhISHcfffdTJkyhcALP4KlpqYyYcIEPvjgA44cOUL58uXp06cP48aNc56enB8paSuSA0FB1o/tOdG8uTVT78U/XhuG9WP1unU5e+wc6NevH48//jizZ89m/vz5VKtWzZmknDZtGrNmzWLmzJnUr1+fIkWKMGzYMJJzMOnE119/zd9//51p4rHU1FRiY2O57bbbKFy4cJb3v9RtALYLfz/Ni163lJQUt/sWKVLE5fqIESNYuXIl06dPp1q1ahQqVIhevXo5n9/lHhvgkUce4cEHH+SVV15h/vz59OzZM0dJbcnfPNanlWuekrYikr9FR2N0724lak3TecnLL2c9itc04cwZ98nco0ed6+bPP2e7TPzFtXqtx8jweBlkPK4BVkz/+c+lH8jf3zWJmzGpu2cPTJ/uHB1sbt2K4W5W3euuS0/S3nILhIVd/kleKulut0Pbttby6qtWInXZMiuJe/AgLF5sLUFB0LGjlcDt2NEa8RoTgzFxImUvTgZf/DhHjrgmaDdtypyM9fe3klatWkHLltbo4B9+cD86eOlSKxm7davr8uefcOiQtaxYkX5sPz9rxGxaMvfMGXj++fTjbd0KTz5p7VuoEAwdaiXKS5S4/GuaF0JC4L//halTYdw4+OAD+Okn63lef33ePc7p0/D111ai9r//tWr2XsqePVYh6bvvhp49rbbJYULRxCTubJxz/YolJ1vvi0GDLjxAhiRo375W24eFWcPnM14WLZrzH00yvp9N03qPZUzM7tplvQcz/qByKfHxMG1a+vXgYGjY0PospCVya9TwzmxPH3+cPtFefkqMe8mSJUsYPnw4b775Js2aNWPmzJlERUWxc+dOyrjJXi5cuJBRo0Yxb948WrZsya5du+jTpw+GYTBjxgwAXnrpJebMmcN7771HvXr1+Omnn+jbty/FixfniSeeuNpPMduUtBXJAcOADAnCy5o40X3/Z+LEnB8rB3r06MHQoUNZuHAh//nPfxg0aJDzB6S1a9fSuXNnHnjgAQAcDge7du2ibt262T7+u+++y7333svYsa4jJ55//nneffddbrvtNiIiInjvvfdISUnJNNq2WLFihIeHExsby80335zp+KGhoQAcPnyYhg0bArhMSnYpa9eupU+fPnTt2hXTNDl58iT79u1z3l6/fn0cDgffffcd7dq1c3uMjh07UqRIEebMmcOKFSv4Pu0HWykQ8rxPK3KBkrYikr+ljQCdOBEzLek3YULWCVuwOq/BwdZSs2aWu50KjyTYzeRpCZXqEvxjrHNbSoqVg/nrLzj4l8mBA9b6X39Zc3odPuyaw43lFuqww+W4DgwOUpE3bYOpGBBHmN9xytjiCDHjKHU+juDkOALPJ1hJp7TE4iWkHTstveSw2bHd3T09UVu1qudOobfZrBGgN95oJc9//NFK4Hz8sTWKMG09IMBKhP74I6Ql3dMSO/37W6Nhf/jBSmRlVKaMlZxNS9LecEPmEgyXGx1co4b1WGnOnLFGpmRM5p46ZSWctm1zPX7GZHzx4lZCuVq1K34Jc8xms0aWt2oFvXpZJSCaNrVGQPfpk/u2/vtv+OwzK1H77beuyfKQEOjUyZqs7sCBzK+H3W79CDJ7trWUL28l8Xr0sEYBXY0RoaZptf3//Z+1rFoFCQlZ73/6NMydm/XtQUHuk7lplzt2wJgxmROV3btbz3fXLvjjj0tPKlO4sPW9dPHy3HNWEjzjqKkKFaw2+Pln+OUXK/7vvrOWNEWKWInctCTuDTdYo8cvHgF+uR9OMkpMtL6DDh603iPuLg8eTG+DtEvDsD6P12DSdsaMGfTv35++ffsC8Oabb/Lf//6XefPmMWrUqEz7//DDD7Rq1Yr77rsPgPDwcHr16sWGDRtc9uncuTN33HGHc59FixaxcePGq/CMck9JWxEPu1z/x0OKFi1Kz549GT16NKdPn6ZPnz7O22rUqMHHH3/MDz/8QMmSJZkxYwZHjx7NdtI2Li6Ozz//nM8++4zrM/wg/dBDD9G1a1f++ecfhgwZwmuvvca9997L6NGjKV68OOvXr6dp06bUqlWLCRMmMHDgQMqUKUOHDh04c+YMa9eu5fHHH6dw4cI0b96cF198kSpVqnDs2DHGjRuXrfhq1KhBTEwMnTp1AmDcuHE4HOnn4IWHh9O7d28efvhh50Rk+/fv59ixY/To0QMAu91Onz59GD16NDVq1KBFixbZemwRubYpaSsi+V+3bphdunDs2DHKlCmDkUfJoBIzoqF7d+eoVQcGdkyCZz1nJWguKARcVxGuy+Is1+RkK4G7d6+Vs4x+dDIfO7qTeuF4aZdDmcVyR1c45/44gZwjlDjnEsJxl+uhxHEXn2Ue9QskOwoxtd4SSqdAqY1Qeg+UKmWdxV+qVO6qLmTrTGebDZo1s5apU63k0rJl1ijQ3bud5QnSTql3nlp/ceIs7ZS+i5O02U0656QkR7Fimesom6bVeFu3Wgm4rVthyRL39XKTkryTsL1Y69awebNVLuHrr636tqtWwRtvZG90TVqi8dNPrWXTJtfba9SwSh507myNZrbbnaUGMo12X7TIGpn60UfwySdWkm/WLGupVMlK4PbsadVPzssfEP75xyoD8vXXVqL2r79cby9TxvpQnjrlPgnav3/6iPuLL+PjrWTr3r3WcikZR/AuW+Z6u5+f9R6uUSNzgrZ8+cwJ7aJF3Y+aevXV9H/CU1KsWso//2y1288/W6UzEhJgzRprSVO4MERGWklcsJLqGX84efZZq2i3u6Ts8eOXa4WsX5edO3N3Xx+WnJzMpk2bGD16tHObzWajXbt2rMviVOWWLVvywQcfsHHjRpo2bcqff/7Jl19+yYMPPuiyz9tvv82uXbuoWbMmv/zyC2vWrHGOxHUnKSmJpKQk5/XTp08D1qi3tASDw+HANE2XhENeOnbMAAxCQhx46CGuaZ5uP/GctLYDMl3mWNeumZO0uT1WDjz88MO8++67dOzYkXLlyjnjHzt2LH/++SdRUVEEBQXRv39/unTpwqlTp1yeo2mabp/ze++9R5EiRbjlllsy3X7LLbdQuHBh3n//fZ544gliY2MZOXIkbdq0wW6306BBA1q2bIlpmjz00EOcO3eOmTNnMmLECEJCQujevbvzmO+++y6PPPIIjRo1olatWrz00ktERUU547q4XS6O4+WXX6Zfv360bNmSkJAQnnrqKeLj4132e+ONNxgzZgyPPfYYJ06coHLlyowePdrlOA8//DAvvPACffr0yX3b51JarBf/PbgWeeo79OLPt8PhwGFcu6+xJxWkv4HZfQ6GebW/LXzA6dOnKV68OKdOnSI4ONi53eFwOJNGtvxUU06yRe3n2zzWfjExeT5SITISqm+N4VkmUYud7KQWk4hmd/2ufPmlddZ5bpbUVNhCJPXJPDp4GxE0ZEuWMdntrkncjJcHDsDbb2fOGeX6TOe05OANN1iBZ2SzWaf6t2plJXwz1tj1pshIK/aMCb+IiMyTunmLwwEvvWS9hg6HVd5hwABrkriMWfeL69N+9pn1y0Iaw7CS2GmJ2tq13T9eTAzmxInOz4mRcbR7UpKVQP3oI+txzpxJvy083Bp926OH9X64KIGbnJrMC6tfAGBM6zH42zPUFgYr/vXr00fT/vija9sEBFjJ7Ntvt5b69WH5cvdJ0JiYrD/fCQmZk7kZE7vr17u/r91ulTFIS8yGh1ulNHIiN99FqanW/mlJ3E2brKR+TusjulO4sJXkrljR/WWfPtbI46v8Ocmqj+ZNhw4dokKFCvzwww8uI6dGjhzJd9995zJ69mKvvvoqI0aMwDRNzp8/z8CBA5lzoYY0WH/3xowZw9SpU7Hb7aSmpvL888+7JIczmjBhAhMnTsy0fdeuXRQrVsx53FOnTlG8eHGP9IeaNw9h/34/PvvsBE2auK8XKbnn6fYTz0lJSeHUqVNUrlyZQoUKYbfb83V9anHPNE1SU1Nz1X5r1qwhKiqKP//8k7IXDRC5GhITE9m/fz/Fixd3O5HbtcJT36HJqcm8uvlVAJ5o+IT7Pq1csYL0N/DMmTPUrFnzsn1aJW3dUNK2YFL7+TZfar+McyBlJ190OaZp5WHG1onh1b8zj+LtUzyGgJ5dOXECTpywBiOmXZ7LYmRvdgQGWnmw666zlsqV09fLlMnGAEpfSIBm5IkG9JTvv7fKJaSV08gYc+vW1ut/cX3awEC47TYrSXvnnS6jyi8l25/BxESrbuySJfD5567lCqpVs5K3PXtCRATJyz7ihY+fgBMnGBNXB//xE63XePfu9CTtt9+6JoHBGpmdlqRt3dr9ZCoe+EHGJ97PDodVoiEtkfvKK7gd7mgYEBWVdVK2ZMlLf8C99DkpKEnbVatWce+99zJ58mSaNWvG7t27GTp0KP379+fZZ58FYPHixTz99NNMmzaNevXqsWXLFoYNG8aMGTPo3bu321jcjbStVKkS//77r/P1cjgcxMXFERoa6pG/p8WLG8THG+zc6aB69Tw//DXP0+0nnpOYmMi+ffuoUqUKdrv9mk6c+Tp3NXUvJSkpibi4OPr06UNYWBgffPCBB6NzLzExkb179xIeHu6c8PJa5Knv0OTUZKasmQLA6BtHK2nrIQXpb+Dp06cpWbLkZfu0Ko8gIpLHPFFqzDCss/vbvtqNbt2XMf6iUbwTieah+V2zPP65c65JXHeXCxa4z+skJlqDM90JCEhP4ma8vO46K/fjH525BIXNNK0XJA94ZPJ6L9WKy5WbbrJGVlarZmX1M562v3q1dRkSYiVoO3e2ErYenKiEwEDo0sVazp6Fr76yErhffGHVbZ0yxVrKl4ejh6D1hfv9+quVBAwNhbg412OGhFhx3367dVmhwuXjyEnpjOy68H7OlKjMo/dznrDZrPdsrVpw332wcmXWieavvsr94/jS58TDQkJCsNvtHD161GX70aNHCctiEshnn32WBx98kEceeQSwJrFJSEhgwIABjB07FpvNxtNPP82oUaO49957nfvs37+fKVOmZJm0DQgIICAgINN2m83m8s+NYRiZtuWFs2fTB3qHhdmuSmnra5Gn2k88y2azOUdmZrwU32GaZo7bb/HixfTr148GDRrwn//8xyvtbhiGvjsu8MTrYDPTP996jT2roLyPsxu/krYiIh7giXxR2nFZ1o0+k7plO0+SdpbzpfJcP/3kPq8THg5PPw3791slFPbvt5ZDh6wz4v/4w1rcMQwoUaIbbcmcZPZb2JV6v1hnldtsubv86SdrEKFHJq/3VAN6QpkyVgkBd+x2q+ZtWn3aqy0oKH2iroQEK3H70Ufw5Zdw6BCGDUokWrsaae+9uDirtMCNN6aPpm3Q4OpMbHY5vpiovJBozlSTOC8Szb70OfEgf39/GjVqRGxsLF26dAGskSCxsbEMGTLE7X3Onj2bqbNuv/AZTTsJLqt98nMdt7TfWwICrB8aRUQE+vTp4zJxmxQ8BgYlAks410XyipK2IiI+5moOIHz5Zff5qJQUa86iixO5GdcTE+Hff+ETuvEJGQL+GD7+OG9izzi4tEcP6+z5ihWzXooWvfQxPTKC15PHrlXLfdb9+uut5Gd+UKSIVRahZ0+r3EHp0hRKSWFYxjKxhQpZQ8Av10je4muJyrRE88SJmGmJ5ow1ieWKDR8+nN69e9O4cWOaNm3KzJkzSUhIoG/fvoA1+3mFChWYMsU6dbJTp07MmDGDhg0bOssjPPvss3Tq1MmZvO3UqRPPP/88lStXpl69emzevJkZM2bw8MMPe+15Xs6xY9ZltsrniIiIFBCF7IUY1nyYt8OQAkhJWxERyfEAwkKFoEoVa3HHNK0RV5UqQXJy5tvtdmverNRUqyyDu8tL3eZwWKVO3Q04S02FX36xlqwUL+6axK1UKX19+3Z48knPjODNWAY0z47t4TIUea5YMWvyNHeJ5rp182/C1ld164bZpYuzJrGRH0YtFzA9e/YkLi6O8ePHc+TIERo0aMCKFSucE80cOHDAZdTsuHHjMAyDcePG8ffffxMaGupM0qZ57bXXePbZZ3nsscc4duwY5cuX59FHH2X8+PFX/fll18VJWxERERG5MkraiogIkLcDCA3D+qe9du2sB4C+8caVPUZWc0LVrGmVTTh40P1y+jScOmUtv/2W9fEzjuC9/34rmW23u5ZpyMn611+7P/aQIVayo0gRK1+Z1WVQkPsqATF04wM3ZSgeNLtmHOOcK9boYIOdO8s6E/pX/F7xhfqwIjkwZMiQLMshrFq1yuW6n58f0dHRRF/i/V6sWDFmzpzJzJkz8zBKz1LSVkRERCTvKGkrIiIek56XMzFNw3mZF3m5rHJ+U6ZAhw5Z3+/0afj7b9dE7l9/pa9v2+b+fomJlx69eyUOH4ZBg7K3b1BQ5mTur79CvJsyFOsHW8+tSJH0Je3+7tb93PQKXEcHG2zbZubN6OBu3Vjz9BL+9/1TlD5/hDbb6xI/ZALNddq+iM9S0lZERK5FKakpzN8yH4C+DfpSyF7IyxFJQaGkrYiIeMxF5TTZudPM03KauZ0TKjjYWurUcX97ViN4q1a1RgdnVcLhUutp11980UrQZlSyJLRta83VFR+ffpm2npCQHs/Zs9aSNuHPpRw5AsOGXX6/NP7+mRO6O3dat5mm4XI5YACsWWPdJ20JCHC9fqnb1qyBp2d0gda/Ww+QNAam+vNxUytJfKU8VZfYk/WORXydkrYiInItMjE5dOaQc10kryhpKyIiHtWtG3TpYjrradpseTc7zdWclG3aNLj99is7dsWK7o/97ruXTjabJpw755rQvfjy8cetUcJmhj5iqVJw223pid+zZ92vp90vOdla/v338s/lxAmrDMUVsWfedPfdVsnbi0cHZxwVfLnl55+txGrG2sHvvAOdO1s1mdMWP7/sT5jksZrEIgVEWtI2NNS7cYiIiIgUBEraioiIXCS3I3g9eWzDsJKWQUHub09NdZ8Mfuedyx/bNCEpKevE7sCBcOBA5pHHZcpA377WfdOSvRcvWW1Pu23v3qxjOnPGWq5UxtrBjzxiLRn5+bkmcrNaduxwf9xBg6znU6JE+lKyZPp68eJWXeNL8eQIXo/UJBZxI+0MAI20FZGCbN++fdSsWZPNmzfToEGDHN03NjaWIUOG8Ouvv2K/XOcgB5o3b87TTz9N97w4XUlE8g0lbUVERDLwxAheTx77ShLNhgGBgdZSunTm22fMcF+XeM6cK0tkR0bC1gwTwRmGVbbi00/TE8e5WX78MfOo40s5f95azp3L3XM5dgxGjLj0PsHBWSd1Dx+Gjz7KPIJ3wgS4+eb0pLKfX+bF3fa0bTYbfPKJh2oSi7ih8ggiBVOfPn147733nNdLlSpFkyZNmDp1KhEREXnyGBMmTGD58uVs2bIlT46XX40cOZJx48Y5E7YxMTHMmTOHLVu2kJSURL169ZgwYQJRUVHO+3z//fdMmzaNTZs2cfjwYT755BO6dOnictxx48bx5JNP0rVrV2zuZq0VEZ+kpK2IiEgB4KlEs6fqEkdHQ/certtMEyZPhurVr+zYWdUljoiATZsgJSV3y2OPwf79mRPCISHQvj2cPGmVljh5Mn1JSLD2OX3aWg4cyDrujCN4J0ywlrxwcU1iw4CxY602zG5pCJHsUNJWpOBq37498+dbEy0dOXKEcePGceedd3LgUn/YxMWaNWvYs2ePy2jY77//nttuu40XXniBEiVKMH/+fDp16sSGDRto2LAhAAkJCURGRvLwww/TLYvOXocOHXjkkUf46quvuOOOO67K8xERz9NPMCIiInJJ3brB5s0m+/YdZfNmM89KRSxeDGXLgt0P6te3TuPPi2NHR6eXiYD0EazR0VaZgsBAq25uqVLW41esCFWqWGUJ6tWDBg2gSRNo2RLatIF27aBDB3j55czHBXj7bXj/ffj8c2uCtV9/tWoMx8dbpSCOHbPKHmzcCF9/DUuWwFtvwUsvwahRWZdOMAxr1HS1anDddVChghVv6dJWyYWgIGtSt5wOqDFNq9RDhQpwzz0wa5aVzD5/Plcvtwhgva+UtBUpuAICAggLCyMsLIwGDRowatQo/vrrL+Iumhn1r7/+okePHpQoUYJSpUrRuXNn9u3b57x91apVNG3alCJFilCiRAlatWrF/v37WbBgARMnTuSXX37BMAwMw2DBggVZxvLOO+9Qp04dAgMDqV27Nm+88Ybztn379mEYBosXL6Zly5YEBgZy/fXX891337kc47vvvqNp06YEBARQrlw5Ro0axfmL/hA6HA6mTp1K9erVCQgIoHLlyjz//PMux/jzzz+5+eabCQoKIjIyknXr1l3yNVy8eDG33XYbgYGBzm0zZ85k5MiRNGnShBo1avDCCy9Qo0YNPv/8c+c+HTp0YPLkyXS9RCfJbrfTsWNHFi9efMkYRMS3aKStiIiIeEXXrrC/nFWod1hz8M+j0m6eqkucm+P6+1uTMl1qYqYvv8x6ZHB2zxJ1OKzaxufPW6OC00o+tG1rJWjdlYs4fBg+/thawJrErXlzuPFGaNXKWi9WLHuPL3LqlPXeA01EJpJTyanJWd5mM2z42fyyta+BQSF7ocvu62/3z0WU6eLj4/nggw+oXr06pS/UVkpJSSEqKooWLVqwevVq/Pz8mDx5Mu3bt2fr1q3YbDa6dOlC//79WbRoEcnJyWzcuBHDMOjZsye//vorK1as4JtvvgGgePHibh/7ww8/ZPz48bz++us0bNiQzZs3079/f4oUKULv3r2d+z399NPMnDmTunXrMmPGDDp16sTevXspXbo0f//9Nx07dqRPnz785z//YceOHfTv35/AwEAmXDjFZfTo0cydO5dXXnmFG2+8kcOHD7Mjrbj9BWPHjmX69OnUqFGDsWPH0qtXL3bv3o2fn/s0y+rVq7nvvvsu+do6HA7OnDlDqVKlstUWF2vatCkvvvhiju8neSOoUBaTT4hcASVtRURExCv87f6MbDXSI8f2ZLmIvD5udLT7ieSio7N/DJvNWgoVgsKF07dPnuy+JvGiRdZI2zVrYO1aazl5EmJjrSXtmA0apCdxb7wRypdPP7YnJ08T3/PBB+nrzZrp/SCSEy+sfiHL22qUqsH9Efc7r09bO40UR4rbfcNLhNOnQR/n9ZnrZ3I25Wym/Sa0nZDjGL/44guKFi0KWKfrlytXji+++MJZP3XJkiU4HA7eeecdjAunosyfP58SJUqwatUqGjduzKlTp7jzzjupVq0aAHXq1HEev2jRovj5+REWFnbJOKKjo3n55ZedZQKqVKnC77//zltvveWStB0yZIizDMGcOXNYsWIF7777LiNHjuSNN96gUqVKvP766xiGQe3atTl06BDPPPMM48ePJyEhgVmzZvH66687j1mtWjVuvPFGzIt+BR0xYoSzFMHEiROpV68eu3fvpnbt2m5j379/P+Uv/kPqxvTp04mPj6dHjx6X3M+d8uXL89dff+FwOFTX9irzZJ9Wrm36JIuIiIh4UdoI3ogIq3RDRETelYpIO3b9+hAQYDrLUNx7L7RuDaNHwxdfwIkT1mjfOXPg/vshPNwavfvzz/Dqq9Czp5XkrVoVHnoIBg60ksHbtkFiYvrkaTExVx6z+J6YGHj88fTrej+IFDw333wzW7ZsYcuWLWzcuJGoqCg6dOjA/v37Afjll1/YvXs3xYoVo2jRohQtWpRSpUqRmJjInj17KFWqFH369CEqKopOnToxa9YsDh8+nKMYEhIS2LNnD/369XM+RtGiRZk8eTJ79uxx2bdFixbOdT8/Pxo3bsz27dsB2L59Oy1atHAmlwFatWpFfHw8Bw8eZPv27SQlJXHrrbdeMp6LJ2ErV64cAMfS6sS4ce7cOZfSCBktXLiQiRMn8tFHH1EmF3VmChcujMPhICkpKcf3FZH8SSNtRURERLzMUyOD047dpYvJsWPHKFOmDDZb5tnHbDa4/nprGTjQ2nbwoDUCN2007i+/wN691pLm4snTDMMqHaHRldeeiRPTR4iD3g8iOTWm9Zgsb7MZruOsnm71dJb7Grh+vw9rPuyK4rpYkSJFqH7RTKHvvPMOxYsXZ+7cuUyePJn4+HgaNWrEhx9+mOm+oRdqpsyfP58nnniCFStWsGTJEsaNG8fKlStp3rx5tmKIj48HYO7cuTRr1szlNntWBeJzofDFp6xcQqFC6aUo0hLADocjy/1DQkL4999/3d62ePFiHnnkEZYuXUq7du1yEG26f/75hyJFimQ7fhHJ/5S0FREREa9ISU3hw23WP3f317/fpQ6feF/FitYI2549reunT8P69VYS9/nnrZG4FzNNq9avXHt27cpcN1nvB5Hsy0mNWU/tm1OGYWCz2Th37hwAN9xwA0uWLKFMmTIEBwdneb+GDRvSsGFDRo8eTYsWLVi4cCHNmzfH39+f1NTUSz5m2bJlKV++PH/++Sf333//Jfddv349N910EwDnz59n06ZNDBkyBLDKMixbtgzTNJ3J1rVr11KsWDEqVqxImTJlKFy4MLGxsTzyyCPZfk0up2HDhvz++++Zti9atIiHH36YxYsXO8st5Mavv/5Kw4YNryREySX1acVTlLQVERERrzAx2Xdyn3Nd8rfgYLj9dmv59FP3k6fVquW9+MR7atbU+0GkoEtKSuLIkSMA/Pvvv7z++uvEx8fTqVMnAO6//36mTZtG586dmTRpEhUrVmT//v3ExMQwcuRIUlJSePvtt7nrrrsoX748O3fu5I8//uChhx4CIDw8nL1797JlyxYqVqxIsWLFCAgIyBTHxIkTeeKJJyhevDjt27cnKSmJn376iX///Zfhw4c795s9ezY1atSgTp06vPLKK/z77788/PDDADz22GPMnDmTxx9/nCFDhrBz506io6MZPnw4NpuNwMBAnnnmGUaOHIm/vz+tWrUiLi6O3377zXmM3IiKiuK9995z2bZw4UJ69+7NrFmzaNasmfM1Lly4sHMytvj4eHbv3u28T9rrVKpUKSpXruzcvnr1am6//fZcxye5pz6teIpq2oqIiIhIjkRHp58CD7mbPE0KDr0fRAq+FStWUK5cOcqVK0ezZs348ccfWbp0KW3btgUgKCiI77//nsqVK9OtWzfq1KlDv379SExMJDg4mKCgIHbs2EH37t2pWbMmAwYMYPDgwTz66KMAdO/enfbt23PzzTcTGhrKokWL3MbxyCOP8M477zB//nzq169PmzZtWLBgAVWqVHHZ78UXX+TFF18kMjKSNWvW8NlnnxESEgJAhQoV+PLLL9m4cSORkZEMHDiQfv36MW7cOOf9n332WZ566inGjx9PnTp16Nmz5yXr1WbH/fffz2+//cbOi05DePvttzl//jyDBw92vr7lypVj6NChzn1++ukn5whlgOHDh9OwYUPGjx/v3Ofvv//mhx9+oG/fvlcUo4jkL4ZpZjyZSU6fPk3x4sU5deqUy6kdDofjonpwynf7GrWfb1P7+Ta1n+/zRBsmpyY7Z8we03qMR0/jvNZ5ov1iYqyapTt3WiMqo6PzZvK0S8mqjybuuXu9PPV97I33w7VIf099V2JiInv37iU8PBw/Pz/8/PxcJsKSvLFv3z6qVKnC5s2badCgQZ4f3zRNzp8/n+v2e/rppzl9+jRvvfVWnsb1zDPP8O+///L222+7vT3t/VelSpVLToZW0HnqO1R92qujIP0NzG6fVuURRERERCTHPDl5mvgevR9ERC5v7NixvPHGGzgcjjxNOpUpU8alPISIFAxK2oqIiIiIiIiIeFiJEiUYM2ZMnh/3qaeeyvNjioj3KWkrIiIiIiIiIj4vPDwcVYAUkYJCSVsRERHxmkK2Qt4OQURERETkiqhPK56QLyr3zp49m/DwcAIDA2nWrBkbN2685P5Lly6ldu3aBAYGUr9+fb788kuX203TZPz48ZQrV47ChQvTrl07/vjjD08+BREREckhf7s/Y28ay9ibxmrCBhERERHxSerTiqd4PWm7ZMkShg8fTnR0ND///DORkZFERUVx7Ngxt/v/8MMP9OrVi379+rF582a6dOlCly5d+PXXX537TJ06lVdffZU333yTDRs2UKRIEaKiokhMTLxaT0tERERERETEhU7dF2/Q+07EN3k9aTtjxgz69+9P3759qVu3Lm+++SZBQUHMmzfP7f6zZs2iffv2PP3009SpU4fnnnuOG264gddffx2wvoxmzpzJuHHj6Ny5MxEREfznP//h0KFDLF++/Co+MxEREREREREoVMg6dfrs2bNejkSuRcnJyQDY7XYvRyIiOeHVmrbJycls2rSJ0aNHO7fZbDbatWvHunXr3N5n3bp1DB8+3GVbVFSUMyG7d+9ejhw5Qrt27Zy3Fy9enGbNmrFu3TruvffevH8iIiIikmPnHedZ8usSAHpe3xM/m0rti4hIwWS32ylRogRxcXE4HA6KFi2Kzeb1MVSSQ6Zpcv78efz8/DAMw9vhZIvD4SAuLo6goCD8/NTX8gT1acVTvPpOOn78OKmpqZQtW9Zle9myZdmxY4fb+xw5csTt/keOHHHenrYtq30ySkpKIikpyXn99OnTgPXl5nA4nNsdDgemabpsE9+h9vNtaj/fpvbzfZ5ow/Op59l1Ypdz3eb9E4AKrILyGfT1+EXk2hYWFoZpmhw9epTjx4/7TNJP0qX9LbXZbD7VfjabjcqVK/tUzL7EYTr4458/nOsieUXpf2DKlClMnDgx0/a4uDiXOrgOh4NTp05hmqZ+FfVBaj/fpvbzbWo/3+eJNkxOTSYhIQGAY8eOaeIGDyoon8EzZ854OwQRkVwzDIOwsDAASpQo4dPfx9cqh8PBiRMnKF26tE+1n7+/v0/FKyIWryZtQ0JCsNvtHD161GX70aNHnX/MMgoLC7vk/mmXR48epVy5ci77NGjQwO0xR48e7VJy4fTp01SqVInQ0FCCg4Od2x0OB4ZhEBoaqi88H6T2821qP9+m9vN9nmjD5NRkihQpAkCZMmWUtPWggvIZDAwM9HYIIiJXzGazERgY6NPfx9cqh8NBoUKF1H4iclV4NWnr7+9Po0aNiI2NpUuXLoD1JRgbG8uQIUPc3qdFixbExsYybNgw57aVK1fSokULAKpUqUJYWBixsbHOJO3p06fZsGEDgwYNcnvMgIAAAgICMm232WyZvogNw3C7XXyD2s+3qf18m9rP9+V1G9rM9FML9d7wvILwGfTl2EVEREREcsLr5RGGDx9O7969ady4MU2bNmXmzJkkJCTQt29fAB566CEqVKjAlClTABg6dCht2rTh5Zdf5o477mDx4sX89NNPvP3224D1D8mwYcOYPHkyNWrUoEqVKjz77LOUL1/emRgWERERERERERERya+8nrTt2bMncXFxjB8/niNHjtCgQQNWrFjhnEjswIEDLqMqWrZsycKFCxk3bhxjxoyhRo0aLF++nOuvv965z8iRI0lISGDAgAGcPHmSG2+8kRUrVuiUOhEREREREREREcn3vJ60BRgyZEiW5RBWrVqVads999zDPffck+XxDMNg0qRJTJo0KVfxmKYJWGUVLuZwODhz5ozq1/gotZ9vU/v5NrWf7/NEGyanJpOUkARYf3NV09ZzCspnMK1vltZXk0tz16ctKO+Fa5Xaz/epDX2b2s+3ear91Ke9OgrS5y+7fVrDVK83k4MHD1KpUiVvhyEiIiIibvz1119UrFjR22Hke+rTioiIiORfl+vTKmnrhsPh4NChQxQrVsw5QQpYmfBKlSrx119/ERwc7MUIJTfUfr5N7efb1H6+T23o2wpK+5mmyZkzZyhfvrzPj7C4Gtz1aQvKe+FapfbzfWpD36b2821qP99WkNovu33afFEeIb+x2WyXzHQHBwf7/BvkWqb2821qP9+m9vN9akPfVhDar3jx4t4OwWdcqk9bEN4L1zK1n+9TG/o2tZ9vU/v5toLSftnp02qIgoiIiIiIiIiIiEg+oqStiIiIiIiIiIiISD6ipG0OBAQEEB0dTUBAgLdDkVxQ+/k2tZ9vU/v5PrWhb1P7SRq9F3yb2s/3qQ19m9rPt6n9fNu12H6aiExEREREREREREQkH9FIWxEREREREREREZF8RElbERERERERERERkXxESVsRERERERERERGRfERJ22yaPXs24eHhBAYG0qxZMzZu3OjtkCSbJkyYgGEYLkvt2rW9HZZk4fvvv6dTp06UL18ewzBYvny5y+2maTJ+/HjKlStH4cKFadeuHX/88Yd3gpVMLtd+ffr0yfR5bN++vXeClUymTJlCkyZNKFasGGXKlKFLly7s3LnTZZ/ExEQGDx5M6dKlKVq0KN27d+fo0aNeilgulp32a9u2babP4MCBA70UsXiD+rS+Sf1Z36L+rO9Tn9Z3qT/r+9SnTaekbTYsWbKE4cOHEx0dzc8//0xkZCRRUVEcO3bM26FJNtWrV4/Dhw87lzVr1ng7JMlCQkICkZGRzJ492+3tU6dO5dVXX+XNN99kw4YNFClShKioKBITE69ypOLO5doPoH379i6fx0WLFl3FCOVSvvvuOwYPHsz69etZuXIlKSkp3H777SQkJDj3efLJJ/n8889ZunQp3333HYcOHaJbt25ejFrSZKf9APr37+/yGZw6daqXIparTX1a36b+rO9Qf9b3qU/ru9Sf9X3q017ElMtq2rSpOXjwYOf11NRUs3z58uaUKVO8GJVkV3R0tBkZGentMCQXAPOTTz5xXnc4HGZYWJg5bdo057aTJ0+aAQEB5qJFi7wQoVxKxvYzTdPs3bu32blzZ6/EIzl37NgxEzC/++470zStz1uhQoXMpUuXOvfZvn27CZjr1q3zVpiShYztZ5qm2aZNG3Po0KHeC0q8Sn1a36X+rO9Sf9b3qU/r29Sf9X3Xcp9WI20vIzk5mU2bNtGuXTvnNpvNRrt27Vi3bp0XI5Oc+OOPPyhfvjxVq1bl/vvv58CBA94OSXJh7969HDlyxOXzWLx4cZo1a6bPow9ZtWoVZcqUoVatWgwaNIgTJ054OyTJwqlTpwAoVaoUAJs2bSIlJcXlM1i7dm0qV66sz2A+lLH90nz44YeEhIRw/fXXM3r0aM6ePeuN8OQqU5/W96k/WzCoP1twqE/rG9Sf9X3Xcp/Wz9sB5HfHjx8nNTWVsmXLumwvW7YsO3bs8FJUkhPNmjVjwYIF1KpVi8OHDzNx4kRat27Nr7/+SrFixbwdnuTAkSNHANx+HtNuk/ytffv2dOvWjSpVqrBnzx7GjBlDhw4dWLduHXa73dvhyUUcDgfDhg2jVatWXH/99YD1GfT396dEiRIu++ozmP+4az+A++67j+uuu47y5cuzdetWnnnmGXbu3ElMTIwXo5WrQX1a36b+bMGh/mzBoD6tb1B/1vdd631aJW2lwOvQoYNzPSIigmbNmnHdddfx0Ucf0a9fPy9GJnLtuffee53r9evXJyIigmrVqrFq1SpuvfVWL0YmGQ0ePJhff/1VNRN9VFbtN2DAAOd6/fr1KVeuHLfeeit79uyhWrVqVztMEckm9WdF8hf1aX2D+rO+71rv06o8wmWEhIRgt9szzSR49OhRwsLCvBSVXIkSJUpQs2ZNdu/e7e1QJIfSPnP6PBYcVatWJSQkRJ/HfGbIkCF88cUXfPvtt1SsWNG5PSwsjOTkZE6ePOmyvz6D+UtW7edOs2bNAPQZvAaoT1uwqD/ru9SfLZjUp81/1J/1ferTKml7Wf7+/jRq1IjY2FjnNofDQWxsLC1atPBiZJJb8fHx7Nmzh3Llynk7FMmhKlWqEBYW5vJ5PH36NBs2bNDn0UcdPHiQEydO6POYT5imyZAhQ/jkk0/43//+R5UqVVxub9SoEYUKFXL5DO7cuZMDBw7oM5gPXK793NmyZQuAPoPXAPVpCxb1Z32X+rMFk/q0+Yf6s75Pfdp0Ko+QDcOHD6d37940btyYpk2bMnPmTBISEujbt6+3Q5NsGDFiBJ06deK6667j0KFDREdHY7fb6dWrl7dDEzfi4+Ndfh3bu3cvW7ZsoVSpUlSuXJlhw4YxefJkatSoQZUqVXj22WcpX748Xbp08V7Q4nSp9itVqhQTJ06ke/fuhIWFsWfPHkaOHEn16tWJioryYtSSZvDgwSxcuJBPP/2UYsWKOet6FS9enMKFC1O8eHH69evH8OHDKVWqFMHBwTz++OO0aNGC5s2bezl6uVz77dmzh4ULF9KxY0dKly7N1q1befLJJ7npppuIiIjwcvRyNahP67vUn/Ut6s/6PvVpfZf6s75PfdqLmJItr732mlm5cmXT39/fbNq0qbl+/XpvhyTZ1LNnT7NcuXKmv7+/WaFCBbNnz57m7t27vR2WZOHbb781gUxL7969TdM0TYfDYT777LNm2bJlzYCAAPPWW281d+7c6d2gxelS7Xf27Fnz9ttvN0NDQ81ChQqZ1113ndm/f3/zyJEj3g5bLnDXdoA5f/585z7nzp0zH3vsMbNkyZJmUFCQ2bVrV/Pw4cPeC1qcLtd+Bw4cMG+66SazVKlSZkBAgFm9enXz6aefNk+dOuXdwOWqUp/WN6k/61vUn/V96tP6LvVnfZ/6tOkM0zRNz6SDRURERERERERERCSnVNNWREREREREREREJB9R0lZEREREREREREQkH1HSVkRERERERERERCQfUdJWREREREREREREJB9R0lZEREREREREREQkH1HSVkRERERERERERCQfUdJWREREREREREREJB9R0lZEREREREREREQkH1HSVkRE3DIMg+XLl3s7DBERERGRXFF/VkR8mZK2IiL5UJ8+fTAMI9PSvn17b4cmIiIiInJZ6s+KiFwZP28HICIi7rVv35758+e7bAsICPBSNCIiIiIiOaP+rIhI7mmkrYhIPhUQEEBYWJjLUrJkScA61WvOnDl06NCBwoULU7VqVT7++GOX+2/bto1bbrmFwoULU7p0aQYMGEB8fLzLPvPmzaNevXoEBARQrlw5hgwZ4nL78ePH6dq1K0FBQdSoUYPPPvvMs09aRERERAoM9WdFRHJPSVsRER/17LPP0r17d3755Rfuv/9+7r33XrZv3w5AQkICUVFRlCxZkh9//JGlS5fyzTffuHRi58yZw+DBgxkwYADbtm3js88+o3r16i6PMXHiRHr06MHWrVvp2LEj999/P//8889VfZ4iIiIiUjCpPysikjXDNE3T20GIiIirPn368MEHHxAYGOiyfcyYMYwZMwbDMBg4cCBz5sxx3ta8eXNuuOEG3njjDebOncszzzzDX3/9RZEiRQD48ssv6dSpE4cOHaJs2bJUqFCBvn37MnnyZLcxGIbBuHHjeO655wCr41y0aFG++uor1SITERERkUtSf1ZE5Mqopq2ISD518803u3RiAUqVKuVcb9GihcttLVq0YMuWLQBs376dyMhIZwcXoFWrVjgcDnbu3IlhGBw6dIhbb731kjFEREQ414sUKUJwcDDHjh3L7VMSERERkWuI+rMiIrmnpK2ISD5VpEiRTKd35ZXChQtna79ChQq5XDcMA4fD4YmQRERERKSAUX9WRCT3VNNWRMRHrV+/PtP1OnXqAFCnTh1++eUXEhISnLevXbsWm81GrVq1KFasGOHh4cTGxl7VmEVERERE0qg/KyKSNY20FRHJp5KSkjhy5IjLNj8/P0JCQgBYunQpjRs35sYbb+TDDz9k48aNvPvuuwDcf//9REdH07t3byZMmEBcXByPP/44Dz74IGXLlgVgwoQJDBw4kDJlytChQwfOnDnD2rVrefzxx6/uExURERGRAkn9WRGR3FPSVkQkn1qxYgXlypVz2VarVi127NgBWDPhLl68mMcee4xy5cqxaNEi6tatC0BQUBBff/01Q4cOpUmTJgQFBdG9e3dmzJjhPFbv3r1JTEzklVdeYcSIEYSEhHD33XdfvScoIiIiIgWa+rMiIrlnmKZpejsIERHJGcMw+OSTT+jSpYu3QxERERERyTH1Z0VELk01bUVERERERERERETyESVtRURERERERERERPIRlUcQERERERERERERyUc00lZEREREREREREQkH1HSVkRERERERERERCQfUdJWREREREREREREJB9R0lZEREREREREREQkH1HSVkRERERERERERCQfUdJWREREREREREREJB9R0lZEREREREREREQkH1HSVkRERERERERERCQfUdJWREREREREREREJB/5fyA/RUOJQfuQAAAAAElFTkSuQmCC\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: /content/results/training_curves.png\n" + ] + } + ], + "source": [ + "epochs_range = range(1, len(history['train_loss']) + 1)\n", + "\n", + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(14, 5))\n", + "\n", + "ax1.plot(epochs_range, history['train_loss'], 'b-o', markersize=4, label='Train Loss')\n", + "ax1.plot(epochs_range, history['val_loss'], 'r-o', markersize=4, label='Val Loss')\n", + "ax1.axvline(x=best_epoch, color='green', linestyle='--', alpha=0.5, label=f'Best epoch ({best_epoch})')\n", + "ax1.set_xlabel('Epoch')\n", + "ax1.set_ylabel('Loss')\n", + "ax1.set_title('Training & Validation Loss')\n", + "ax1.legend()\n", + "ax1.grid(True, alpha=0.3)\n", + "\n", + "ax2.plot(epochs_range, history['train_acc'], 'b-o', markersize=4, label='Train Accuracy')\n", + "ax2.plot(epochs_range, history['val_acc'], 'r-o', markersize=4, label='Val Accuracy')\n", + "ax2.axvline(x=best_epoch, color='green', linestyle='--', alpha=0.5, label=f'Best epoch ({best_epoch})')\n", + "ax2.set_xlabel('Epoch')\n", + "ax2.set_ylabel('Accuracy')\n", + "ax2.set_title('Training & Validation Accuracy')\n", + "ax2.legend()\n", + "ax2.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "curves_path = os.path.join(SAVE_DIR, 'training_curves.png')\n", + "plt.savefig(curves_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Training Curves', iteration=0, local_path=curves_path)\n", + "print(f'Saved: {curves_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eBTevcdD7tIK" + }, + "source": [ + "## Test Set Evaluation" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "id": "test_eval", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "ced80ef4-e07f-4577-916b-7be5197a652b" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "============================================================\n", + "TEST SET RESULTS\n", + "============================================================\n", + "Test Loss: 0.0134\n", + "Test Accuracy: 0.9950 (99.5%)\n", + "\n" + ] + } + ], + "source": [ + "# Load best model weights\n", + "model.load_state_dict(best_model_state)\n", + "model.eval()\n", + "\n", + "all_preds = []\n", + "all_labels = []\n", + "all_probs = []\n", + "test_running_loss = 0.0\n", + "test_correct = 0\n", + "test_total = 0\n", + "\n", + "with torch.no_grad():\n", + " for images, labels in test_loader:\n", + " images, labels = images.to(device), labels.to(device)\n", + " outputs = model(images)\n", + " loss = criterion(outputs, labels)\n", + "\n", + " test_running_loss += loss.item() * images.size(0)\n", + " _, predicted = outputs.max(1)\n", + " test_total += labels.size(0)\n", + " test_correct += predicted.eq(labels).sum().item()\n", + "\n", + " all_preds.extend(predicted.cpu().numpy())\n", + " all_labels.extend(labels.cpu().numpy())\n", + " probs = torch.softmax(outputs, dim=1)[:, 1]\n", + " all_probs.extend(probs.cpu().numpy())\n", + "\n", + "all_preds = np.array(all_preds)\n", + "all_labels = np.array(all_labels)\n", + "all_probs = np.array(all_probs)\n", + "\n", + "test_loss = test_running_loss / test_total\n", + "test_acc = test_correct / test_total\n", + "\n", + "print('=' * 60)\n", + "print('TEST SET RESULTS')\n", + "print('=' * 60)\n", + "print(f'Test Loss: {test_loss:.4f}')\n", + "print(f'Test Accuracy: {test_acc:.4f} ({test_acc*100:.1f}%)')\n", + "print()\n", + "\n", + "logger.report_scalar('Test', 'Loss', iteration=0, value=test_loss)\n", + "logger.report_scalar('Test', 'Accuracy', iteration=0, value=test_acc)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "B9ywIc8W7tIK" + }, + "source": [ + "## Classification Report" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "id": "class_report", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "8ddabaf8-3bac-4634-b9b3-3e0e93cb6022" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Classification Report:\n", + " precision recall f1-score support\n", + "\n", + " closed 0.99 0.99 0.99 3499\n", + " open 1.00 1.00 1.00 11181\n", + "\n", + " accuracy 1.00 14680\n", + " macro avg 0.99 0.99 0.99 14680\n", + "weighted avg 1.00 1.00 1.00 14680\n", + "\n", + "Saved: /content/results/classification_report.txt\n" + ] + } + ], + "source": [ + "report = classification_report(all_labels, all_preds, target_names=class_names)\n", + "print('Classification Report:')\n", + "print(report)\n", + "\n", + "report_path = os.path.join(SAVE_DIR, 'classification_report.txt')\n", + "with open(report_path, 'w') as f:\n", + " f.write(f'Experiment: {EXPERIMENT_NAME}\\n')\n", + " f.write(f'Architecture: {config[\"architecture\"]}\\n')\n", + " f.write(f'Test Loss: {test_loss:.4f}\\n')\n", + " f.write(f'Test Accuracy: {test_acc:.4f}\\n\\n')\n", + " f.write(report)\n", + "print(f'Saved: {report_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aZNphDzT7tIL" + }, + "source": [ + "## Confusion Matrix" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "id": "confusion", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 490 + }, + "outputId": "cb02cf74-7c08-4658-8c5d-0d942617db92" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: /content/results/confusion_matrix.png\n", + "\n", + "Error Analysis:\n", + " Closed eyes predicted as Open: 41 (1.2%)\n", + " Open eyes predicted as Closed: 32 (0.3%)\n" + ] + } + ], + "source": [ + "cm = confusion_matrix(all_labels, all_preds)\n", + "\n", + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(12, 5))\n", + "\n", + "disp1 = ConfusionMatrixDisplay(confusion_matrix=cm, display_labels=class_names)\n", + "disp1.plot(ax=ax1, cmap='Blues', values_format='d')\n", + "ax1.set_title('Confusion Matrix (Counts)')\n", + "\n", + "cm_norm = cm.astype('float') / cm.sum(axis=1)[:, np.newaxis]\n", + "disp2 = ConfusionMatrixDisplay(confusion_matrix=cm_norm, display_labels=class_names)\n", + "disp2.plot(ax=ax2, cmap='Blues', values_format='.2%')\n", + "ax2.set_title('Confusion Matrix (Normalized)')\n", + "\n", + "plt.tight_layout()\n", + "cm_path = os.path.join(SAVE_DIR, 'confusion_matrix.png')\n", + "plt.savefig(cm_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Confusion Matrix', iteration=0, local_path=cm_path)\n", + "print(f'Saved: {cm_path}')\n", + "\n", + "print(f'\\nError Analysis:')\n", + "print(f' Closed eyes predicted as Open: {cm[0][1]:,} ({cm_norm[0][1]*100:.1f}%)')\n", + "print(f' Open eyes predicted as Closed: {cm[1][0]:,} ({cm_norm[1][0]*100:.1f}%)')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_TW1jcEg7tIL" + }, + "source": [ + "## Per-Class Accuracy & Macro Metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "id": "perclass", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 728 + }, + "outputId": "65952037-ee4d-4b32-ff99-0a0c2e345fe3" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "==== Macro Test Metrics ====\n", + "Accuracy: 0.9950\n", + "Precision (macro): 0.9936\n", + "Recall (macro): 0.9927\n", + "F1 (macro): 0.9931\n", + "Test classification report:\n", + " precision recall f1-score support\n", + "\n", + " closed 0.99 0.99 0.99 3499\n", + " open 1.00 1.00 1.00 11181\n", + "\n", + " accuracy 1.00 14680\n", + " macro avg 0.99 0.99 0.99 14680\n", + "weighted avg 1.00 1.00 1.00 14680\n", + "\n", + "\n", + "Saved: /content/results/per_class_accuracy.png\n" + ] + } + ], + "source": [ + "num_classes_eval = cm.shape[0]\n", + "correct_per_class = np.diag(cm)\n", + "total_per_class = cm.sum(axis=1)\n", + "\n", + "per_class_acc = np.zeros(num_classes_eval, dtype=float)\n", + "nonzero_mask = total_per_class > 0\n", + "per_class_acc[nonzero_mask] = (\n", + " correct_per_class[nonzero_mask] / total_per_class[nonzero_mask]\n", + ")\n", + "\n", + "plt.figure(figsize=(8, 4))\n", + "x = np.arange(num_classes_eval)\n", + "bars = plt.bar(x, per_class_acc, color=['#e74c3c', '#2ecc71'])\n", + "plt.xticks(x, class_names, fontsize=12)\n", + "plt.xlabel('Class')\n", + "plt.ylabel('Accuracy')\n", + "plt.title('Per-Class Test Accuracy')\n", + "plt.ylim(0.0, 1.05)\n", + "for bar, acc in zip(bars, per_class_acc):\n", + " plt.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.01,\n", + " f'{acc:.3f}', ha='center', fontsize=11)\n", + "plt.tight_layout()\n", + "\n", + "perclass_path = os.path.join(SAVE_DIR, 'per_class_accuracy.png')\n", + "plt.savefig(perclass_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Per-Class Accuracy', iteration=0, local_path=perclass_path)\n", + "\n", + "# Macro metrics\n", + "precision_macro, recall_macro, f1_macro, _ = precision_recall_fscore_support(\n", + " all_labels, all_preds, average='macro', zero_division=0\n", + ")\n", + "\n", + "print(f'\\n==== Macro Test Metrics ====')\n", + "print(f'Accuracy: {test_acc:.4f}')\n", + "print(f'Precision (macro): {precision_macro:.4f}')\n", + "print(f'Recall (macro): {recall_macro:.4f}')\n", + "print(f'F1 (macro): {f1_macro:.4f}')\n", + "\n", + "logger.report_scalar('Test', 'Precision_macro', iteration=0, value=precision_macro)\n", + "logger.report_scalar('Test', 'Recall_macro', iteration=0, value=recall_macro)\n", + "logger.report_scalar('Test', 'F1_macro', iteration=0, value=f1_macro)\n", + "\n", + "logger.report_text('Test classification report:\\n' + report)\n", + "print(f'\\nSaved: {perclass_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "EN92EUpp7tIL" + }, + "source": [ + "## ROC-AUC Curve" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "id": "roc", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 643 + }, + "outputId": "6eb4af85-462b-435d-ffa5-7709ed89af78" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "AUC-ROC Score: 0.9998\n", + "Saved: /content/results/roc_curve.png\n" + ] + } + ], + "source": [ + "auc_score = roc_auc_score(all_labels, all_probs)\n", + "fpr, tpr, thresholds = roc_curve(all_labels, all_probs)\n", + "\n", + "fig, ax = plt.subplots(figsize=(7, 6))\n", + "ax.plot(fpr, tpr, color='darkorange', lw=2, label=f'ROC Curve (AUC = {auc_score:.4f})')\n", + "ax.plot([0, 1], [0, 1], color='grey', lw=1, linestyle='--', label='Random (AUC = 0.5)')\n", + "ax.set_xlabel('False Positive Rate', fontsize=12)\n", + "ax.set_ylabel('True Positive Rate', fontsize=12)\n", + "ax.set_title('Eye CNN — ROC Curve (Test Set)', fontsize=14)\n", + "ax.legend(loc='lower right', fontsize=11)\n", + "ax.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "roc_path = os.path.join(SAVE_DIR, 'roc_curve.png')\n", + "plt.savefig(roc_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_scalar('Test', 'AUC-ROC', iteration=0, value=auc_score)\n", + "logger.report_image('Evaluation', 'ROC Curve', iteration=0, local_path=roc_path)\n", + "print(f'AUC-ROC Score: {auc_score:.4f}')\n", + "print(f'Saved: {roc_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "H4Q84pku7tIL" + }, + "source": [ + "## Precision-Recall Curve" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "id": "pr_curve", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 625 + }, + "outputId": "0b70101f-e71f-4427-9562-c0a18b99da1e" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: /content/results/precision_recall_curve.png\n" + ] + } + ], + "source": [ + "precision_curve, recall_curve, _ = precision_recall_curve(all_labels, all_probs)\n", + "\n", + "fig, ax = plt.subplots(figsize=(7, 6))\n", + "ax.plot(recall_curve, precision_curve, color='darkorange', lw=2, label='Precision-Recall')\n", + "ax.set_xlabel('Recall', fontsize=12)\n", + "ax.set_ylabel('Precision', fontsize=12)\n", + "ax.set_title('Eye CNN — Precision-Recall Curve (Test Set)', fontsize=14)\n", + "ax.legend(loc='lower left', fontsize=11)\n", + "ax.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "pr_path = os.path.join(SAVE_DIR, 'precision_recall_curve.png')\n", + "plt.savefig(pr_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Precision-Recall Curve', iteration=0, local_path=pr_path)\n", + "print(f'Saved: {pr_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "kfCklxLM7tIL" + }, + "source": [ + "## Final Summary" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "id": "summary", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "26a3f281-a236-4e74-f440-d1f6d0507be8" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "============================================================\n", + "EXPERIMENT SUMMARY\n", + "============================================================\n", + " Experiment: eye-cnn-v11\n", + " Architecture: EyeCNN-4block\n", + " Parameters: 521,986\n", + " Dataset: 117,435 train / 14,680 val / 14,680 test\n", + " ---\n", + " Learning Rate: 0.001\n", + " Batch Size: 64\n", + " Dropout: 0.3\n", + " ---\n", + " Best Epoch: 21\n", + " Best Val Loss: 0.0193\n", + " Best Val Acc: 0.9931\n", + " ---\n", + " Test Loss: 0.0134\n", + " Test Accuracy: 0.9950 (99.5%)\n", + " Test AUC-ROC: 0.9998\n", + " ---\n", + " Training Time: 47.0 minutes\n", + " Device: cuda\n", + "============================================================\n", + "\n", + "All results backed up to: /content/drive/MyDrive/FocusGuard_Results/\n", + "Files saved:\n", + " - confusion_matrix.png\n", + " - best_eye_cnn.pth\n", + " - training_curves.png\n", + " - roc_curve.png\n", + " - precision_recall_curve.png\n", + " - classification_report.txt\n", + " - per_class_accuracy.png\n" + ] + } + ], + "source": [ + "print('\\n' + '=' * 60)\n", + "print('EXPERIMENT SUMMARY')\n", + "print('=' * 60)\n", + "print(f' Experiment: {EXPERIMENT_NAME}')\n", + "print(f' Architecture: {config[\"architecture\"]}')\n", + "print(f' Parameters: {total_params:,}')\n", + "print(f' Dataset: {len(train_dataset):,} train / {len(val_dataset):,} val / {len(test_dataset):,} test')\n", + "print(f' ---')\n", + "print(f' Learning Rate: {config[\"learning_rate\"]}')\n", + "print(f' Batch Size: {config[\"batch_size\"]}')\n", + "print(f' Dropout: {config[\"dropout_rate\"]}')\n", + "print(f' ---')\n", + "print(f' Best Epoch: {best_epoch}')\n", + "print(f' Best Val Loss: {best_val_loss:.4f}')\n", + "print(f' Best Val Acc: {best_val_acc:.4f}')\n", + "print(f' ---')\n", + "print(f' Test Loss: {test_loss:.4f}')\n", + "print(f' Test Accuracy: {test_acc:.4f} ({test_acc*100:.1f}%)')\n", + "print(f' Test AUC-ROC: {auc_score:.4f}')\n", + "print(f' ---')\n", + "print(f' Training Time: {total_time/60:.1f} minutes')\n", + "print(f' Device: {device}')\n", + "print('=' * 60)\n", + "\n", + "# Copy all results to Google Drive\n", + "!cp -r {SAVE_DIR}/* {DRIVE_SAVE_DIR}/\n", + "print(f'\\nAll results backed up to: {DRIVE_SAVE_DIR}/')\n", + "print('Files saved:')\n", + "for f in os.listdir(SAVE_DIR):\n", + " print(f' - {f}')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "id": "close", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "e07cd6b1-b273-4bb4-9a9a-5084eecfc75a" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "ClearML task closed successfully!\n", + "View your experiment at your ClearML dashboard under project \"FocusGuards Large Group Project\"\n" + ] + } + ], + "source": [ + "task.close()\n", + "print('ClearML task closed successfully!')\n", + "print(f'View your experiment at your ClearML dashboard under project \"FocusGuards Large Group Project\"')\n" + ] + } + ], + "metadata": { + "accelerator": "GPU", + "colab": { + "gpuType": "A100", + "machine_shape": "hm", + "toc_visible": true, + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python", + "version": "3.11.0" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file diff --git a/models/cnn/notebooks/EyeCNN_Training_Evaluate.ipynb b/models/cnn/notebooks/EyeCNN_Training_Evaluate.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..b44a1ceae37556c148d0a938c8c5429727519b7b --- /dev/null +++ b/models/cnn/notebooks/EyeCNN_Training_Evaluate.ipynb @@ -0,0 +1,1564 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "id": "imports", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "a83a89a9-f63b-4f57-813f-f76726d2204f" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[?25l \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.0/1.4 MB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K \u001b[91m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[91m╸\u001b[0m \u001b[32m1.4/1.4 MB\u001b[0m \u001b[31m39.0 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.4/1.4 MB\u001b[0m \u001b[31m24.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hMounted at /content/drive\n", + "PyTorch version: 2.10.0+cu128\n", + "CUDA available: True\n", + "GPU: Tesla T4\n" + ] + } + ], + "source": [ + "# Install ClearML\n", + "!pip install clearml -q\n", + "\n", + "import os\n", + "import time\n", + "import copy\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.optim as optim\n", + "from torch.utils.data import DataLoader\n", + "from torchvision import datasets, transforms\n", + "\n", + "from sklearn.metrics import (\n", + " classification_report,\n", + " confusion_matrix,\n", + " ConfusionMatrixDisplay,\n", + " roc_auc_score,\n", + " roc_curve,\n", + " precision_recall_curve,\n", + " precision_recall_fscore_support,\n", + " f1_score,\n", + " accuracy_score\n", + ")\n", + "\n", + "# Mount Google Drive\n", + "from google.colab import drive\n", + "drive.mount('/content/drive', force_remount=True)\n", + "\n", + "print(f'PyTorch version: {torch.__version__}')\n", + "print(f'CUDA available: {torch.cuda.is_available()}')\n", + "if torch.cuda.is_available():\n", + " print(f'GPU: {torch.cuda.get_device_name(0)}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "r2sqHtAq7tIF" + }, + "source": [ + "## ClearML Experiment Tracking\n", + "Initialize ClearML for the KCL server. **Change `EXPERIMENT_NAME` for each new run.**" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "id": "clearml_init", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "8fd5f4c6-9000-4865-a29a-c4792feea845" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "env: CLEARML_WEB_HOST=https://app.5ccsagap.er.kcl.ac.uk/\n", + "env: CLEARML_API_HOST=https://api.5ccsagap.er.kcl.ac.uk\n", + "env: CLEARML_FILES_HOST=https://files.5ccsagap.er.kcl.ac.uk\n", + "env: CLEARML_API_ACCESS_KEY=AXQ0HG56K0KN1CF49ZXRPVHAVK0FY4\n", + "env: CLEARML_API_SECRET_KEY=3OAzfYnF2yB7c8jlufDNs0QADS4XoaSwLqDaxhPsVjDE1pz_jI4pFSxRyvK6VZmE3BQ\n", + "ClearML Task: created new task id=80781b597413433e94225b8d4179e848\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.12/dist-packages/notebook/notebookapp.py:191: SyntaxWarning: invalid escape sequence '\\/'\n", + " | |_| | '_ \\/ _` / _` | _/ -_)\n" + ] + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "CLEARML-SERVER new package available: UPGRADE to v2.4.0 is recommended!\n", + "Release Notes:\n", + "### New features and improvements\n", + "- Add show/hide matching filter control to UI Task Scalars and Plots ([ClearML #744](https://github.com/clearml/clearml/issues/744), [ClearML #1253](https://github.com/clearml/clearml/issues/1253))\n", + "- Task Comparison view: Display task color indicators in task list instead of task legend ([ClearML #1461](https://github.com/clearml/clearml/issues/1461))\n", + "- Add support for setting task type during UI task creation ([ClearML Web #115](https://github.com/clearml/clearml-web/issues/115))\n", + "- Add configuration-based overrides for default Elasticsearch mappings\n", + "- Add UI task clone options to reset Python requirements\n", + "- Update Elastic to version 8.19.9\n", + "- Make Task Repository URL in Task Execution tab clickable\n", + "- Support short project names (fewer than 3 characters)\n", + "\n", + "### Bug Fixes\n", + "- Fix API Server sometimes crashes on sharded Redis deployments ([ClearML Server #305](https://github.com/clearml/clearml-server/issues/305))\n", + "- Fix UI bulk task reset affecting published tasks ([ClearML #1490](https://github.com/clearml/clearml/issues/1490))\n", + "- UI Object table filters:\n", + " * Fix \"User\" filter in UI \"All Models\" table not displaying users who have no tasks\n", + " * Fix \"User\" filter displaying outdated user names after name change\n", + "- Fix tasks not appearing in the correct queue after being moved in UI Orchestration > Queues\n", + "- Fix UI Task Scalars tab hiding multiple graphs with the same name when toggling one\n", + "- Fix Scientific notation can't be used in integer/float fields in UI Pipeline \"New Run\" modal\n", + "- Fix \"Enqueue\" button is enabled in UI Task \"Enqueue\" / \" Retry\" modal when \"Queue\" field is blank\n", + "- Global search\n", + " * Fix filter section not displaying by default when switching from Advanced to Basic search modes\n", + " * Fix filter indicator appearing on all search tabs instead of the active tab\n", + " * Fix spaces being removed while typing in search term\n", + "- Fix Project Path icon displayed on Root Project folder in UI Reports page\n", + "- Fix last graph legends in UI task table comparison view are obscured\n", + "- Fix project tag filters displaying task tags in UI Projects\n", + "- Fix sorting not working in UI task comparison selection\n", + "- Fix missing \"Edit\" button in task Configuration tab\n", + "- Fix UI comparison plots incorrectly merging subplots with multiple variants\n", + "- Fix “No data to show” message incorrectly appearing while UI pages load\n", + "- Fix Projects Workload graph's tooltip does not display all legends\n", + "ClearML results page: https://app.5ccsagap.er.kcl.ac.uk/projects/ce218b2f751641c68042f8fa216f8746/experiments/80781b597413433e94225b8d4179e848/output/log\n", + "ClearML task created: eye-cnn-v1\n" + ] + } + ], + "source": [ + "# ClearML EXPERIMENT TRACKING\n", + "%env CLEARML_WEB_HOST=https://app.5ccsagap.er.kcl.ac.uk/\n", + "%env CLEARML_API_HOST=https://api.5ccsagap.er.kcl.ac.uk\n", + "%env CLEARML_FILES_HOST=https://files.5ccsagap.er.kcl.ac.uk\n", + "%env CLEARML_API_ACCESS_KEY=AXQ0HG56K0KN1CF49ZXRPVHAVK0FY4\n", + "%env CLEARML_API_SECRET_KEY=3OAzfYnF2yB7c8jlufDNs0QADS4XoaSwLqDaxhPsVjDE1pz_jI4pFSxRyvK6VZmE3BQ\n", + "\n", + "from clearml import Task\n", + "\n", + "EXPERIMENT_NAME = 'eye-cnn-v1' # Change for each experiment run\n", + "\n", + "task = Task.init(\n", + " project_name='FocusGuards Large Group Project',\n", + " task_name=EXPERIMENT_NAME,\n", + " reuse_last_task_id=False,\n", + ")\n", + "\n", + "logger = task.get_logger()\n", + "\n", + "# Experiment tags for filtering in ClearML dashboard\n", + "task.add_tags(['eye-cnn', 'baseline', 'kaggle-data', 'adam'])\n", + "\n", + "print(f'ClearML task created: {EXPERIMENT_NAME}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WBG5caVu7tIG" + }, + "source": [ + "## Dataset Loading\n", + "Copy dataset from Google Drive to Colab local storage for faster training." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "id": "copy_dataset", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "f5aaffba-b583-4bd1-e708-a031ceff583a" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Copying zip from Drive...\n", + "Unzipping...\n", + "Done.\n", + "Archive: /content/Dataset_clean.zip\n", + " Length Date Time Name\n", + "--------- ---------- ----- ----\n", + " 0 2026-03-05 13:16 Dataset_clean/\n", + " 349 2026-03-05 13:16 __MACOSX/._Dataset_clean\n", + " 6148 2026-03-05 13:15 Dataset_clean/.DS_Store\n", + "--- Dataset Summary ---\n", + "train : 117,435 images | {'open': 89445, 'closed': 27990}\n", + "val : 14,680 images | {'open': 11181, 'closed': 3499}\n", + "test : 14,680 images | {'open': 11181, 'closed': 3499}\n" + ] + } + ], + "source": [ + "import os\n", + "import glob\n", + "\n", + "ZIP_IN_DRIVE = \"/content/drive/MyDrive/Dataset_clean.zip\"\n", + "ZIP_LOCAL = \"/content/Dataset_clean.zip\"\n", + "LOCAL_DATASET_PATH = \"/content/Dataset_clean\"\n", + "\n", + "# Step 1: Copy zip from Drive if not already local\n", + "if not os.path.exists(ZIP_LOCAL):\n", + " print(\"Copying zip from Drive...\")\n", + " !cp \"{ZIP_IN_DRIVE}\" \"{ZIP_LOCAL}\"\n", + "else:\n", + " print(\"Zip already local, skipping copy.\")\n", + "\n", + "# Step 2: Unzip only if dataset folder missing\n", + "if not os.path.exists(os.path.join(LOCAL_DATASET_PATH, \"train\")):\n", + " print(\"Unzipping...\")\n", + " !rm -rf \"{LOCAL_DATASET_PATH}\"\n", + " !unzip -q \"{ZIP_LOCAL}\" -d /content/\n", + " print(\"Done.\")\n", + "else:\n", + " print(\"Dataset already unzipped, skipping.\")\n", + "\n", + "# Structure check\n", + "!unzip -l \"{ZIP_LOCAL}\" | head -6\n", + "\n", + "# Dataset summary\n", + "print('--- Dataset Summary ---')\n", + "for split in ['train', 'val', 'test']:\n", + " split_path = os.path.join(LOCAL_DATASET_PATH, split)\n", + " if not os.path.exists(split_path):\n", + " print(f'{split}: MISSING!')\n", + " continue\n", + " classes = [d for d in os.listdir(split_path) if not d.startswith('.')]\n", + " counts = {}\n", + " total = 0\n", + " for c in classes:\n", + " n = len(glob.glob(os.path.join(split_path, c, \"*\")))\n", + " counts[c] = n\n", + " total += n\n", + " print(f'{split:6s}: {total:>7,} images | {counts}')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "AEUnWWI97tIH" + }, + "source": [ + "## Hyperparameters" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "id": "hyperparams", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "d5acc44b-fdf9-4edf-81f9-5bbc121f9253" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Using device: cuda\n", + "\n", + "Hyperparameters:\n", + " img_size: 96\n", + " batch_size: 64\n", + " learning_rate: 0.001\n", + " epochs: 30\n", + " patience: 5\n", + " dropout_rate: 0.35\n", + " num_workers: 2\n", + " optimizer: Adam\n", + " architecture: EyeCNN-4block\n" + ] + } + ], + "source": [ + "# HYPERPARAMETERS\n", + "config = {\n", + " 'img_size': 96, # Input image size (96x96)\n", + " 'batch_size': 64, # Number of images per batch\n", + " 'learning_rate': 1e-3, # Adam optimizer learning rate\n", + " 'epochs': 30, # Max training epochs\n", + " 'patience': 5, # Early stopping patience\n", + " 'dropout_rate': 0.35, # Dropout for regularization\n", + " 'num_workers': 2, # DataLoader workers\n", + " 'optimizer': 'Adam', # Optimizer choice\n", + " 'architecture': 'EyeCNN-4block', # 4-block CNN\n", + "}\n", + "\n", + "# Log to ClearML\n", + "task.connect(config)\n", + "\n", + "# Device\n", + "device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')\n", + "print(f'Using device: {device}')\n", + "print(f'\\nHyperparameters:')\n", + "for k, v in config.items():\n", + " print(f' {k}: {v}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "UhlRStGE7tIH" + }, + "source": [ + "## Data Transforms & Loading" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "id": "data_loading", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "8103b56b-dfa7-4e4b-d316-00b782b27e6d" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['test', 'train', '.DS_Store', 'val']\n", + "Classes: ['closed', 'open']\n", + "Class mapping: {'closed': 0, 'open': 1}\n", + "\n", + "Train: 117,435 | Val: 14,680 | Test: 14,680\n" + ] + } + ], + "source": [ + "# Data transforms\n", + "\n", + "import os\n", + "print(os.listdir(LOCAL_DATASET_PATH))\n", + "\n", + "normalize = transforms.Normalize(\n", + " mean=[0.485, 0.456, 0.406],\n", + " std=[0.229, 0.224, 0.225]\n", + ")\n", + "\n", + "train_transform = transforms.Compose([\n", + " transforms.Resize((config['img_size'], config['img_size'])),\n", + " transforms.RandomHorizontalFlip(p=0.5),\n", + " transforms.RandomRotation(10),\n", + " transforms.ColorJitter(brightness=0.2, contrast=0.2),\n", + " transforms.ToTensor(),\n", + " normalize,\n", + "])\n", + "\n", + "eval_transform = transforms.Compose([\n", + " transforms.Resize((config['img_size'], config['img_size'])),\n", + " transforms.ToTensor(),\n", + " normalize,\n", + "])\n", + "\n", + "# Load datasets\n", + "train_dataset = datasets.ImageFolder(os.path.join(LOCAL_DATASET_PATH, 'train'), transform=train_transform)\n", + "val_dataset = datasets.ImageFolder(os.path.join(LOCAL_DATASET_PATH, 'val'), transform=eval_transform)\n", + "test_dataset = datasets.ImageFolder(os.path.join(LOCAL_DATASET_PATH, 'test'), transform=eval_transform)\n", + "\n", + "# Data loaders\n", + "train_loader = DataLoader(train_dataset, batch_size=config['batch_size'], shuffle=True, num_workers=config['num_workers'])\n", + "val_loader = DataLoader(val_dataset, batch_size=config['batch_size'], shuffle=False, num_workers=config['num_workers'])\n", + "test_loader = DataLoader(test_dataset, batch_size=config['batch_size'], shuffle=False, num_workers=config['num_workers'])\n", + "\n", + "# Class info\n", + "class_names = train_dataset.classes # ['closed', 'open'] — alphabetical\n", + "print(f'Classes: {class_names}')\n", + "print(f'Class mapping: {train_dataset.class_to_idx}')\n", + "print(f'\\nTrain: {len(train_dataset):,} | Val: {len(val_dataset):,} | Test: {len(test_dataset):,}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pdyRkDJi7tII" + }, + "source": [ + "## Sample Images" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "id": "sample_images", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 279 + }, + "outputId": "b7bd3261-97cf-434e-8c5c-2f6ce6131e17" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: sample_images.png\n" + ] + } + ], + "source": [ + "# Show some sample images\n", + "fig, axes = plt.subplots(2, 8, figsize=(16, 4))\n", + "fig.suptitle('Sample Images (Top: closed, Bottom: open)', fontsize=14)\n", + "\n", + "for row, class_name in enumerate(class_names):\n", + " class_idx = train_dataset.class_to_idx[class_name]\n", + " indices = [i for i, (_, label) in enumerate(train_dataset.samples) if label == class_idx]\n", + " for col in range(8):\n", + " img, label = train_dataset[indices[col]]\n", + " img_display = img.permute(1, 2, 0).numpy()\n", + " img_display = img_display * np.array([0.229, 0.224, 0.225]) + np.array([0.485, 0.456, 0.406])\n", + " img_display = np.clip(img_display, 0, 1)\n", + " axes[row, col].imshow(img_display)\n", + " axes[row, col].axis('off')\n", + " if col == 0:\n", + " axes[row, col].set_ylabel(class_name, fontsize=12)\n", + "\n", + "plt.tight_layout()\n", + "plt.savefig('sample_images.png', dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "print('Saved: sample_images.png')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "k-mrVqQZ7tIJ" + }, + "source": [ + "## Model Architecture" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "id": "model", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "63df878c-f322-42c9-97c5-66e73c79ec2e" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Model: EyeCNN (4-block)\n", + "Total parameters: 521,986\n", + "Trainable parameters: 521,986\n", + "\n", + "Input shape: torch.Size([1, 3, 96, 96])\n", + "Output shape: torch.Size([1, 2]) (should be [1, 2])\n", + "Model OK!\n" + ] + } + ], + "source": [ + "class EyeCNN(nn.Module):\n", + " \"\"\"\n", + " Eye Open/Closed Classifier.\n", + "\n", + " 4 conv blocks (32->64->128->256)\n", + "\n", + " Input: 3 x 96 x 96 (RGB eye crop)\n", + " Output: 2 classes (closed=0, open=1)\n", + " \"\"\"\n", + " def __init__(self, num_classes=2, dropout_rate=0.3):\n", + " super(EyeCNN, self).__init__()\n", + "\n", + " self.conv_layers = nn.Sequential(\n", + " # Block 1: 3 -> 32 channels, 96x96 -> 48x48\n", + " nn.Conv2d(3, 32, 3, 1, 1),\n", + " nn.BatchNorm2d(32),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " # Block 2: 32 -> 64 channels, 48x48 -> 24x24\n", + " nn.Conv2d(32, 64, 3, 1, 1),\n", + " nn.BatchNorm2d(64),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " # Block 3: 64 -> 128 channels, 24x24 -> 12x12\n", + " nn.Conv2d(64, 128, 3, 1, 1),\n", + " nn.BatchNorm2d(128),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + "\n", + " # Block 4: 128 -> 256 channels, 12x12 -> 6x6\n", + " nn.Conv2d(128, 256, 3, 1, 1),\n", + " nn.BatchNorm2d(256),\n", + " nn.ReLU(),\n", + " nn.MaxPool2d(2, 2),\n", + " )\n", + "\n", + " self.fc_layers = nn.Sequential(\n", + " nn.AdaptiveAvgPool2d((1, 1)),\n", + " nn.Flatten(),\n", + " nn.Linear(256, 512),\n", + " nn.ReLU(),\n", + " nn.Dropout(dropout_rate),\n", + " nn.Linear(512, num_classes),\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv_layers(x)\n", + " x = self.fc_layers(x)\n", + " return x\n", + "\n", + "\n", + "# Create model and move to GPU\n", + "model = EyeCNN(\n", + " num_classes=2,\n", + " dropout_rate=config['dropout_rate']\n", + ").to(device)\n", + "\n", + "# Print model summary\n", + "total_params = sum(p.numel() for p in model.parameters())\n", + "trainable_params = sum(p.numel() for p in model.parameters() if p.requires_grad)\n", + "print(f'Model: EyeCNN (4-block)')\n", + "print(f'Total parameters: {total_params:,}')\n", + "print(f'Trainable parameters: {trainable_params:,}')\n", + "\n", + "# Verify with a dummy input\n", + "dummy = torch.randn(1, 3, config['img_size'], config['img_size']).to(device)\n", + "out = model(dummy)\n", + "print(f'\\nInput shape: {dummy.shape}')\n", + "print(f'Output shape: {out.shape} (should be [1, 2])')\n", + "print('Model OK!')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xWmtvQwp7tIJ" + }, + "source": [ + "## Loss, Optimizer & Scheduler" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "id": "optimizer", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "2e884f26-a280-4cc6-a247-fbe568805c9e" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Class weights: closed=0.7617, open=0.2383\n", + "Loss: CrossEntropyLoss (weighted)\n", + "Optimizer: Adam (lr=0.001)\n", + "Scheduler: ReduceLROnPlateau (factor=0.5, patience=3)\n", + "Early stopping patience: 5 epochs\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "{'class_counts_train': {'closed': 27990, 'open': 89445}}" + ] + }, + "metadata": {}, + "execution_count": 9 + } + ], + "source": [ + "import torch\n", + "\n", + "# Class weights to handle imbalance (closed=27990, open=89445)\n", + "train_counts = torch.tensor([27990, 89445], dtype=torch.float) # [closed, open]\n", + "class_weights = (1.0 / train_counts)\n", + "class_weights = class_weights / class_weights.sum()\n", + "class_weights = class_weights.to(device)\n", + "\n", + "print(f'Class weights: closed={class_weights[0]:.4f}, open={class_weights[1]:.4f}')\n", + "\n", + "# Loss function with class weights\n", + "criterion = nn.CrossEntropyLoss(weight=class_weights)\n", + "\n", + "# Optimizer\n", + "optimizer = optim.Adam(model.parameters(), lr=config['learning_rate'])\n", + "\n", + "# Learning rate scheduler\n", + "scheduler = optim.lr_scheduler.ReduceLROnPlateau(\n", + " optimizer, mode='min', factor=0.5, patience=3\n", + ")\n", + "\n", + "print('Loss: CrossEntropyLoss (weighted)')\n", + "print(f'Optimizer: Adam (lr={config[\"learning_rate\"]})')\n", + "print(f'Scheduler: ReduceLROnPlateau (factor=0.5, patience=3)')\n", + "print(f'Early stopping patience: {config[\"patience\"]} epochs')\n", + "\n", + "# Log class imbalance to ClearML\n", + "task.connect({'class_counts_train': {'closed': 27990, 'open': 89445}})\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IWXXxmaO7tIJ" + }, + "source": [ + "## Training Loop\n", + "Per-epoch train & validation metrics, ClearML logging, early stopping, best model checkpoint." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "id": "training", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "773fae69-a61b-4391-e19c-8ef1f7cf4e69" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Starting training for up to 30 epochs...\n", + "\n", + " Epoch | Train Loss Train Acc | Val Loss Val Acc | LR | Status\n", + "------------------------------------------------------------------------------------------\n", + " 1 | 0.2974 0.8677 | 0.1196 0.9559 | 0.001000 | Best (207.0s)\n", + " 2 | 0.1193 0.9528 | 0.0886 0.9695 | 0.001000 | Best (201.6s)\n", + " 3 | 0.0821 0.9677 | 0.0570 0.9791 | 0.001000 | Best (204.1s)\n", + " 4 | 0.0644 0.9756 | 0.0693 0.9747 | 0.001000 | (1/5) (203.1s)\n", + " 5 | 0.0543 0.9790 | 0.0530 0.9814 | 0.001000 | Best (205.5s)\n", + " 6 | 0.0477 0.9820 | 0.0661 0.9782 | 0.001000 | (1/5) (205.7s)\n", + " 7 | 0.0425 0.9840 | 0.0622 0.9769 | 0.001000 | (2/5) (203.1s)\n", + " 8 | 0.0394 0.9852 | 0.0438 0.9847 | 0.001000 | Best (204.6s)\n", + " 9 | 0.0365 0.9862 | 0.0389 0.9869 | 0.001000 | Best (203.7s)\n", + " 10 | 0.0339 0.9871 | 0.0300 0.9892 | 0.001000 | Best (200.4s)\n", + " 11 | 0.0311 0.9886 | 0.0435 0.9853 | 0.001000 | (1/5) (205.8s)\n", + " 12 | 0.0301 0.9890 | 0.0310 0.9895 | 0.001000 | (2/5) (202.6s)\n", + " 13 | 0.0277 0.9899 | 0.0667 0.9783 | 0.001000 | (3/5) (203.7s)\n", + " 14 | 0.0264 0.9901 | 0.0257 0.9914 | 0.001000 | Best (203.7s)\n", + " 15 | 0.0246 0.9910 | 0.0291 0.9901 | 0.001000 | (1/5) (202.3s)\n", + " 16 | 0.0239 0.9911 | 0.0374 0.9881 | 0.001000 | (2/5) (204.4s)\n", + " 17 | 0.0231 0.9916 | 0.0253 0.9907 | 0.001000 | Best (201.8s)\n", + " 18 | 0.0213 0.9921 | 0.0397 0.9853 | 0.001000 | (1/5) (204.5s)\n", + " 19 | 0.0215 0.9918 | 0.0250 0.9914 | 0.001000 | Best (203.7s)\n", + " 20 | 0.0195 0.9926 | 0.0217 0.9932 | 0.001000 | Best (202.4s)\n", + " 21 | 0.0189 0.9928 | 0.0206 0.9933 | 0.001000 | Best (203.3s)\n", + " 22 | 0.0181 0.9931 | 0.0230 0.9922 | 0.001000 | (1/5) (201.9s)\n", + " 23 | 0.0175 0.9933 | 0.0339 0.9894 | 0.001000 | (2/5) (202.8s)\n", + " 24 | 0.0169 0.9936 | 0.0243 0.9918 | 0.001000 | (3/5) (203.1s)\n", + " 25 | 0.0169 0.9937 | 0.0345 0.9893 | 0.000500 | (4/5) (202.3s)\n", + " 26 | 0.0118 0.9957 | 0.0196 0.9943 | 0.000500 | Best (201.9s)\n", + " 27 | 0.0113 0.9958 | 0.0251 0.9925 | 0.000500 | (1/5) (201.4s)\n", + " 28 | 0.0105 0.9960 | 0.0233 0.9933 | 0.000500 | (2/5) (203.2s)\n", + " 29 | 0.0103 0.9964 | 0.0234 0.9933 | 0.000500 | (3/5) (201.8s)\n", + " 30 | 0.0091 0.9965 | 0.0219 0.9943 | 0.000250 | (4/5) (204.2s)\n", + "\n", + "============================================================\n", + "Training complete in 101.7 minutes\n", + "Best epoch: 26 | Val Loss: 0.0196 | Val Acc: 0.9943\n", + "============================================================\n" + ] + } + ], + "source": [ + "# TRAINING LOOP\n", + "\n", + "history = {\n", + " 'train_loss': [], 'val_loss': [],\n", + " 'train_acc': [], 'val_acc': [],\n", + "}\n", + "\n", + "best_val_loss = float('inf')\n", + "best_val_acc = 0.0\n", + "best_model_state = None\n", + "best_epoch = 0\n", + "patience_counter = 0\n", + "\n", + "print(f'Starting training for up to {config[\"epochs\"]} epochs...\\n')\n", + "print(f'{\"Epoch\":>6} | {\"Train Loss\":>10} {\"Train Acc\":>10} | {\"Val Loss\":>10} {\"Val Acc\":>10} | {\"LR\":>10} | Status')\n", + "print('-' * 90)\n", + "\n", + "training_start = time.time()\n", + "\n", + "for epoch in range(1, config['epochs'] + 1):\n", + " epoch_start = time.time()\n", + "\n", + " # TRAIN\n", + " model.train()\n", + " running_loss = 0.0\n", + " correct = 0\n", + " total = 0\n", + "\n", + " for images, labels in train_loader:\n", + " images, labels = images.to(device), labels.to(device)\n", + "\n", + " optimizer.zero_grad()\n", + " outputs = model(images)\n", + " loss = criterion(outputs, labels)\n", + " loss.backward()\n", + " optimizer.step()\n", + "\n", + " running_loss += loss.item() * images.size(0)\n", + " _, predicted = outputs.max(1)\n", + " total += labels.size(0)\n", + " correct += predicted.eq(labels).sum().item()\n", + "\n", + " train_loss = running_loss / total\n", + " train_acc = correct / total\n", + "\n", + " # VALIDATE\n", + " model.eval()\n", + " running_loss = 0.0\n", + " correct = 0\n", + " total = 0\n", + "\n", + " with torch.no_grad():\n", + " for images, labels in val_loader:\n", + " images, labels = images.to(device), labels.to(device)\n", + " outputs = model(images)\n", + " loss = criterion(outputs, labels)\n", + "\n", + " running_loss += loss.item() * images.size(0)\n", + " _, predicted = outputs.max(1)\n", + " total += labels.size(0)\n", + " correct += predicted.eq(labels).sum().item()\n", + "\n", + " val_loss = running_loss / total\n", + " val_acc = correct / total\n", + "\n", + " # Record history\n", + " history['train_loss'].append(train_loss)\n", + " history['val_loss'].append(val_loss)\n", + " history['train_acc'].append(train_acc)\n", + " history['val_acc'].append(val_acc)\n", + "\n", + " # Log to ClearML\n", + " logger.report_scalar('Loss', 'Train', iteration=epoch, value=train_loss)\n", + " logger.report_scalar('Loss', 'Validation', iteration=epoch, value=val_loss)\n", + " logger.report_scalar('Accuracy', 'Train', iteration=epoch, value=train_acc)\n", + " logger.report_scalar('Accuracy', 'Validation', iteration=epoch, value=val_acc)\n", + " logger.report_scalar('Learning Rate', 'LR', iteration=epoch, value=optimizer.param_groups[0]['lr'])\n", + "\n", + " # LR Scheduler step\n", + " scheduler.step(val_loss)\n", + "\n", + " # Early Stopping Check\n", + " status = ''\n", + " if val_loss < best_val_loss:\n", + " best_val_loss = val_loss\n", + " best_val_acc = val_acc\n", + " best_epoch = epoch\n", + " best_model_state = copy.deepcopy(model.state_dict())\n", + " patience_counter = 0\n", + " status = 'Best'\n", + " else:\n", + " patience_counter += 1\n", + " status = f'({patience_counter}/{config[\"patience\"]})'\n", + "\n", + " current_lr = optimizer.param_groups[0]['lr']\n", + " epoch_time = time.time() - epoch_start\n", + " print(f'{epoch:>6} | {train_loss:>10.4f} {train_acc:>10.4f} | {val_loss:>10.4f} {val_acc:>10.4f} | {current_lr:>10.6f} | {status} ({epoch_time:.1f}s)')\n", + "\n", + " if patience_counter >= config['patience']:\n", + " print(f'\\nEarly stopping at epoch {epoch}!')\n", + " break\n", + "\n", + "total_time = time.time() - training_start\n", + "print(f'\\n{\"=\"*60}')\n", + "print(f'Training complete in {total_time/60:.1f} minutes')\n", + "print(f'Best epoch: {best_epoch} | Val Loss: {best_val_loss:.4f} | Val Acc: {best_val_acc:.4f}')\n", + "print(f'{\"=\"*60}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IrPV73xk7tIK" + }, + "source": [ + "## Save Best Model" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "id": "save_model", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "387e314c-c060-448c-9202-25e9481a48ac" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Best model saved to: /content/results/best_eye_cnn.pth\n", + "Also backed up to: /content/drive/MyDrive/FocusGuard_Results/best_eye_cnn.pth\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "True" + ] + }, + "metadata": {}, + "execution_count": 11 + } + ], + "source": [ + "# Save the best model checkpoint\n", + "SAVE_DIR = '/content/results'\n", + "os.makedirs(SAVE_DIR, exist_ok=True)\n", + "\n", + "model_save_path = os.path.join(SAVE_DIR, 'best_eye_cnn.pth')\n", + "torch.save({\n", + " 'epoch': best_epoch,\n", + " 'model_state_dict': best_model_state,\n", + " 'val_loss': best_val_loss,\n", + " 'val_acc': best_val_acc,\n", + " 'class_names': class_names,\n", + " 'config': config,\n", + "}, model_save_path)\n", + "\n", + "print(f'Best model saved to: {model_save_path}')\n", + "\n", + "# Also save to Google Drive\n", + "DRIVE_SAVE_DIR = '/content/drive/MyDrive/FocusGuard_Results'\n", + "os.makedirs(DRIVE_SAVE_DIR, exist_ok=True)\n", + "!cp {model_save_path} {DRIVE_SAVE_DIR}/\n", + "print(f'Also backed up to: {DRIVE_SAVE_DIR}/best_eye_cnn.pth')\n", + "\n", + "# Upload model to ClearML\n", + "task.upload_artifact('best_model', artifact_object=model_save_path)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "wzXtbdBT7tIK" + }, + "source": [ + "## Training Curves" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "id": "curves", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 376 + }, + "outputId": "4d6231cf-99e9-4671-ae41-0c334c8e6b64" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: /content/results/training_curves.png\n" + ] + } + ], + "source": [ + "epochs_range = range(1, len(history['train_loss']) + 1)\n", + "\n", + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(14, 5))\n", + "\n", + "ax1.plot(epochs_range, history['train_loss'], 'b-o', markersize=4, label='Train Loss')\n", + "ax1.plot(epochs_range, history['val_loss'], 'r-o', markersize=4, label='Val Loss')\n", + "ax1.axvline(x=best_epoch, color='green', linestyle='--', alpha=0.5, label=f'Best epoch ({best_epoch})')\n", + "ax1.set_xlabel('Epoch')\n", + "ax1.set_ylabel('Loss')\n", + "ax1.set_title('Training & Validation Loss')\n", + "ax1.legend()\n", + "ax1.grid(True, alpha=0.3)\n", + "\n", + "ax2.plot(epochs_range, history['train_acc'], 'b-o', markersize=4, label='Train Accuracy')\n", + "ax2.plot(epochs_range, history['val_acc'], 'r-o', markersize=4, label='Val Accuracy')\n", + "ax2.axvline(x=best_epoch, color='green', linestyle='--', alpha=0.5, label=f'Best epoch ({best_epoch})')\n", + "ax2.set_xlabel('Epoch')\n", + "ax2.set_ylabel('Accuracy')\n", + "ax2.set_title('Training & Validation Accuracy')\n", + "ax2.legend()\n", + "ax2.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "curves_path = os.path.join(SAVE_DIR, 'training_curves.png')\n", + "plt.savefig(curves_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Training Curves', iteration=0, local_path=curves_path)\n", + "print(f'Saved: {curves_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eBTevcdD7tIK" + }, + "source": [ + "## Test Set Evaluation" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "id": "test_eval", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "9c06ed1e-4ed7-46fe-f647-8fa3cbc30902" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "============================================================\n", + "TEST SET RESULTS\n", + "============================================================\n", + "Test Loss: 0.0123\n", + "Test Accuracy: 0.9954 (99.5%)\n", + "\n" + ] + } + ], + "source": [ + "# Load best model weights\n", + "model.load_state_dict(best_model_state)\n", + "model.eval()\n", + "\n", + "all_preds = []\n", + "all_labels = []\n", + "all_probs = []\n", + "test_running_loss = 0.0\n", + "test_correct = 0\n", + "test_total = 0\n", + "\n", + "with torch.no_grad():\n", + " for images, labels in test_loader:\n", + " images, labels = images.to(device), labels.to(device)\n", + " outputs = model(images)\n", + " loss = criterion(outputs, labels)\n", + "\n", + " test_running_loss += loss.item() * images.size(0)\n", + " _, predicted = outputs.max(1)\n", + " test_total += labels.size(0)\n", + " test_correct += predicted.eq(labels).sum().item()\n", + "\n", + " all_preds.extend(predicted.cpu().numpy())\n", + " all_labels.extend(labels.cpu().numpy())\n", + " probs = torch.softmax(outputs, dim=1)[:, 1]\n", + " all_probs.extend(probs.cpu().numpy())\n", + "\n", + "all_preds = np.array(all_preds)\n", + "all_labels = np.array(all_labels)\n", + "all_probs = np.array(all_probs)\n", + "\n", + "test_loss = test_running_loss / test_total\n", + "test_acc = test_correct / test_total\n", + "\n", + "print('=' * 60)\n", + "print('TEST SET RESULTS')\n", + "print('=' * 60)\n", + "print(f'Test Loss: {test_loss:.4f}')\n", + "print(f'Test Accuracy: {test_acc:.4f} ({test_acc*100:.1f}%)')\n", + "print()\n", + "\n", + "logger.report_scalar('Test', 'Loss', iteration=0, value=test_loss)\n", + "logger.report_scalar('Test', 'Accuracy', iteration=0, value=test_acc)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "B9ywIc8W7tIK" + }, + "source": [ + "## Classification Report" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "id": "class_report", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "2b946848-ed5b-41aa-9ca3-166ef74ff150" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Classification Report:\n", + " precision recall f1-score support\n", + "\n", + " closed 0.99 0.99 0.99 3499\n", + " open 1.00 1.00 1.00 11181\n", + "\n", + " accuracy 1.00 14680\n", + " macro avg 0.99 0.99 0.99 14680\n", + "weighted avg 1.00 1.00 1.00 14680\n", + "\n", + "Saved: /content/results/classification_report.txt\n" + ] + } + ], + "source": [ + "report = classification_report(all_labels, all_preds, target_names=class_names)\n", + "print('Classification Report:')\n", + "print(report)\n", + "\n", + "report_path = os.path.join(SAVE_DIR, 'classification_report.txt')\n", + "with open(report_path, 'w') as f:\n", + " f.write(f'Experiment: {EXPERIMENT_NAME}\\n')\n", + " f.write(f'Architecture: {config[\"architecture\"]}\\n')\n", + " f.write(f'Test Loss: {test_loss:.4f}\\n')\n", + " f.write(f'Test Accuracy: {test_acc:.4f}\\n\\n')\n", + " f.write(report)\n", + "print(f'Saved: {report_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aZNphDzT7tIL" + }, + "source": [ + "## Confusion Matrix" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "id": "confusion", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 509 + }, + "outputId": "e3218f9f-7a47-40e4-e99f-abe9a7a1b25f" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: /content/results/confusion_matrix.png\n", + "\n", + "Error Analysis:\n", + " Closed eyes predicted as Open: 29 (0.8%)\n", + " Open eyes predicted as Closed: 39 (0.3%)\n" + ] + } + ], + "source": [ + "cm = confusion_matrix(all_labels, all_preds)\n", + "\n", + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(12, 5))\n", + "\n", + "disp1 = ConfusionMatrixDisplay(confusion_matrix=cm, display_labels=class_names)\n", + "disp1.plot(ax=ax1, cmap='Blues', values_format='d')\n", + "ax1.set_title('Confusion Matrix (Counts)')\n", + "\n", + "cm_norm = cm.astype('float') / cm.sum(axis=1)[:, np.newaxis]\n", + "disp2 = ConfusionMatrixDisplay(confusion_matrix=cm_norm, display_labels=class_names)\n", + "disp2.plot(ax=ax2, cmap='Blues', values_format='.2%')\n", + "ax2.set_title('Confusion Matrix (Normalized)')\n", + "\n", + "plt.tight_layout()\n", + "cm_path = os.path.join(SAVE_DIR, 'confusion_matrix.png')\n", + "plt.savefig(cm_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Confusion Matrix', iteration=0, local_path=cm_path)\n", + "print(f'Saved: {cm_path}')\n", + "\n", + "print(f'\\nError Analysis:')\n", + "print(f' Closed eyes predicted as Open: {cm[0][1]:,} ({cm_norm[0][1]*100:.1f}%)')\n", + "print(f' Open eyes predicted as Closed: {cm[1][0]:,} ({cm_norm[1][0]*100:.1f}%)')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_TW1jcEg7tIL" + }, + "source": [ + "## Per-Class Accuracy & Macro Metrics" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "id": "perclass", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 728 + }, + "outputId": "26ce3ec2-fc46-47be-c578-259700a5c496" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "==== Macro Test Metrics ====\n", + "Accuracy: 0.9954\n", + "Precision (macro): 0.9931\n", + "Recall (macro): 0.9941\n", + "F1 (macro): 0.9936\n", + "Test classification report:\n", + " precision recall f1-score support\n", + "\n", + " closed 0.99 0.99 0.99 3499\n", + " open 1.00 1.00 1.00 11181\n", + "\n", + " accuracy 1.00 14680\n", + " macro avg 0.99 0.99 0.99 14680\n", + "weighted avg 1.00 1.00 1.00 14680\n", + "\n", + "\n", + "Saved: /content/results/per_class_accuracy.png\n" + ] + } + ], + "source": [ + "num_classes_eval = cm.shape[0]\n", + "correct_per_class = np.diag(cm)\n", + "total_per_class = cm.sum(axis=1)\n", + "\n", + "per_class_acc = np.zeros(num_classes_eval, dtype=float)\n", + "nonzero_mask = total_per_class > 0\n", + "per_class_acc[nonzero_mask] = (\n", + " correct_per_class[nonzero_mask] / total_per_class[nonzero_mask]\n", + ")\n", + "\n", + "plt.figure(figsize=(8, 4))\n", + "x = np.arange(num_classes_eval)\n", + "bars = plt.bar(x, per_class_acc, color=['#e74c3c', '#2ecc71'])\n", + "plt.xticks(x, class_names, fontsize=12)\n", + "plt.xlabel('Class')\n", + "plt.ylabel('Accuracy')\n", + "plt.title('Per-Class Test Accuracy')\n", + "plt.ylim(0.0, 1.05)\n", + "for bar, acc in zip(bars, per_class_acc):\n", + " plt.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.01,\n", + " f'{acc:.3f}', ha='center', fontsize=11)\n", + "plt.tight_layout()\n", + "\n", + "perclass_path = os.path.join(SAVE_DIR, 'per_class_accuracy.png')\n", + "plt.savefig(perclass_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Per-Class Accuracy', iteration=0, local_path=perclass_path)\n", + "\n", + "# Macro metrics\n", + "precision_macro, recall_macro, f1_macro, _ = precision_recall_fscore_support(\n", + " all_labels, all_preds, average='macro', zero_division=0\n", + ")\n", + "\n", + "print(f'\\n==== Macro Test Metrics ====')\n", + "print(f'Accuracy: {test_acc:.4f}')\n", + "print(f'Precision (macro): {precision_macro:.4f}')\n", + "print(f'Recall (macro): {recall_macro:.4f}')\n", + "print(f'F1 (macro): {f1_macro:.4f}')\n", + "\n", + "logger.report_scalar('Test', 'Precision_macro', iteration=0, value=precision_macro)\n", + "logger.report_scalar('Test', 'Recall_macro', iteration=0, value=recall_macro)\n", + "logger.report_scalar('Test', 'F1_macro', iteration=0, value=f1_macro)\n", + "\n", + "logger.report_text('Test classification report:\\n' + report)\n", + "print(f'\\nSaved: {perclass_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "EN92EUpp7tIL" + }, + "source": [ + "## ROC-AUC Curve" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "id": "roc", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 643 + }, + "outputId": "8240438e-a81e-44ef-f830-8bd77738052b" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "AUC-ROC Score: 0.9999\n", + "Saved: /content/results/roc_curve.png\n" + ] + } + ], + "source": [ + "auc_score = roc_auc_score(all_labels, all_probs)\n", + "fpr, tpr, thresholds = roc_curve(all_labels, all_probs)\n", + "\n", + "fig, ax = plt.subplots(figsize=(7, 6))\n", + "ax.plot(fpr, tpr, color='darkorange', lw=2, label=f'ROC Curve (AUC = {auc_score:.4f})')\n", + "ax.plot([0, 1], [0, 1], color='grey', lw=1, linestyle='--', label='Random (AUC = 0.5)')\n", + "ax.set_xlabel('False Positive Rate', fontsize=12)\n", + "ax.set_ylabel('True Positive Rate', fontsize=12)\n", + "ax.set_title('Eye CNN — ROC Curve (Test Set)', fontsize=14)\n", + "ax.legend(loc='lower right', fontsize=11)\n", + "ax.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "roc_path = os.path.join(SAVE_DIR, 'roc_curve.png')\n", + "plt.savefig(roc_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_scalar('Test', 'AUC-ROC', iteration=0, value=auc_score)\n", + "logger.report_image('Evaluation', 'ROC Curve', iteration=0, local_path=roc_path)\n", + "print(f'AUC-ROC Score: {auc_score:.4f}')\n", + "print(f'Saved: {roc_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "H4Q84pku7tIL" + }, + "source": [ + "## Precision-Recall Curve" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "id": "pr_curve", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 625 + }, + "outputId": "8cd10021-438f-4aaf-8fd3-8c23178205c1" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Saved: /content/results/precision_recall_curve.png\n" + ] + } + ], + "source": [ + "precision_curve, recall_curve, _ = precision_recall_curve(all_labels, all_probs)\n", + "\n", + "fig, ax = plt.subplots(figsize=(7, 6))\n", + "ax.plot(recall_curve, precision_curve, color='darkorange', lw=2, label='Precision-Recall')\n", + "ax.set_xlabel('Recall', fontsize=12)\n", + "ax.set_ylabel('Precision', fontsize=12)\n", + "ax.set_title('Eye CNN — Precision-Recall Curve (Test Set)', fontsize=14)\n", + "ax.legend(loc='lower left', fontsize=11)\n", + "ax.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "pr_path = os.path.join(SAVE_DIR, 'precision_recall_curve.png')\n", + "plt.savefig(pr_path, dpi=150, bbox_inches='tight')\n", + "plt.show()\n", + "\n", + "logger.report_image('Evaluation', 'Precision-Recall Curve', iteration=0, local_path=pr_path)\n", + "print(f'Saved: {pr_path}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "kfCklxLM7tIL" + }, + "source": [ + "## Final Summary" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "id": "summary", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "3c024092-0160-40cf-9a3c-86520753df3f" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "============================================================\n", + "EXPERIMENT SUMMARY\n", + "============================================================\n", + " Experiment: eye-cnn-v1\n", + " Architecture: EyeCNN-4block\n", + " Parameters: 521,986\n", + " Dataset: 117,435 train / 14,680 val / 14,680 test\n", + " ---\n", + " Learning Rate: 0.001\n", + " Batch Size: 64\n", + " Dropout: 0.35\n", + " ---\n", + " Best Epoch: 26\n", + " Best Val Loss: 0.0196\n", + " Best Val Acc: 0.9943\n", + " ---\n", + " Test Loss: 0.0123\n", + " Test Accuracy: 0.9954 (99.5%)\n", + " Test AUC-ROC: 0.9999\n", + " ---\n", + " Training Time: 101.7 minutes\n", + " Device: cuda\n", + "============================================================\n", + "\n", + "All results backed up to: /content/drive/MyDrive/FocusGuard_Results/\n", + "Files saved:\n", + " - confusion_matrix.png\n", + " - classification_report.txt\n", + " - precision_recall_curve.png\n", + " - per_class_accuracy.png\n", + " - best_eye_cnn.pth\n", + " - roc_curve.png\n", + " - training_curves.png\n" + ] + } + ], + "source": [ + "print('\\n' + '=' * 60)\n", + "print('EXPERIMENT SUMMARY')\n", + "print('=' * 60)\n", + "print(f' Experiment: {EXPERIMENT_NAME}')\n", + "print(f' Architecture: {config[\"architecture\"]}')\n", + "print(f' Parameters: {total_params:,}')\n", + "print(f' Dataset: {len(train_dataset):,} train / {len(val_dataset):,} val / {len(test_dataset):,} test')\n", + "print(f' ---')\n", + "print(f' Learning Rate: {config[\"learning_rate\"]}')\n", + "print(f' Batch Size: {config[\"batch_size\"]}')\n", + "print(f' Dropout: {config[\"dropout_rate\"]}')\n", + "print(f' ---')\n", + "print(f' Best Epoch: {best_epoch}')\n", + "print(f' Best Val Loss: {best_val_loss:.4f}')\n", + "print(f' Best Val Acc: {best_val_acc:.4f}')\n", + "print(f' ---')\n", + "print(f' Test Loss: {test_loss:.4f}')\n", + "print(f' Test Accuracy: {test_acc:.4f} ({test_acc*100:.1f}%)')\n", + "print(f' Test AUC-ROC: {auc_score:.4f}')\n", + "print(f' ---')\n", + "print(f' Training Time: {total_time/60:.1f} minutes')\n", + "print(f' Device: {device}')\n", + "print('=' * 60)\n", + "\n", + "# Copy all results to Google Drive\n", + "!cp -r {SAVE_DIR}/* {DRIVE_SAVE_DIR}/\n", + "print(f'\\nAll results backed up to: {DRIVE_SAVE_DIR}/')\n", + "print('Files saved:')\n", + "for f in os.listdir(SAVE_DIR):\n", + " print(f' - {f}')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "SX9LBQzR7tIM" + }, + "source": [ + "## Close ClearML Task" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "id": "close", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 0 + }, + "outputId": "cc6fc663-44cc-4eaf-9c38-e04ca9031744" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "ClearML task closed successfully!\n", + "View your experiment at your ClearML dashboard under project \"FocusGuards Large Group Project\"\n" + ] + } + ], + "source": [ + "task.close()\n", + "print('ClearML task closed successfully!')\n", + "print(f'View your experiment at your ClearML dashboard under project \"FocusGuards Large Group Project\"')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "P_Ie-qOJ7tIM" + }, + "source": [ + "---\n", + "## How to Run Another Experiment\n", + "\n", + "1. Go back to **Hyperparameters** and change values (e.g., `learning_rate`, `dropout_rate`, `batch_size`)\n", + "2. Go back to **ClearML** cell and change `EXPERIMENT_NAME` to `'eye-cnn-v2'`\n", + "3. **Restart Runtime** -> **Run All**\n", + "\n", + "Each run is automatically tracked separately in ClearML." + ] + } + ], + "metadata": { + "accelerator": "GPU", + "colab": { + "gpuType": "T4", + "provenance": [], + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python", + "version": "3.11.0" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file diff --git a/models/cnn/notebooks/README.md b/models/cnn/notebooks/README.md new file mode 100644 index 0000000000000000000000000000000000000000..0432336f9705d7091185aaef63b9adcc2f30feb0 --- /dev/null +++ b/models/cnn/notebooks/README.md @@ -0,0 +1 @@ +# GAP Large Project diff --git a/models/collect_features.py b/models/collect_features.py new file mode 100644 index 0000000000000000000000000000000000000000..6514a029ce61ca1d54b94cce3bb9c227a0afe499 --- /dev/null +++ b/models/collect_features.py @@ -0,0 +1,356 @@ + +import argparse +import collections +import math +import os +import sys +import time + +import cv2 +import numpy as np + +_PROJECT_ROOT = os.path.dirname(os.path.dirname(os.path.abspath(__file__))) +if _PROJECT_ROOT not in sys.path: + sys.path.insert(0, _PROJECT_ROOT) + +from models.face_mesh import FaceMeshDetector +from models.head_pose import HeadPoseEstimator +from models.eye_scorer import EyeBehaviourScorer, compute_gaze_ratio, compute_mar + +FONT = cv2.FONT_HERSHEY_SIMPLEX +GREEN = (0, 255, 0) +RED = (0, 0, 255) +WHITE = (255, 255, 255) +YELLOW = (0, 255, 255) +ORANGE = (0, 165, 255) +GRAY = (120, 120, 120) + +FEATURE_NAMES = [ + "ear_left", "ear_right", "ear_avg", "h_gaze", "v_gaze", "mar", + "yaw", "pitch", "roll", "s_face", "s_eye", "gaze_offset", "head_deviation", + "perclos", "blink_rate", "closure_duration", "yawn_duration", +] + +NUM_FEATURES = len(FEATURE_NAMES) +assert NUM_FEATURES == 17 + + +class TemporalTracker: + EAR_BLINK_THRESH = 0.21 + MAR_YAWN_THRESH = 0.55 + PERCLOS_WINDOW = 60 + BLINK_WINDOW_SEC = 30.0 + + def __init__(self): + self.ear_history = collections.deque(maxlen=self.PERCLOS_WINDOW) + self.blink_timestamps = collections.deque() + self._eyes_closed = False + self._closure_start = None + self._yawn_start = None + + def update(self, ear_avg, mar, now=None): + if now is None: + now = time.time() + + closed = ear_avg < self.EAR_BLINK_THRESH + self.ear_history.append(1.0 if closed else 0.0) + perclos = sum(self.ear_history) / len(self.ear_history) if self.ear_history else 0.0 + + if self._eyes_closed and not closed: + self.blink_timestamps.append(now) + self._eyes_closed = closed + + cutoff = now - self.BLINK_WINDOW_SEC + while self.blink_timestamps and self.blink_timestamps[0] < cutoff: + self.blink_timestamps.popleft() + blink_rate = len(self.blink_timestamps) * (60.0 / self.BLINK_WINDOW_SEC) + + if closed: + if self._closure_start is None: + self._closure_start = now + closure_dur = now - self._closure_start + else: + self._closure_start = None + closure_dur = 0.0 + + yawning = mar > self.MAR_YAWN_THRESH + if yawning: + if self._yawn_start is None: + self._yawn_start = now + yawn_dur = now - self._yawn_start + else: + self._yawn_start = None + yawn_dur = 0.0 + + return perclos, blink_rate, closure_dur, yawn_dur + + +def extract_features(landmarks, w, h, head_pose, eye_scorer, temporal, + *, _pre=None): + from models.eye_scorer import _LEFT_EYE_EAR, _RIGHT_EYE_EAR, compute_ear + + p = _pre or {} + + ear_left = p.get("ear_left", compute_ear(landmarks, _LEFT_EYE_EAR)) + ear_right = p.get("ear_right", compute_ear(landmarks, _RIGHT_EYE_EAR)) + ear_avg = (ear_left + ear_right) / 2.0 + + if "h_gaze" in p and "v_gaze" in p: + h_gaze, v_gaze = p["h_gaze"], p["v_gaze"] + else: + h_gaze, v_gaze = compute_gaze_ratio(landmarks) + + mar = p.get("mar", compute_mar(landmarks)) + + angles = p.get("angles") + if angles is None: + angles = head_pose.estimate(landmarks, w, h) + yaw = angles[0] if angles else 0.0 + pitch = angles[1] if angles else 0.0 + roll = angles[2] if angles else 0.0 + + s_face = p.get("s_face", head_pose.score(landmarks, w, h)) + s_eye = p.get("s_eye", eye_scorer.score(landmarks)) + + gaze_offset = math.sqrt((h_gaze - 0.5) ** 2 + (v_gaze - 0.5) ** 2) + head_deviation = math.sqrt(yaw ** 2 + pitch ** 2) # cleaned downstream + + perclos, blink_rate, closure_dur, yawn_dur = temporal.update(ear_avg, mar) + + return np.array([ + ear_left, ear_right, ear_avg, + h_gaze, v_gaze, + mar, + yaw, pitch, roll, + s_face, s_eye, + gaze_offset, + head_deviation, + perclos, blink_rate, closure_dur, yawn_dur, + ], dtype=np.float32) + + +def quality_report(labels): + n = len(labels) + n1 = int((labels == 1).sum()) + n0 = n - n1 + transitions = int(np.sum(np.diff(labels) != 0)) + duration_sec = n / 30.0 # approximate at 30fps + + warnings = [] + + print(f"\n{'='*50}") + print(f" DATA QUALITY REPORT") + print(f"{'='*50}") + print(f" Total samples : {n}") + print(f" Focused : {n1} ({n1/max(n,1)*100:.1f}%)") + print(f" Unfocused : {n0} ({n0/max(n,1)*100:.1f}%)") + print(f" Duration : {duration_sec:.0f}s ({duration_sec/60:.1f} min)") + print(f" Transitions : {transitions}") + if transitions > 0: + print(f" Avg segment : {n/transitions:.0f} frames ({n/transitions/30:.1f}s)") + + # checks + if duration_sec < 120: + warnings.append(f"TOO SHORT: {duration_sec:.0f}s — aim for 5-10 minutes (300-600s)") + + if n < 3000: + warnings.append(f"LOW SAMPLE COUNT: {n} frames — aim for 9000+ (5 min at 30fps)") + + balance = n1 / max(n, 1) + if balance < 0.3 or balance > 0.7: + warnings.append(f"IMBALANCED: {balance:.0%} focused — aim for 35-65% focused") + + if transitions < 10: + warnings.append(f"TOO FEW TRANSITIONS: {transitions} — switch every 10-30s, aim for 20+") + + if transitions == 1: + warnings.append("SINGLE BLOCK: you recorded one unfocused + one focused block — " + "model will learn temporal position, not focus patterns") + + if warnings: + print(f"\n ⚠️ WARNINGS ({len(warnings)}):") + for w in warnings: + print(f" • {w}") + print(f"\n Consider re-recording this session.") + else: + print(f"\n ✅ All checks passed!") + + print(f"{'='*50}\n") + return len(warnings) == 0 + + +# --------------------------------------------------------------------------- +# Main +def main(): + parser = argparse.ArgumentParser() + parser.add_argument("--name", type=str, default="session", + help="Your name or session ID") + parser.add_argument("--camera", type=int, default=0, + help="Camera index") + parser.add_argument("--duration", type=int, default=600, + help="Max recording time (seconds, default 10 min)") + parser.add_argument("--output-dir", type=str, + default=os.path.join(_PROJECT_ROOT, "data", "collected_data"), + help="Where to save .npz files") + args = parser.parse_args() + + os.makedirs(args.output_dir, exist_ok=True) + + detector = FaceMeshDetector() + head_pose = HeadPoseEstimator() + eye_scorer = EyeBehaviourScorer() + temporal = TemporalTracker() + + cap = cv2.VideoCapture(args.camera) + if not cap.isOpened(): + print("[COLLECT] ERROR: can't open camera") + return + + print("[COLLECT] Data Collection Tool") + print(f"[COLLECT] Session: {args.name}, max {args.duration}s") + print(f"[COLLECT] Features per frame: {NUM_FEATURES}") + print("[COLLECT] Controls:") + print(" 1 = FOCUSED (looking at screen normally)") + print(" 0 = NOT FOCUSED (phone, away, eyes closed, yawning)") + print(" p = pause") + print(" q = save & quit") + print() + print("[COLLECT] TIPS for good data:") + print(" • Switch between 1 and 0 every 10-30 seconds") + print(" • Aim for 20+ transitions total") + print(" • Act out varied scenarios: reading, phone, talking, drowsy") + print(" • Record at least 5 minutes") + print() + + features_list = [] + labels_list = [] + label = None # None = paused + transitions = 0 # count label switches + prev_label = None + status = "PAUSED -- press 1 (focused) or 0 (not focused)" + t_start = time.time() + prev_time = time.time() + fps = 0.0 + + try: + while True: + elapsed = time.time() - t_start + if elapsed > args.duration: + print(f"[COLLECT] Time limit ({args.duration}s)") + break + + ret, frame = cap.read() + if not ret: + break + + h, w = frame.shape[:2] + landmarks = detector.process(frame) + face_ok = landmarks is not None + + if face_ok and label is not None: + vec = extract_features(landmarks, w, h, head_pose, eye_scorer, temporal) + features_list.append(vec) + labels_list.append(label) + + if prev_label is not None and label != prev_label: + transitions += 1 + prev_label = label + + now = time.time() + fps = 0.9 * fps + 0.1 * (1.0 / max(now - prev_time, 1e-6)) + prev_time = now + + # --- draw UI --- + n = len(labels_list) + n1 = sum(1 for x in labels_list if x == 1) + n0 = n - n1 + remaining = max(0, args.duration - elapsed) + + bar_color = GREEN if label == 1 else (RED if label == 0 else (80, 80, 80)) + cv2.rectangle(frame, (0, 0), (w, 70), (0, 0, 0), -1) + cv2.putText(frame, status, (10, 22), FONT, 0.55, bar_color, 2, cv2.LINE_AA) + cv2.putText(frame, f"Samples: {n} (F:{n1} U:{n0}) Switches: {transitions}", + (10, 48), FONT, 0.42, WHITE, 1, cv2.LINE_AA) + cv2.putText(frame, f"FPS:{fps:.0f}", (w - 80, 22), FONT, 0.45, WHITE, 1, cv2.LINE_AA) + cv2.putText(frame, f"{int(remaining)}s left", (w - 80, 48), FONT, 0.42, YELLOW, 1, cv2.LINE_AA) + + if n > 0: + bar_w = min(w - 20, 300) + bar_x = w - bar_w - 10 + bar_y = 58 + frac = n1 / n + cv2.rectangle(frame, (bar_x, bar_y), (bar_x + bar_w, bar_y + 8), (40, 40, 40), -1) + cv2.rectangle(frame, (bar_x, bar_y), (bar_x + int(bar_w * frac), bar_y + 8), GREEN, -1) + cv2.putText(frame, f"{frac:.0%}F", (bar_x + bar_w + 4, bar_y + 8), + FONT, 0.3, GRAY, 1, cv2.LINE_AA) + + if not face_ok: + cv2.putText(frame, "NO FACE", (w // 2 - 60, h // 2), FONT, 0.7, RED, 2, cv2.LINE_AA) + + # red dot = recording + if label is not None and face_ok: + cv2.circle(frame, (w - 20, 80), 8, RED, -1) + + # live warnings + warn_y = h - 35 + if n > 100 and transitions < 3: + cv2.putText(frame, "! Switch more often (aim for 20+ transitions)", + (10, warn_y), FONT, 0.38, ORANGE, 1, cv2.LINE_AA) + warn_y -= 18 + if elapsed > 30 and n > 0: + bal = n1 / n + if bal < 0.25 or bal > 0.75: + cv2.putText(frame, f"! Imbalanced ({bal:.0%} focused) - record more of the other", + (10, warn_y), FONT, 0.38, ORANGE, 1, cv2.LINE_AA) + warn_y -= 18 + + cv2.putText(frame, "1:focused 0:unfocused p:pause q:save+quit", + (10, h - 10), FONT, 0.38, GRAY, 1, cv2.LINE_AA) + + cv2.imshow("FocusGuard -- Data Collection", frame) + + key = cv2.waitKey(1) & 0xFF + if key == ord("1"): + label = 1 + status = "Recording: FOCUSED" + print(f"[COLLECT] -> FOCUSED (n={n}, transitions={transitions})") + elif key == ord("0"): + label = 0 + status = "Recording: NOT FOCUSED" + print(f"[COLLECT] -> NOT FOCUSED (n={n}, transitions={transitions})") + elif key == ord("p"): + label = None + status = "PAUSED" + print(f"[COLLECT] paused (n={n})") + elif key == ord("q"): + break + + finally: + cap.release() + cv2.destroyAllWindows() + detector.close() + + if len(features_list) > 0: + feats = np.stack(features_list) + labs = np.array(labels_list, dtype=np.int64) + + ts = time.strftime("%Y%m%d_%H%M%S") + fname = f"{args.name}_{ts}.npz" + fpath = os.path.join(args.output_dir, fname) + np.savez(fpath, + features=feats, + labels=labs, + feature_names=np.array(FEATURE_NAMES)) + + print(f"\n[COLLECT] Saved {len(labs)} samples -> {fpath}") + print(f" Shape: {feats.shape} ({NUM_FEATURES} features)") + + quality_report(labs) + else: + print("\n[COLLECT] No data collected") + + print("[COLLECT] Done") + + +if __name__ == "__main__": + main() \ No newline at end of file diff --git a/models/eye_classifier.py b/models/eye_classifier.py new file mode 100644 index 0000000000000000000000000000000000000000..aaa43477f89887f50b8afe8364a2029885368a7e --- /dev/null +++ b/models/eye_classifier.py @@ -0,0 +1,69 @@ +from __future__ import annotations + +from abc import ABC, abstractmethod + +import numpy as np + + +class EyeClassifier(ABC): + @property + @abstractmethod + def name(self) -> str: + pass + + @abstractmethod + def predict_score(self, crops_bgr: list[np.ndarray]) -> float: + pass + + +class GeometricOnlyClassifier(EyeClassifier): + @property + def name(self) -> str: + return "geometric" + + def predict_score(self, crops_bgr: list[np.ndarray]) -> float: + return 1.0 + + +class YOLOv11Classifier(EyeClassifier): + def __init__(self, checkpoint_path: str, device: str = "cpu"): + from ultralytics import YOLO + + self._model = YOLO(checkpoint_path) + self._device = device + + names = self._model.names + self._attentive_idx = None + for idx, cls_name in names.items(): + if cls_name in ("open", "attentive"): + self._attentive_idx = idx + break + if self._attentive_idx is None: + self._attentive_idx = max(names.keys()) + print(f"[YOLO] Classes: {names}, attentive_idx={self._attentive_idx}") + + @property + def name(self) -> str: + return "yolo" + + def predict_score(self, crops_bgr: list[np.ndarray]) -> float: + if not crops_bgr: + return 1.0 + results = self._model.predict(crops_bgr, device=self._device, verbose=False) + scores = [float(r.probs.data[self._attentive_idx]) for r in results] + return sum(scores) / len(scores) if scores else 1.0 + + +def load_eye_classifier( + path: str | None = None, + backend: str = "yolo", + device: str = "cpu", +) -> EyeClassifier: + if path is None or backend == "geometric": + return GeometricOnlyClassifier() + + try: + return YOLOv11Classifier(path, device=device) + except ImportError: + print("[CLASSIFIER] ultralytics required for YOLO. pip install ultralytics") + raise diff --git a/models/eye_crop.py b/models/eye_crop.py new file mode 100644 index 0000000000000000000000000000000000000000..5e677215a15d386f71dfe0fa17c71fbc69a36112 --- /dev/null +++ b/models/eye_crop.py @@ -0,0 +1,77 @@ +import cv2 +import numpy as np + +from models.face_mesh import FaceMeshDetector + +LEFT_EYE_CONTOUR = FaceMeshDetector.LEFT_EYE_INDICES +RIGHT_EYE_CONTOUR = FaceMeshDetector.RIGHT_EYE_INDICES + +IMAGENET_MEAN = (0.485, 0.456, 0.406) +IMAGENET_STD = (0.229, 0.224, 0.225) + +CROP_SIZE = 96 + + +def _bbox_from_landmarks( + landmarks: np.ndarray, + indices: list[int], + frame_w: int, + frame_h: int, + expand: float = 0.4, +) -> tuple[int, int, int, int]: + pts = landmarks[indices, :2] + px = pts[:, 0] * frame_w + py = pts[:, 1] * frame_h + + x_min, x_max = px.min(), px.max() + y_min, y_max = py.min(), py.max() + w = x_max - x_min + h = y_max - y_min + cx = (x_min + x_max) / 2 + cy = (y_min + y_max) / 2 + + size = max(w, h) * (1 + expand) + half = size / 2 + + x1 = int(max(cx - half, 0)) + y1 = int(max(cy - half, 0)) + x2 = int(min(cx + half, frame_w)) + y2 = int(min(cy + half, frame_h)) + + return x1, y1, x2, y2 + + +def extract_eye_crops( + frame: np.ndarray, + landmarks: np.ndarray, + expand: float = 0.4, + crop_size: int = CROP_SIZE, +) -> tuple[np.ndarray, np.ndarray, tuple, tuple]: + h, w = frame.shape[:2] + + left_bbox = _bbox_from_landmarks(landmarks, LEFT_EYE_CONTOUR, w, h, expand) + right_bbox = _bbox_from_landmarks(landmarks, RIGHT_EYE_CONTOUR, w, h, expand) + + left_crop = frame[left_bbox[1] : left_bbox[3], left_bbox[0] : left_bbox[2]] + right_crop = frame[right_bbox[1] : right_bbox[3], right_bbox[0] : right_bbox[2]] + + if left_crop.size == 0: + left_crop = np.zeros((crop_size, crop_size, 3), dtype=np.uint8) + else: + left_crop = cv2.resize(left_crop, (crop_size, crop_size), interpolation=cv2.INTER_AREA) + + if right_crop.size == 0: + right_crop = np.zeros((crop_size, crop_size, 3), dtype=np.uint8) + else: + right_crop = cv2.resize(right_crop, (crop_size, crop_size), interpolation=cv2.INTER_AREA) + + return left_crop, right_crop, left_bbox, right_bbox + + +def crop_to_tensor(crop_bgr: np.ndarray): + import torch + + rgb = cv2.cvtColor(crop_bgr, cv2.COLOR_BGR2RGB).astype(np.float32) / 255.0 + for c in range(3): + rgb[:, :, c] = (rgb[:, :, c] - IMAGENET_MEAN[c]) / IMAGENET_STD[c] + return torch.from_numpy(rgb.transpose(2, 0, 1)) diff --git a/models/eye_scorer.py b/models/eye_scorer.py new file mode 100644 index 0000000000000000000000000000000000000000..51af0d5d5d0b7bd3010a89f4ffbd93c995a4747b --- /dev/null +++ b/models/eye_scorer.py @@ -0,0 +1,168 @@ +import math + +import numpy as np + +_LEFT_EYE_EAR = [33, 160, 158, 133, 153, 145] +_RIGHT_EYE_EAR = [362, 385, 387, 263, 373, 380] + +_LEFT_IRIS_CENTER = 468 +_RIGHT_IRIS_CENTER = 473 + +_LEFT_EYE_INNER = 133 +_LEFT_EYE_OUTER = 33 +_RIGHT_EYE_INNER = 362 +_RIGHT_EYE_OUTER = 263 + +_LEFT_EYE_TOP = 159 +_LEFT_EYE_BOTTOM = 145 +_RIGHT_EYE_TOP = 386 +_RIGHT_EYE_BOTTOM = 374 + +_MOUTH_TOP = 13 +_MOUTH_BOTTOM = 14 +_MOUTH_LEFT = 78 +_MOUTH_RIGHT = 308 +_MOUTH_UPPER_1 = 82 +_MOUTH_UPPER_2 = 312 +_MOUTH_LOWER_1 = 87 +_MOUTH_LOWER_2 = 317 + +MAR_YAWN_THRESHOLD = 0.55 + + +def _distance(p1: np.ndarray, p2: np.ndarray) -> float: + return float(np.linalg.norm(p1 - p2)) + + +def compute_ear(landmarks: np.ndarray, eye_indices: list[int]) -> float: + p1 = landmarks[eye_indices[0], :2] + p2 = landmarks[eye_indices[1], :2] + p3 = landmarks[eye_indices[2], :2] + p4 = landmarks[eye_indices[3], :2] + p5 = landmarks[eye_indices[4], :2] + p6 = landmarks[eye_indices[5], :2] + + vertical1 = _distance(p2, p6) + vertical2 = _distance(p3, p5) + horizontal = _distance(p1, p4) + + if horizontal < 1e-6: + return 0.0 + + return (vertical1 + vertical2) / (2.0 * horizontal) + + +def compute_avg_ear(landmarks: np.ndarray) -> float: + left_ear = compute_ear(landmarks, _LEFT_EYE_EAR) + right_ear = compute_ear(landmarks, _RIGHT_EYE_EAR) + return (left_ear + right_ear) / 2.0 + + +def compute_gaze_ratio(landmarks: np.ndarray) -> tuple[float, float]: + left_iris = landmarks[_LEFT_IRIS_CENTER, :2] + left_inner = landmarks[_LEFT_EYE_INNER, :2] + left_outer = landmarks[_LEFT_EYE_OUTER, :2] + left_top = landmarks[_LEFT_EYE_TOP, :2] + left_bottom = landmarks[_LEFT_EYE_BOTTOM, :2] + + right_iris = landmarks[_RIGHT_IRIS_CENTER, :2] + right_inner = landmarks[_RIGHT_EYE_INNER, :2] + right_outer = landmarks[_RIGHT_EYE_OUTER, :2] + right_top = landmarks[_RIGHT_EYE_TOP, :2] + right_bottom = landmarks[_RIGHT_EYE_BOTTOM, :2] + + left_h_total = _distance(left_inner, left_outer) + right_h_total = _distance(right_inner, right_outer) + + if left_h_total < 1e-6 or right_h_total < 1e-6: + return 0.5, 0.5 + + left_h_ratio = _distance(left_outer, left_iris) / left_h_total + right_h_ratio = _distance(right_outer, right_iris) / right_h_total + h_ratio = (left_h_ratio + right_h_ratio) / 2.0 + + left_v_total = _distance(left_top, left_bottom) + right_v_total = _distance(right_top, right_bottom) + + if left_v_total < 1e-6 or right_v_total < 1e-6: + return h_ratio, 0.5 + + left_v_ratio = _distance(left_top, left_iris) / left_v_total + right_v_ratio = _distance(right_top, right_iris) / right_v_total + v_ratio = (left_v_ratio + right_v_ratio) / 2.0 + + return float(np.clip(h_ratio, 0, 1)), float(np.clip(v_ratio, 0, 1)) + + +def compute_mar(landmarks: np.ndarray) -> float: + top = landmarks[_MOUTH_TOP, :2] + bottom = landmarks[_MOUTH_BOTTOM, :2] + left = landmarks[_MOUTH_LEFT, :2] + right = landmarks[_MOUTH_RIGHT, :2] + upper1 = landmarks[_MOUTH_UPPER_1, :2] + lower1 = landmarks[_MOUTH_LOWER_1, :2] + upper2 = landmarks[_MOUTH_UPPER_2, :2] + lower2 = landmarks[_MOUTH_LOWER_2, :2] + + horizontal = _distance(left, right) + if horizontal < 1e-6: + return 0.0 + v1 = _distance(upper1, lower1) + v2 = _distance(top, bottom) + v3 = _distance(upper2, lower2) + return (v1 + v2 + v3) / (2.0 * horizontal) + + +class EyeBehaviourScorer: + def __init__( + self, + ear_open: float = 0.30, + ear_closed: float = 0.16, + gaze_max_offset: float = 0.28, + ): + self.ear_open = ear_open + self.ear_closed = ear_closed + self.gaze_max_offset = gaze_max_offset + + def _ear_score(self, ear: float) -> float: + if ear >= self.ear_open: + return 1.0 + if ear <= self.ear_closed: + return 0.0 + return (ear - self.ear_closed) / (self.ear_open - self.ear_closed) + + def _gaze_score(self, h_ratio: float, v_ratio: float) -> float: + h_offset = abs(h_ratio - 0.5) + v_offset = abs(v_ratio - 0.5) + offset = math.sqrt(h_offset**2 + v_offset**2) + t = min(offset / self.gaze_max_offset, 1.0) + return 0.5 * (1.0 + math.cos(math.pi * t)) + + def score(self, landmarks: np.ndarray) -> float: + left_ear = compute_ear(landmarks, _LEFT_EYE_EAR) + right_ear = compute_ear(landmarks, _RIGHT_EYE_EAR) + # Use minimum EAR so closing ONE eye is enough to drop the score + ear = min(left_ear, right_ear) + ear_s = self._ear_score(ear) + if ear_s < 0.3: + return ear_s + h_ratio, v_ratio = compute_gaze_ratio(landmarks) + gaze_s = self._gaze_score(h_ratio, v_ratio) + return ear_s * gaze_s + + def detailed_score(self, landmarks: np.ndarray) -> dict: + left_ear = compute_ear(landmarks, _LEFT_EYE_EAR) + right_ear = compute_ear(landmarks, _RIGHT_EYE_EAR) + ear = min(left_ear, right_ear) + ear_s = self._ear_score(ear) + h_ratio, v_ratio = compute_gaze_ratio(landmarks) + gaze_s = self._gaze_score(h_ratio, v_ratio) + s_eye = ear_s if ear_s < 0.3 else ear_s * gaze_s + return { + "ear": round(ear, 4), + "ear_score": round(ear_s, 4), + "h_gaze": round(h_ratio, 4), + "v_gaze": round(v_ratio, 4), + "gaze_score": round(gaze_s, 4), + "s_eye": round(s_eye, 4), + } diff --git a/models/face_mesh.py b/models/face_mesh.py new file mode 100644 index 0000000000000000000000000000000000000000..39736ec44751710883b433ccbc7fd8514d79aa49 --- /dev/null +++ b/models/face_mesh.py @@ -0,0 +1,94 @@ +import os +import time +from pathlib import Path +from urllib.request import urlretrieve + +import cv2 +import numpy as np +import mediapipe as mp +from mediapipe.tasks.python.vision import FaceLandmarkerOptions, FaceLandmarker, RunningMode +from mediapipe.tasks import python as mp_tasks + +_MODEL_URL = ( + "https://storage.googleapis.com/mediapipe-models/face_landmarker/" + "face_landmarker/float16/latest/face_landmarker.task" +) + + +def _ensure_model() -> str: + cache_dir = Path(os.environ.get( + "FOCUSGUARD_CACHE_DIR", + Path.home() / ".cache" / "focusguard", + )) + model_path = cache_dir / "face_landmarker.task" + if model_path.exists(): + return str(model_path) + cache_dir.mkdir(parents=True, exist_ok=True) + print(f"[FACE_MESH] Downloading model to {model_path}...") + urlretrieve(_MODEL_URL, model_path) + print("[FACE_MESH] Download complete.") + return str(model_path) + + +class FaceMeshDetector: + LEFT_EYE_INDICES = [33, 7, 163, 144, 145, 153, 154, 155, 133, 173, 157, 158, 159, 160, 161, 246] + RIGHT_EYE_INDICES = [362, 382, 381, 380, 374, 373, 390, 249, 263, 466, 388, 387, 386, 385, 384, 398] + LEFT_IRIS_INDICES = [468, 469, 470, 471, 472] + RIGHT_IRIS_INDICES = [473, 474, 475, 476, 477] + + def __init__( + self, + max_num_faces: int = 1, + min_detection_confidence: float = 0.5, + min_tracking_confidence: float = 0.5, + ): + model_path = _ensure_model() + options = FaceLandmarkerOptions( + base_options=mp_tasks.BaseOptions(model_asset_path=model_path), + num_faces=max_num_faces, + min_face_detection_confidence=min_detection_confidence, + min_face_presence_confidence=min_detection_confidence, + min_tracking_confidence=min_tracking_confidence, + running_mode=RunningMode.VIDEO, + ) + self._landmarker = FaceLandmarker.create_from_options(options) + self._t0 = time.monotonic() + self._last_ts = 0 + + def process(self, bgr_frame: np.ndarray) -> np.ndarray | None: + # BGR in -> (478,3) norm x,y,z or None + rgb = cv2.cvtColor(bgr_frame, cv2.COLOR_BGR2RGB) + mp_image = mp.Image(image_format=mp.ImageFormat.SRGB, data=rgb) + ts = max(int((time.monotonic() - self._t0) * 1000), self._last_ts + 1) + self._last_ts = ts + result = self._landmarker.detect_for_video(mp_image, ts) + + if not result.face_landmarks: + return None + + face = result.face_landmarks[0] + return np.array([(lm.x, lm.y, lm.z) for lm in face], dtype=np.float32) + + def get_pixel_landmarks(self, landmarks: np.ndarray, frame_w: int, frame_h: int) -> np.ndarray: + # norm -> pixel (x,y) + pixel = np.zeros((landmarks.shape[0], 2), dtype=np.int32) + pixel[:, 0] = (landmarks[:, 0] * frame_w).astype(np.int32) + pixel[:, 1] = (landmarks[:, 1] * frame_h).astype(np.int32) + return pixel + + def get_3d_landmarks(self, landmarks: np.ndarray, frame_w: int, frame_h: int) -> np.ndarray: + # norm -> pixel-scale x,y,z (z scaled by width) + pts = np.zeros_like(landmarks) + pts[:, 0] = landmarks[:, 0] * frame_w + pts[:, 1] = landmarks[:, 1] * frame_h + pts[:, 2] = landmarks[:, 2] * frame_w + return pts + + def close(self): + self._landmarker.close() + + def __enter__(self): + return self + + def __exit__(self, *args): + self.close() diff --git a/models/head_pose.py b/models/head_pose.py new file mode 100644 index 0000000000000000000000000000000000000000..66e4620d5176ddf0c6e4efcb436483cd03b773a0 --- /dev/null +++ b/models/head_pose.py @@ -0,0 +1,121 @@ +import math + +import cv2 +import numpy as np + +_LANDMARK_INDICES = [1, 152, 33, 263, 61, 291] + +_MODEL_POINTS = np.array( + [ + [0.0, 0.0, 0.0], + [0.0, -330.0, -65.0], + [-225.0, 170.0, -135.0], + [225.0, 170.0, -135.0], + [-150.0, -150.0, -125.0], + [150.0, -150.0, -125.0], + ], + dtype=np.float64, +) + + +class HeadPoseEstimator: + def __init__(self, max_angle: float = 30.0, roll_weight: float = 0.5): + self.max_angle = max_angle + self.roll_weight = roll_weight + self._camera_matrix = None + self._frame_size = None + self._dist_coeffs = np.zeros((4, 1), dtype=np.float64) + self._cache_key = None + self._cache_result = None + + def _get_camera_matrix(self, frame_w: int, frame_h: int) -> np.ndarray: + if self._camera_matrix is not None and self._frame_size == (frame_w, frame_h): + return self._camera_matrix + focal_length = float(frame_w) + cx, cy = frame_w / 2.0, frame_h / 2.0 + self._camera_matrix = np.array( + [[focal_length, 0, cx], [0, focal_length, cy], [0, 0, 1]], + dtype=np.float64, + ) + self._frame_size = (frame_w, frame_h) + return self._camera_matrix + + def _solve(self, landmarks: np.ndarray, frame_w: int, frame_h: int): + key = (landmarks.data.tobytes(), frame_w, frame_h) + if self._cache_key == key: + return self._cache_result + + image_points = np.array( + [ + [landmarks[i, 0] * frame_w, landmarks[i, 1] * frame_h] + for i in _LANDMARK_INDICES + ], + dtype=np.float64, + ) + camera_matrix = self._get_camera_matrix(frame_w, frame_h) + success, rvec, tvec = cv2.solvePnP( + _MODEL_POINTS, + image_points, + camera_matrix, + self._dist_coeffs, + flags=cv2.SOLVEPNP_ITERATIVE, + ) + result = (success, rvec, tvec, image_points) + self._cache_key = key + self._cache_result = result + return result + + def estimate( + self, landmarks: np.ndarray, frame_w: int, frame_h: int + ) -> tuple[float, float, float] | None: + success, rvec, tvec, _ = self._solve(landmarks, frame_w, frame_h) + if not success: + return None + + rmat, _ = cv2.Rodrigues(rvec) + nose_dir = rmat @ np.array([0.0, 0.0, 1.0]) + face_up = rmat @ np.array([0.0, 1.0, 0.0]) + + yaw = math.degrees(math.atan2(nose_dir[0], -nose_dir[2])) + pitch = math.degrees(math.asin(np.clip(-nose_dir[1], -1.0, 1.0))) + roll = math.degrees(math.atan2(face_up[0], -face_up[1])) + + return (yaw, pitch, roll) + + def score(self, landmarks: np.ndarray, frame_w: int, frame_h: int) -> float: + angles = self.estimate(landmarks, frame_w, frame_h) + if angles is None: + return 0.0 + + yaw, pitch, roll = angles + deviation = math.sqrt(yaw**2 + pitch**2 + (self.roll_weight * roll) ** 2) + t = min(deviation / self.max_angle, 1.0) + return 0.5 * (1.0 + math.cos(math.pi * t)) + + def draw_axes( + self, + frame: np.ndarray, + landmarks: np.ndarray, + axis_length: float = 50.0, + ) -> np.ndarray: + h, w = frame.shape[:2] + success, rvec, tvec, image_points = self._solve(landmarks, w, h) + if not success: + return frame + + camera_matrix = self._get_camera_matrix(w, h) + nose = tuple(image_points[0].astype(int)) + + axes_3d = np.float64( + [[axis_length, 0, 0], [0, axis_length, 0], [0, 0, axis_length]] + ) + projected, _ = cv2.projectPoints( + axes_3d, rvec, tvec, camera_matrix, self._dist_coeffs + ) + + colors = [(0, 0, 255), (0, 255, 0), (255, 0, 0)] + for i, color in enumerate(colors): + pt = tuple(projected[i].ravel().astype(int)) + cv2.line(frame, nose, pt, color, 2) + + return frame diff --git a/models/mlp/__init__.py b/models/mlp/__init__.py new file mode 100644 index 0000000000000000000000000000000000000000..e69de29bb2d1d6434b8b29ae775ad8c2e48c5391 diff --git a/models/mlp/eval_accuracy.py b/models/mlp/eval_accuracy.py new file mode 100644 index 0000000000000000000000000000000000000000..1d0004f58e3b3f08520fbc9c95a5bb242a0a9429 --- /dev/null +++ b/models/mlp/eval_accuracy.py @@ -0,0 +1,54 @@ +"""Load saved MLP checkpoint and print test accuracy, F1, AUC.""" +import os +import sys + +import numpy as np +import torch +from sklearn.metrics import f1_score, roc_auc_score + +REPO_ROOT = os.path.abspath(os.path.join(os.path.dirname(__file__), "..", "..")) +if REPO_ROOT not in sys.path: + sys.path.insert(0, REPO_ROOT) + +from data_preparation.prepare_dataset import get_dataloaders +from models.mlp.train import BaseModel + +CKPT_PATH = os.path.join(REPO_ROOT, "checkpoints", "mlp_best.pt") + + +def main(): + if not os.path.isfile(CKPT_PATH): + print(f"No checkpoint at {CKPT_PATH}. Train first: python -m models.mlp.train") + return + + device = torch.device("cuda" if torch.cuda.is_available() else "cpu") + train_loader, val_loader, test_loader, num_features, num_classes, _ = get_dataloaders( + model_name="face_orientation", + batch_size=32, + split_ratios=(0.7, 0.15, 0.15), + seed=42, + ) + + model = BaseModel(num_features, num_classes).to(device) + model.load_state_dict(torch.load(CKPT_PATH, map_location=device, weights_only=True)) + model.eval() + + criterion = torch.nn.CrossEntropyLoss() + test_loss, test_acc, test_probs, test_preds, test_labels = model.test_step( + test_loader, criterion, device + ) + + f1 = float(f1_score(test_labels, test_preds, average="weighted")) + if num_classes > 2: + auc = float(roc_auc_score(test_labels, test_probs, multi_class="ovr", average="weighted")) + else: + auc = float(roc_auc_score(test_labels, test_probs[:, 1])) + + print("MLP (face_orientation) — test set") + print(" Accuracy: {:.2%}".format(test_acc)) + print(" F1: {:.4f}".format(f1)) + print(" ROC-AUC: {:.4f}".format(auc)) + + +if __name__ == "__main__": + main() diff --git a/models/mlp/sweep.py b/models/mlp/sweep.py new file mode 100644 index 0000000000000000000000000000000000000000..857a263859598a0a8f763784cab64012fdeda802 --- /dev/null +++ b/models/mlp/sweep.py @@ -0,0 +1,66 @@ +""" +MLP Hyperparameter Sweep (Optuna). +Run: python -m models.mlp.sweep +""" +import os +import sys + +import optuna +import torch +import torch.nn as nn +import torch.optim as optim + +REPO_ROOT = os.path.abspath(os.path.join(os.path.dirname(__file__), "..", "..")) +if REPO_ROOT not in sys.path: + sys.path.insert(0, REPO_ROOT) + +from data_preparation.prepare_dataset import get_dataloaders +from models.mlp.train import BaseModel, set_seed + +SEED = 42 +N_TRIALS = 20 +EPOCHS_PER_TRIAL = 15 + + +def objective(trial): + set_seed(SEED) + + lr = trial.suggest_float("lr", 1e-4, 1e-2, log=True) + batch_size = trial.suggest_categorical("batch_size", [16, 32, 64]) + + train_loader, val_loader, _, num_features, num_classes, _ = get_dataloaders( + model_name="face_orientation", + batch_size=batch_size, + split_ratios=(0.7, 0.15, 0.15), + seed=SEED, + ) + + device = torch.device("cuda" if torch.cuda.is_available() else "cpu") + model = BaseModel(num_features, num_classes).to(device) + criterion = nn.CrossEntropyLoss() + optimizer = optim.Adam(model.parameters(), lr=lr) + + best_val_acc = 0.0 + for epoch in range(1, EPOCHS_PER_TRIAL + 1): + model.training_step(train_loader, optimizer, criterion, device) + val_loss, val_acc = model.validation_step(val_loader, criterion, device) + if val_acc > best_val_acc: + best_val_acc = val_acc + + return 1.0 - best_val_acc # minimize (1 - accuracy) + + +def main(): + study = optuna.create_study(direction="minimize", study_name="mlp_sweep") + print(f"[SWEEP] MLP Optuna sweep: {N_TRIALS} trials, {EPOCHS_PER_TRIAL} epochs each") + study.optimize(objective, n_trials=N_TRIALS) + + print("\n[SWEEP] Top-5 trials by validation accuracy") + best = sorted(study.trials, key=lambda t: t.value if t.value is not None else float("inf"))[:5] + for i, t in enumerate(best, 1): + acc = (1.0 - t.value) * 100 + print(f" #{i} Val Acc: {acc:.2f}% params={t.params}") + + +if __name__ == "__main__": + main() diff --git a/models/mlp/train.py b/models/mlp/train.py new file mode 100644 index 0000000000000000000000000000000000000000..37ff1afceb08a585498a0def70b61032c387496a --- /dev/null +++ b/models/mlp/train.py @@ -0,0 +1,232 @@ +import json +import os, sys +import random + +import numpy as np +import torch +import torch.nn as nn +import torch.optim as optim +from sklearn.metrics import f1_score, roc_auc_score + +from data_preparation.prepare_dataset import get_dataloaders + +USE_CLEARML = False + +_PROJECT_ROOT = os.path.abspath(os.path.join(os.path.dirname(__file__), "..", "..")) +CFG = { + "model_name": "face_orientation", + "epochs": 30, + "batch_size": 32, + "lr": 1e-3, + "seed": 42, + "split_ratios": (0.7, 0.15, 0.15), + "checkpoints_dir": os.path.join(_PROJECT_ROOT, "checkpoints"), + "logs_dir": os.path.join(_PROJECT_ROOT, "evaluation", "logs"), +} + + +# ==== ClearML (opt-in) ============================================= +task = None +if USE_CLEARML: + from clearml import Task + task = Task.init( + project_name="Focus Guard", + task_name="MLP Model Training", + tags=["training", "mlp_model"] + ) + task.connect(CFG) + + + +# ==== Model ============================================= +def set_seed(seed: int): + random.seed(seed) + np.random.seed(seed) + torch.manual_seed(seed) + if torch.cuda.is_available(): + torch.cuda.manual_seed_all(seed) + + +class BaseModel(nn.Module): + def __init__(self, num_features: int, num_classes: int): + super().__init__() + self.network = nn.Sequential( + nn.Linear(num_features, 64), + nn.ReLU(), + nn.Linear(64, 32), + nn.ReLU(), + nn.Linear(32, num_classes), + ) + + def forward(self, x): + return self.network(x) + + def training_step(self, loader, optimizer, criterion, device): + self.train() + total_loss = 0.0 + correct = 0 + total = 0 + + for features, labels in loader: + features, labels = features.to(device), labels.to(device) + + optimizer.zero_grad() + outputs = self(features) + loss = criterion(outputs, labels) + loss.backward() + optimizer.step() + + total_loss += loss.item() * features.size(0) + correct += (outputs.argmax(dim=1) == labels).sum().item() + total += features.size(0) + + return total_loss / total, correct / total + + @torch.no_grad() + def validation_step(self, loader, criterion, device): + self.eval() + total_loss = 0.0 + correct = 0 + total = 0 + + for features, labels in loader: + features, labels = features.to(device), labels.to(device) + outputs = self(features) + loss = criterion(outputs, labels) + + total_loss += loss.item() * features.size(0) + correct += (outputs.argmax(dim=1) == labels).sum().item() + total += features.size(0) + + return total_loss / total, correct / total + + @torch.no_grad() + def test_step(self, loader, criterion, device): + self.eval() + total_loss = 0.0 + correct = 0 + total = 0 + + all_preds = [] + all_labels = [] + all_probs = [] + + for features, labels in loader: + features, labels = features.to(device), labels.to(device) + outputs = self(features) + loss = criterion(outputs, labels) + + total_loss += loss.item() * features.size(0) + preds = outputs.argmax(dim=1) + correct += (preds == labels).sum().item() + total += features.size(0) + + probs = torch.softmax(outputs, dim=1) + all_preds.extend(preds.cpu().numpy()) + all_labels.extend(labels.cpu().numpy()) + all_probs.extend(probs.cpu().numpy()) + + return total_loss / total, correct / total, np.array(all_probs), np.array(all_preds), np.array(all_labels) + + +def main(): + set_seed(CFG["seed"]) + + device = torch.device("cuda" if torch.cuda.is_available() else "cpu") + print(f"[TRAIN] Device: {device}") + print(f"[TRAIN] Model: {CFG['model_name']}") + + train_loader, val_loader, test_loader, num_features, num_classes, scaler = get_dataloaders( + model_name=CFG["model_name"], + batch_size=CFG["batch_size"], + split_ratios=CFG["split_ratios"], + seed=CFG["seed"], + ) + + model = BaseModel(num_features, num_classes).to(device) + criterion = nn.CrossEntropyLoss() + optimizer = optim.Adam(model.parameters(), lr=CFG["lr"]) + + param_count = sum(p.numel() for p in model.parameters()) + print(f"[TRAIN] Parameters: {param_count:,}") + + ckpt_dir = CFG["checkpoints_dir"] + os.makedirs(ckpt_dir, exist_ok=True) + best_ckpt_path = os.path.join(ckpt_dir, "mlp_best.pt") + + history = { + "model_name": CFG["model_name"], + "param_count": param_count, + "epochs": [], + "train_loss": [], + "train_acc": [], + "val_loss": [], + "val_acc": [], + } + + best_val_acc = 0.0 + + print(f"\n{'Epoch':>6} | {'Train Loss':>10} | {'Train Acc':>9} | {'Val Loss':>10} | {'Val Acc':>9}") + print("-" * 60) + + for epoch in range(1, CFG["epochs"] + 1): + train_loss, train_acc = model.training_step(train_loader, optimizer, criterion, device) + val_loss, val_acc = model.validation_step(val_loader, criterion, device) + + history["epochs"].append(epoch) + history["train_loss"].append(round(train_loss, 4)) + history["train_acc"].append(round(train_acc, 4)) + history["val_loss"].append(round(val_loss, 4)) + history["val_acc"].append(round(val_acc, 4)) + + + current_lr = optimizer.param_groups[0]['lr'] + if task is not None: + task.logger.report_scalar("Loss", "Train", float(train_loss), iteration=epoch) + task.logger.report_scalar("Accuracy", "Train", float(train_acc), iteration=epoch) + task.logger.report_scalar("Loss", "Val", float(val_loss), iteration=epoch) + task.logger.report_scalar("Accuracy", "Val", float(val_acc), iteration=epoch) + task.logger.report_scalar("Learning Rate", "LR", float(current_lr), iteration=epoch) + task.logger.flush() + + marker = "" + if val_acc > best_val_acc: + best_val_acc = val_acc + torch.save(model.state_dict(), best_ckpt_path) + marker = " *" + + print(f"{epoch:>6} | {train_loss:>10.4f} | {train_acc:>8.2%} | {val_loss:>10.4f} | {val_acc:>8.2%}{marker}") + + print(f"\nBest validation accuracy: {best_val_acc:.2%}") + print(f"Checkpoint saved to: {best_ckpt_path}") + + model.load_state_dict(torch.load(best_ckpt_path, weights_only=True)) + test_loss, test_acc, test_probs, test_preds, test_labels = model.test_step(test_loader, criterion, device) + + test_f1 = f1_score(test_labels, test_preds, average='weighted') + # Handle potentially >2 classes for AUC + if num_classes > 2: + test_auc = roc_auc_score(test_labels, test_probs, multi_class='ovr', average='weighted') + else: + test_auc = roc_auc_score(test_labels, test_probs[:, 1]) + + print(f"\n[TEST] Loss: {test_loss:.4f} | Accuracy: {test_acc:.2%}") + print(f"[TEST] F1: {test_f1:.4f} | ROC-AUC: {test_auc:.4f}") + + history["test_loss"] = round(test_loss, 4) + history["test_acc"] = round(test_acc, 4) + history["test_f1"] = round(test_f1, 4) + history["test_auc"] = round(test_auc, 4) + + logs_dir = CFG["logs_dir"] + os.makedirs(logs_dir, exist_ok=True) + log_path = os.path.join(logs_dir, f"{CFG['model_name']}_training_log.json") + + with open(log_path, "w") as f: + json.dump(history, f, indent=2) + + print(f"[LOG] Training history saved to: {log_path}") + + +if __name__ == "__main__": + main() diff --git a/models/xgboost/add_accuracy.py b/models/xgboost/add_accuracy.py new file mode 100644 index 0000000000000000000000000000000000000000..6e6cd05a7464cf4b6eef2f3b90615693afad760a --- /dev/null +++ b/models/xgboost/add_accuracy.py @@ -0,0 +1,60 @@ +import pandas as pd +import numpy as np +from xgboost import XGBClassifier +from sklearn.metrics import accuracy_score +from data_preparation.prepare_dataset import get_numpy_splits +import os + +print("Loading dataset for evaluation...") +splits, _, _, _ = get_numpy_splits( + model_name="face_orientation", + split_ratios=(0.7, 0.15, 0.15), + seed=42, + scale=False +) +X_train, y_train = splits["X_train"], splits["y_train"] +X_val, y_val = splits["X_val"], splits["y_val"] + +csv_path = 'models/xgboost/sweep_results_all_40.csv' +df = pd.read_csv(csv_path) + +# We will calculate accuracy for each row +accuracies = [] + +print(f"Re-evaluating {len(df)} configurations for accuracy. This will take a few minutes...") +for idx, row in df.iterrows(): + params = { + "n_estimators": int(row["n_estimators"]), + "max_depth": int(row["max_depth"]), + "learning_rate": float(row["learning_rate"]), + "subsample": float(row["subsample"]), + "colsample_bytree": float(row["colsample_bytree"]), + "reg_alpha": float(row["reg_alpha"]), + "reg_lambda": float(row["reg_lambda"]), + "random_state": 42, + "use_label_encoder": False, + "verbosity": 0, + "eval_metric": "logloss" + } + + # Train the exact same model quickly + model = XGBClassifier(**params) + model.fit(X_train, y_train) + + # Get validation predictions and calculate accuracy + val_preds = model.predict(X_val) + acc = accuracy_score(y_val, val_preds) + accuracies.append(round(acc, 4)) + + if (idx + 1) % 5 == 0: + print(f"Processed {idx + 1}/{len(df)} trials...") + +# Add accuracy column and save back to CSV +df.insert(2, 'val_accuracy', accuracies) +df.to_csv(csv_path, index=False) + +print(f"\nDone! Updated {csv_path} with 'val_accuracy'.") +# Display the top 5 by accuracy now just to see +top5_acc = df.nlargest(5, 'val_accuracy')[['task_id', 'val_accuracy', 'val_f1', 'val_loss']] +print("\nTop 5 Trials by Accuracy:") +print(top5_acc.to_string(index=False)) diff --git a/models/xgboost/checkpoints/face_orientation_best.json b/models/xgboost/checkpoints/face_orientation_best.json new file mode 100644 index 0000000000000000000000000000000000000000..7e9f544a26aab745fda4ddca49b8688e49808dea --- /dev/null +++ b/models/xgboost/checkpoints/face_orientation_best.json @@ -0,0 +1 @@ +{"learner":{"attributes":{"best_iteration":"599","best_score":"0.11030898310132456","scikit_learn":"{\"_estimator_type\": 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\ No newline at end of file diff --git a/models/xgboost/eval_accuracy.py b/models/xgboost/eval_accuracy.py new file mode 100644 index 0000000000000000000000000000000000000000..d4afade772153b08266facfa4c725a9b9142606d --- /dev/null +++ b/models/xgboost/eval_accuracy.py @@ -0,0 +1,54 @@ +"""Load saved XGBoost checkpoint and print test accuracy, F1, AUC.""" +import os +import sys + +import numpy as np +from sklearn.metrics import f1_score, roc_auc_score +from xgboost import XGBClassifier + +# run from repo root: python -m models.xgboost.eval_accuracy +REPO_ROOT = os.path.abspath(os.path.join(os.path.dirname(__file__), "..", "..")) +if REPO_ROOT not in sys.path: + sys.path.insert(0, REPO_ROOT) + +from data_preparation.prepare_dataset import get_numpy_splits + +MODEL_NAME = "face_orientation" +CKPT_DIR = os.path.join(REPO_ROOT, "checkpoints") +MODEL_PATH = os.path.join(CKPT_DIR, f"xgboost_{MODEL_NAME}_best.json") + + +def main(): + if not os.path.isfile(MODEL_PATH): + print(f"No checkpoint at {MODEL_PATH}. Train first: python -m models.xgboost.train") + return + + splits, num_features, num_classes, _ = get_numpy_splits( + model_name=MODEL_NAME, + split_ratios=(0.7, 0.15, 0.15), + seed=42, + scale=False, + ) + X_test = splits["X_test"] + y_test = splits["y_test"] + + model = XGBClassifier() + model.load_model(MODEL_PATH) + + preds = model.predict(X_test) + probs = model.predict_proba(X_test) + acc = float(np.mean(preds == y_test)) + f1 = float(f1_score(y_test, preds, average="weighted")) + if num_classes > 2: + auc = float(roc_auc_score(y_test, probs, multi_class="ovr", average="weighted")) + else: + auc = float(roc_auc_score(y_test, probs[:, 1])) + + print("XGBoost (face_orientation) — test set") + print(" Accuracy: {:.2%}".format(acc)) + print(" F1: {:.4f}".format(f1)) + print(" ROC-AUC: {:.4f}".format(auc)) + + +if __name__ == "__main__": + main() diff --git a/models/xgboost/fetch_sweep_results.py b/models/xgboost/fetch_sweep_results.py new file mode 100644 index 0000000000000000000000000000000000000000..93e48a589596d62777abad82932a91ee60cebc14 --- /dev/null +++ b/models/xgboost/fetch_sweep_results.py @@ -0,0 +1,46 @@ +import csv +from clearml import Task + +print("Fetching tasks from ClearML...") +tasks = Task.get_tasks( + project_name='FocusGuards Large Group Project', + tags=['optuna_manual'], + task_filter={'status': ['completed', 'failed']} +) + +results = [] +for t in tasks: + if t.get_status() != 'completed': continue + params = t.get_parameters() + + # We reported logloss as Loss/Val, and F1 as Summary/val_f1 + metrics = t.get_last_scalar_metrics() + val_loss = metrics.get('Loss', {}).get('Val', {}).get('last', float('inf')) + val_f1 = metrics.get('Summary', {}).get('val_f1', {}).get('last', 0.0) + val_acc = metrics.get('Summary', {}).get('val_accuracy', {}).get('last', 0.0) + + row = { + 'task_id': t.id, + 'val_loss': round(val_loss, 4) if val_loss != float('inf') else val_loss, + 'val_f1': round(val_f1, 4), + 'val_acc': round(val_acc, 4), + } + + # Default Optuna parameter names parsed back from ClearML storage format + for k in ['n_estimators', 'max_depth', 'learning_rate', 'subsample', 'colsample_bytree', 'reg_alpha', 'reg_lambda']: + val = params.get(f"General/{k}") or params.get(k) + row[k] = val + + results.append(row) + +# Sort by lowest validation loss +results.sort(key=lambda x: x['val_loss']) + +filepath = 'models/xgboost/sweep_results_all_40.csv' +with open(filepath, 'w', newline='') as f: + fieldnames = ['task_id', 'val_loss', 'val_f1', 'val_acc', 'n_estimators', 'max_depth', 'learning_rate', 'subsample', 'colsample_bytree', 'reg_alpha', 'reg_lambda'] + writer = csv.DictWriter(f, fieldnames=fieldnames, extrasaction='ignore') + writer.writeheader() + writer.writerows(results) + +print(f"Successfully grabbed {len(results)} trials and saved to {filepath}") diff --git a/models/xgboost/sweep.py b/models/xgboost/sweep.py new file mode 100644 index 0000000000000000000000000000000000000000..31d493b79754344d771a616dd6f323d819095996 --- /dev/null +++ b/models/xgboost/sweep.py @@ -0,0 +1,135 @@ +""" +XGBoost Hyperparameter Sweep — ClearML HPO Controller +====================================================== +Run this script once to launch the full sweep. It clones the base +XGBoost training Task (identified by BASE_TASK_ID) and dispatches one +clone per trial, each with a different hyperparameter configuration. + +Prerequisites +------------- +1. Run train.py at least once so a completed Task exists in ClearML. + Copy its Task-ID into BASE_TASK_ID below. +2. Have at least one `clearml-agent` listening on the "default" queue, + OR set EXECUTE_LOCALLY = True to run trials in-process (slower but + needs no agent). + +Usage +----- + python models/xgboost/sweep.py +""" + +import time +from clearml import Task +from clearml.automation import ( + HyperParameterOptimizer, + UniformParameterRange, + DiscreteParameterRange, +) + +try: + from clearml.automation.optuna import OptimizerOptuna # preferred + OPTIMIZER_CLASS = OptimizerOptuna +except ImportError: + from clearml.automation import OptimizerBOHB # fallback + OPTIMIZER_CLASS = OptimizerBOHB + +# ── Configuration ───────────────────────────────────────────────────────────── + +# Paste the Task-ID of a successfully completed XGBoost training run here. +# Find it in the ClearML UI: Projects → Focus Guard → XGBoost Model Training +# → right-click the task → Copy ID. +BASE_TASK_ID = "0f42afbb3396400babc7a1a0728e7326" + +# Set True to run trials in the same process (no agent needed, but serial). +# Set False to dispatch to clearml-agents on the "default" queue (parallel). +EXECUTE_LOCALLY = True + +# Total budget and concurrency +MAX_TRIALS = 40 # total number of hyperparameter configurations to try +MAX_CONCURRENT = 4 # how many trials to run in parallel (match agent count) + +# ── Search space ────────────────────────────────────────────────────────────── +# These names must match the keys in CFG inside train.py exactly, because +# task.connect(CFG) registers them under those names. + +SEARCH_SPACE = [ + DiscreteParameterRange("General/n_estimators", values=[100, 200, 400, 600]), + DiscreteParameterRange("General/max_depth", values=[3, 4, 5, 6, 8]), + UniformParameterRange( "General/learning_rate", min_value=0.01, max_value=0.30), + UniformParameterRange( "General/subsample", min_value=0.50, max_value=1.00), + UniformParameterRange( "General/colsample_bytree",min_value=0.50, max_value=1.00), + UniformParameterRange( "General/reg_alpha", min_value=0.00, max_value=2.00), + UniformParameterRange( "General/reg_lambda", min_value=0.50, max_value=5.00), +] + +# Switch back to the per-epoch validation logloss scalar curve since Optuna +# integration struggles to use single-value metrics natively. +OBJECTIVE_METRIC_TITLE = "Loss" +OBJECTIVE_METRIC_SERIES = "Val" +OBJECTIVE_SIGN = "min" # minimize logloss + +# ── Main ────────────────────────────────────────────────────────────────────── + +def main(): + # Register this controller as its own ClearML Task so it is tracked too. + controller_task = Task.init( + project_name="FocusGuards Large Group Project", + task_name="XGBoost HPO Sweep Controller", + task_type=Task.TaskTypes.optimizer, + tags=["sweep", "xgboost", "hpo"], + ) + + optimizer = HyperParameterOptimizer( + base_task_id=BASE_TASK_ID, + hyper_parameters=SEARCH_SPACE, + objective_metric_title=OBJECTIVE_METRIC_TITLE, + objective_metric_series=OBJECTIVE_METRIC_SERIES, + objective_metric_sign=OBJECTIVE_SIGN, + optimizer_class=OPTIMIZER_CLASS, + # Execution + execution_queue="default", + max_number_of_concurrent_tasks=MAX_CONCURRENT, + total_max_jobs=MAX_TRIALS, + # Early stop a trial if validation loss hasn't improved in 10 rounds + # (relies on the per-round "Loss/Val" scalars logged in train.py) + min_iteration_per_job=10, + max_iteration_per_job=600, + ) + + if EXECUTE_LOCALLY: + optimizer.start_locally(job_complete_callback=_on_trial_done) + else: + optimizer.start(job_complete_callback=_on_trial_done) + + print("[SWEEP] Optimizer started. Waiting for trials to complete …") + print(f"[SWEEP] Budget: {MAX_TRIALS} trials, {MAX_CONCURRENT} concurrent") + + # Poll until the budget is exhausted + optimizer.wait() + optimizer.stop() + + # ── Print best result ───────────────────────────────────────────────────── + top_k = optimizer.get_top_experiments(top_k=5) + print("\n[SWEEP] ── Top-5 trials by Validation Loss ──────────────────────────────") + for rank, task in enumerate(top_k, 1): + params = task.get_parameters() + cfg = {k.split("/")[-1]: v for k, v in params.items() + if k.startswith("General/")} + metrics = task.get_last_scalar_metrics() + val_loss = metrics.get(OBJECTIVE_METRIC_TITLE, {}).get(OBJECTIVE_METRIC_SERIES, {}).get("last", float('inf')) + val_acc = metrics.get("Summary", {}).get("val_accuracy", {}).get("last", 0.0) + val_f1 = metrics.get("Summary", {}).get("val_f1", {}).get("last", 0.0) + + print(f" #{rank} Val_Loss={val_loss:.4f} Val_Acc={val_acc:.2%} Val_F1={val_f1:.4f} task_id={task.id}") + print(f" {cfg}") + + controller_task.close() + + +def _on_trial_done(job_id: str, objective: float): + """Callback fired each time a trial finishes.""" + print(f"[SWEEP] Trial {job_id} finished → {OBJECTIVE_METRIC_TITLE}={objective:.4f}") + + +if __name__ == "__main__": + main() diff --git a/models/xgboost/sweep_local.py b/models/xgboost/sweep_local.py new file mode 100644 index 0000000000000000000000000000000000000000..ee5162be43739b8e92266750e87719a80e443852 --- /dev/null +++ b/models/xgboost/sweep_local.py @@ -0,0 +1,113 @@ +""" +Custom XGBoost ClearML + Optuna Sweep +===================================== +Because ClearML's built-in HyperParameterOptimizer struggles with the Optuna +study lifecycle in local execution, this script uses raw Optuna to drive +the sweep, and logs each trial manually as a separate ClearML Task. +""" + +import os +import optuna +from clearml import Task +import numpy as np +from xgboost import XGBClassifier +from sklearn.metrics import f1_score, roc_auc_score, accuracy_score + +# Import your own dataset loading logic +from data_preparation.prepare_dataset import get_numpy_splits + +# ── General Settings ────────────────────────────────────────────────────────── +PROJECT_NAME = "FocusGuards Large Group Project" +BASE_TASK_NAME = "XGBoost Sweep Trial" +DATA_SPLITS = (0.7, 0.15, 0.15) +SEED = 42 + +# ── Search Space ────────────────────────────────────────────────────────────── +def objective(trial): + # 1. Sample hyperparameters + params = { + "n_estimators": trial.suggest_categorical("n_estimators", [100, 200, 400, 600]), + "max_depth": trial.suggest_int("max_depth", 3, 8), + "learning_rate": trial.suggest_float("learning_rate", 0.01, 0.3, log=True), + "subsample": trial.suggest_float("subsample", 0.5, 1.0), + "colsample_bytree": trial.suggest_float("colsample_bytree", 0.5, 1.0), + "reg_alpha": trial.suggest_float("reg_alpha", 0.0, 2.0), + "reg_lambda": trial.suggest_float("reg_lambda", 0.5, 5.0), + "eval_metric": "logloss", + "random_state": SEED, + "use_label_encoder": False, + "verbosity": 0 + } + + # 2. Init a distinct ClearML task for this exact trial + task = Task.init( + project_name=PROJECT_NAME, + task_name=f"{BASE_TASK_NAME} #{trial.number}", + tags=["sweep", "xgboost", "optuna_manual"], + reuse_last_task_id=False # Crucial: forces a NEW task every time + ) + task.connect(params) + + print(f"\n[Trial #{trial.number}] Starting with params: {params}") + + # 3. Load Data (cached per process) + splits, num_features, num_classes, scaler = get_numpy_splits( + model_name="face_orientation", + split_ratios=DATA_SPLITS, + seed=SEED, + scale=False + ) + X_train, y_train = splits["X_train"], splits["y_train"] + X_val, y_val = splits["X_val"], splits["y_val"] + + # 4. Train + model = XGBClassifier(**params) + model.fit( + X_train, y_train, + eval_set=[(X_train, y_train), (X_val, y_val)], + verbose=False + ) + + # 5. Extract Train/Val loss curves + evals = model.evals_result() + train_losses = evals["validation_0"]["logloss"] + val_losses = evals["validation_1"]["logloss"] + best_val_loss = min(val_losses) + + # 6. Evaluate on Validation Set (Sweep target) + val_preds = model.predict(X_val) + val_f1 = float(f1_score(y_val, val_preds, average='weighted')) + val_acc = float(accuracy_score(y_val, val_preds)) + + # Log to ClearML + for i, (tl, vl) in enumerate(zip(train_losses, val_losses)): + task.logger.report_scalar("Loss", "Train", tl, iteration=i) + task.logger.report_scalar("Loss", "Val", vl, iteration=i) + + task.logger.report_single_value("val_f1", val_f1) + task.logger.report_single_value("val_accuracy", val_acc) + task.logger.report_single_value("val_loss", best_val_loss) + + # Close task so the next trial can create its own + task.close() + + # We minimize validation loss + return best_val_loss + +def main(): + # Make sure we don't nest tasks — this script itself is not the tracked task + Task.force_requirements_env_freeze() + + study = optuna.create_study(direction="minimize", study_name="xgboost_sweep") + + print("[SWEEP] Starting local 40-trial Optuna + ClearML sweep...") + study.optimize(objective, n_trials=40) + + print("\n[SWEEP] ── Top-5 trials by Validation Loss ──────────────────────────────") + trials = sorted(study.trials, key=lambda t: t.value if t.value is not None else float('inf')) + for rank, t in enumerate(trials[:5], 1): + print(f" #{rank} Val_Loss={t.value:.4f} Trial_Number={t.number}") + print(f" {t.params}") + +if __name__ == "__main__": + main() diff --git a/models/xgboost/sweep_results_all_40.csv b/models/xgboost/sweep_results_all_40.csv new file mode 100644 index 0000000000000000000000000000000000000000..a0d2d22f44bbe00af5c7df14f976cc75cc350ead --- /dev/null +++ b/models/xgboost/sweep_results_all_40.csv @@ -0,0 +1,41 @@ +task_id,val_loss,val_accuracy,val_f1,n_estimators,max_depth,learning_rate,subsample,colsample_bytree,reg_alpha,reg_lambda +2d08fa575dce4c519799e92c0361496c,0.1075,0.9627,0.9627,600,8,0.136535936227922,0.9339007485557582,0.8447570433116673,1.1552397301429769,2.416205094714591 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os.path.abspath(os.path.join(os.path.dirname(__file__), "..", "..")) +CFG = { + "model_name": "face_orientation", + "seed": 42, + "split_ratios": (0.7, 0.15, 0.15), + "scale": False, # XGBoost is tree-based — scaling is unnecessary + "checkpoints_dir": os.path.join(_PROJECT_ROOT, "checkpoints"), + "logs_dir": os.path.join(_PROJECT_ROOT, "evaluation", "logs"), + # XGBoost hyperparameters chosen by F1 score in 40 trials of Optuna HPO + "n_estimators": 600, + "max_depth": 8, + "learning_rate": 0.1489, + "subsample": 0.9625, + "colsample_bytree": 0.9013, + "reg_alpha": 1.1407, + "reg_lambda": 2.4181, + "eval_metric": "logloss", +} + + +# ClearML disabled (uncomment + set credentials to re-enable) +# task = Task.init( +# project_name="FocusGuards Large Group Project", +# task_name="XGBoost Model Training", +# tags=["training", "xgboost"] +# ) +# task.connect(CFG) +task = None + +def set_seed(seed: int): + random.seed(seed) + np.random.seed(seed) + + +def main(): + set_seed(CFG["seed"]) + + print(f"[TRAIN] Model: XGBoost") + print(f"[TRAIN] Task: {CFG['model_name']}") + + # ── Data ────────────────────────────────────────────────────── + splits, num_features, num_classes, scaler = get_numpy_splits( + model_name=CFG["model_name"], + split_ratios=CFG["split_ratios"], + seed=CFG["seed"], + scale=CFG["scale"], + ) + + X_train, y_train = splits["X_train"], splits["y_train"] + X_val, y_val = splits["X_val"], splits["y_val"] + X_test, y_test = splits["X_test"], splits["y_test"] + + # ── Model ───────────────────────────────────────────────────── + model = XGBClassifier( + n_estimators=CFG["n_estimators"], + max_depth=CFG["max_depth"], + learning_rate=CFG["learning_rate"], + subsample=CFG["subsample"], + colsample_bytree=CFG["colsample_bytree"], + reg_alpha=CFG["reg_alpha"], + reg_lambda=CFG["reg_lambda"], + eval_metric=CFG["eval_metric"], + early_stopping_rounds=30, + random_state=CFG["seed"], + verbosity=1, + ) + + model.fit( + X_train, y_train, + eval_set=[(X_train, y_train), (X_val, y_val)], + verbose=10, + ) + print(f"[TRAIN] Best iteration: {model.best_iteration} / {CFG['n_estimators']}") + + # ── Evaluation ──────────────────────────────────────────────── + evals = model.evals_result() + train_losses = evals["validation_0"][CFG["eval_metric"]] + val_losses = evals["validation_1"][CFG["eval_metric"]] + + # Test metrics + test_preds = model.predict(X_test) + test_probs = model.predict_proba(X_test) + test_acc = float(np.mean(test_preds == y_test)) + test_f1 = float(f1_score(y_test, test_preds, average='weighted')) + + if num_classes > 2: + test_auc = float(roc_auc_score(y_test, test_probs, multi_class='ovr', average='weighted')) + else: + test_auc = float(roc_auc_score(y_test, test_probs[:, 1])) + + print(f"\n[TEST] Accuracy: {test_acc:.2%}") + print(f"[TEST] F1: {test_f1:.4f}") + print(f"[TEST] ROC-AUC: {test_auc:.4f}") + + # ClearML logging (no-op when task is None) + if task is not None: + for i, (tl, vl) in enumerate(zip(train_losses, val_losses)): + task.logger.report_scalar("Loss", "Train", tl, iteration=i + 1) + task.logger.report_scalar("Loss", "Val", vl, iteration=i + 1) + task.logger.report_single_value("test_accuracy", test_acc) + task.logger.report_single_value("test_f1", test_f1) + task.logger.report_single_value("test_auc", test_auc) + task.logger.flush() + + # ── Save checkpoint ─────────────────────────────────────────── + ckpt_dir = CFG["checkpoints_dir"] + os.makedirs(ckpt_dir, exist_ok=True) + model_path = os.path.join(ckpt_dir, f"xgboost_{CFG['model_name']}_best.json") + model.save_model(model_path) + print(f"\n[CKPT] Model saved to: {model_path}") + + # ── Write JSON log (same schema as MLP) ─────────────────────── + history = { + "model_name": f"xgboost_{CFG['model_name']}", + "param_count": int(model.get_booster().trees_to_dataframe().shape[0]), # total tree nodes + "n_estimators": CFG["n_estimators"], + "max_depth": CFG["max_depth"], + "epochs": list(range(1, len(train_losses) + 1)), + "train_loss": [round(v, 4) 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+1,889 @@ +/* ========================================= + 1. REACT layout setting + ========================================= */ +html, body, #root { + width: 100%; + height: 100%; + margin: 0; + padding: 0; +} + +.app-container { + width: 100%; + min-height: 100vh; /* screen height */ + display: flex; + flex-direction: column; + background-color: #f9f9f9; +} + +/* ========================================= + 2. original layout + ========================================= */ + +/* GLOBAL STYLES */ +body { + font-family: 'Nunito', sans-serif; + background-color: #f9f9f9; + overflow-x: hidden; + overflow-y: auto; +} + +/* dynamic class name */ +.hidden { + display: none !important; +} + +/* TOP MENU */ +#top-menu { + height: 60px; + background-color: white; + display: flex; + align-items: center; + justify-content: center; /* Center buttons horizontally */ + box-shadow: 0 2px 5px rgba(0,0,0,0.05); + position: fixed; + top: 0; + width: 100%; + z-index: 1000; +} + +.menu-btn { + background: none; + border: none; + font-family: 'Nunito', sans-serif; + font-size: 16px; + color: #333; + padding: 10px 20px; + cursor: pointer; + transition: background-color 0.2s; +} + +.menu-btn:hover { + background-color: #f0f0f0; + border-radius: 4px; +} + +/* active for React */ +.menu-btn.active { + font-weight: bold; + color: #007BFF; + background-color: #eef7ff; + border-radius: 4px; +} + +.separator { + width: 1px; + height: 20px; + background-color: #555; /* Dark gray separator */ + margin: 0 5px; +} + +/* PAGE CONTAINER */ +.page { + /* content under menu */ + min-height: calc(100vh - 60px); + width: 100%; + padding-top: 60px; /* Space for fixed menu */ + padding-bottom: 40px; /* Space at bottom for scrolling */ + box-sizing: border-box; + display: flex; + flex-direction: column; + align-items: center; + overflow-y: auto; +} + +/* Ensure page titles are black */ +.page h1 { + color: #000 !important; + background: transparent !important; +} + +.page-title { + color: #000 !important; + background: transparent !important; +} + +/* PAGE A SPECIFIC */ +#page-a { + justify-content: center; /* Center vertically */ + /* 注意:因为 React 结构变化,如果感觉偏下,可以微调这个 margin-top */ + margin-top: -40px; + flex: 1; /* 确保它占满剩余空间以便垂直居中 */ +} + +#page-a h1 { + font-size: 80px; + margin: 0 0 10px 0; + color: #000; + text-align: center; /* 确保文字居中 */ +} + +#page-a p { + color: #666; + font-size: 20px; + margin-bottom: 40px; + text-align: center; +} + +.btn-main { + background-color: #007BFF; /* Blue */ + color: white; + border: none; + padding: 15px 50px; + font-size: 20px; + font-family: 'Nunito', sans-serif; + border-radius: 30px; /* Fully rounded corners */ + cursor: pointer; + transition: transform 0.2s ease; +} + +.btn-main:hover { + transform: scale(1.1); /* Zoom effect */ +} + +/* PAGE B SPECIFIC */ +#page-b { + justify-content: space-evenly; /* Distribute vertical space */ + padding-bottom: 20px; + min-height: calc(100vh - 60px); /* 再次确保高度足够 */ +} + +/* 1. Display Area */ +#display-area { + width: 60%; + height: 50vh; /* 改用 vh 单位,确保在不同屏幕下的高度比例 */ + min-height: 300px; + border: 2px solid #ddd; + border-radius: 12px; + background-color: #fff; + display: flex; + align-items: center; + justify-content: center; + color: #555; + font-size: 24px; + position: relative; + /* 确保视频元素也能居中且不溢出 */ + overflow: hidden; +} + +#display-area video { + width: 100%; + height: 100%; + object-fit: cover; /* 类似于 background-size: cover */ +} + +/* 2. Timeline Area */ +#timeline-area { + width: 60%; + height: 80px; + position: relative; + display: flex; + flex-direction: column; + justify-content: flex-end; +} + +.timeline-label { + position: absolute; + top: 0; + left: 0; + color: #888; + font-size: 14px; +} + +#timeline-line { + width: 100%; + height: 2px; + background-color: #87CEEB; /* Light blue */ +} + +/* 3. Control Panel */ +#control-panel { + display: flex; + gap: 20px; + width: 60%; + justify-content: space-between; +} + +.action-btn { + flex: 1; /* Evenly distributed width */ + padding: 12px 0; + border: none; + border-radius: 12px; + font-size: 16px; + font-family: 'Nunito', sans-serif; + font-weight: 700; + cursor: pointer; + color: white; + transition: opacity 0.2s; +} + +.action-btn:hover { + opacity: 0.9; +} + +.action-btn.green { background-color: #28a745; } +.action-btn.yellow { background-color: #ffce0b; } +.action-btn.blue { background-color: #326ed6; } +.action-btn.red { background-color: #dc3545; } + +/* 4. Frame Control */ +#frame-control { + display: flex; + align-items: center; + gap: 15px; + color: #333; + font-weight: bold; +} + +#frame-slider { + width: 200px; + cursor: pointer; +} + +#frame-input { + width: 50px; + padding: 5px; + border: 1px solid #ccc; + border-radius: 5px; + text-align: center; + font-family: 'Nunito', sans-serif; +} + +/* ================ ACHIEVEMENT PAGE ================ */ + +.stats-grid { + display: grid; + grid-template-columns: repeat(4, 1fr); + gap: 20px; + width: 80%; + margin: 40px auto; +} + +.stat-card { + background: white; + padding: 30px; + border-radius: 12px; + text-align: center; + box-shadow: 0 2px 10px rgba(0,0,0,0.1); +} + +.stat-number { + font-size: 48px; + font-weight: bold; + color: #007BFF; + margin-bottom: 10px; +} + +.stat-label { + font-size: 16px; + color: #666; +} + +.achievements-section { + width: 80%; + margin: 0 auto; +} + +.achievements-section h2 { + color: #333; + margin-bottom: 20px; +} + +.badges-grid { + display: grid; + grid-template-columns: repeat(3, 1fr); + gap: 20px; +} + +.badge { + background: white; + padding: 30px 20px; + border-radius: 12px; + text-align: center; + box-shadow: 0 2px 10px rgba(0,0,0,0.1); + transition: transform 0.2s; +} + +.badge:hover { + transform: translateY(-5px); +} + +.badge.locked { + opacity: 0.4; + filter: grayscale(100%); +} + +.badge-icon { + font-size: 64px; + margin-bottom: 15px; +} + +.badge-name { + font-size: 16px; + font-weight: bold; + color: #333; +} + +/* ================ RECORDS PAGE ================ */ + +.records-controls { + display: flex; + gap: 10px; + margin: 20px auto; + width: 80%; + justify-content: center; +} + +.filter-btn { + padding: 10px 20px; + border: 2px solid #007BFF; + background: white; + color: #007BFF; + border-radius: 8px; + cursor: pointer; + font-family: 'Nunito', sans-serif; + font-weight: 600; + transition: all 0.2s; +} + +.filter-btn:hover { + background: #e7f3ff; +} + +.filter-btn.active { + background: #007BFF; + color: white; +} + +.chart-container { + width: 80%; + background: white; + padding: 30px; + border-radius: 12px; + margin: 20px auto; + box-shadow: 0 2px 10px rgba(0,0,0,0.1); +} + +#focus-chart { + display: block; + margin: 0 auto; + /* 确保图表在容器内自适应 */ + max-width: 100%; +} + +.sessions-list { + width: 80%; + margin: 20px auto; +} + +.sessions-list h2 { + color: #333; + margin-bottom: 15px; +} + +#sessions-table { + width: 100%; + background: white; + border-collapse: collapse; + border-radius: 12px; + overflow: hidden; + box-shadow: 0 2px 10px rgba(0,0,0,0.1); +} + +#sessions-table th { + background: #007BFF; + color: white; + padding: 15px; + text-align: left; + font-weight: 600; +} + +#sessions-table td { + padding: 12px 15px; + border-bottom: 1px solid #eee; +} + +#sessions-table tr:last-child td { + border-bottom: none; +} + +#sessions-table tbody tr:hover { + background: #f8f9fa; +} + +.btn-view { + padding: 6px 12px; + background: #007BFF; + color: white; + border: none; + border-radius: 5px; + cursor: pointer; + font-family: 'Nunito', sans-serif; + transition: background 0.2s; +} + +.btn-view:hover { + background: #0056b3; +} + +/* ================ SETTINGS PAGE ================ */ + +.settings-container { + width: 60%; + max-width: 800px; + margin: 20px auto; +} + +.setting-group { + background: white; + padding: 30px; + border-radius: 12px; + margin-bottom: 20px; + box-shadow: 0 2px 10px rgba(0,0,0,0.1); +} + +.setting-group h2 { + margin-top: 0; + color: #333; + font-size: 20px; + margin-bottom: 20px; + border-bottom: 2px solid #007BFF; + padding-bottom: 10px; +} + +.setting-item { + margin-bottom: 25px; +} + +.setting-item:last-child { + margin-bottom: 0; +} + +.setting-item label { + display: block; + margin-bottom: 8px; + color: #333; + font-weight: 600; +} + +.slider-group { + display: flex; + align-items: center; + gap: 15px; +} + +.slider-group input[type="range"] { + flex: 1; +} + +.slider-group span { + min-width: 40px; + text-align: center; + font-weight: bold; + color: #007BFF; + font-size: 18px; +} + +.setting-description { + font-size: 14px; + color: #666; + margin-top: 5px; + font-style: italic; +} + +input[type="checkbox"] { + margin-right: 10px; + cursor: pointer; +} + +input[type="number"] { + width: 100px; + padding: 8px; + border: 1px solid #ccc; + border-radius: 5px; + font-family: 'Nunito', sans-serif; +} + +/* --- 新的代码:让按钮居中且变宽 --- */ +.setting-group .action-btn { + display: inline-block; /* 允许并排显示 */ + width: 48%; /* 两个按钮各占约一半宽度 (留2%缝隙) */ + margin: 15px 1%; /* 上下 15px,左右 1% 间距来实现居中和分隔 */ + text-align: center; /* 文字居中 */ + box-sizing: border-box; /* 确保边框不会撑大按钮导致换行 */ +} + +#save-settings { + display: block; + margin: 20px auto; +} + +/* ================ HELP PAGE ================ */ + +.help-container { + width: 70%; + max-width: 900px; + margin: 20px auto; +} + +/* Fake ad block (Help page) */ +.fake-ad { + position: relative; + display: block; + width: min(600px, 90%); + margin: 10px auto 30px auto; + border: 1px solid #e5e5e5; + border-radius: 12px; + overflow: hidden; + background: #fff; + text-decoration: none; + box-shadow: 0 8px 24px rgba(0,0,0,0.12); + transition: transform 0.2s ease, box-shadow 0.2s ease; +} + +.fake-ad:hover { + transform: translateY(-2px); + box-shadow: 0 12px 30px rgba(0,0,0,0.16); +} + +.fake-ad img { + display: block; + width: 100%; + height: auto; +} + +.fake-ad-badge { + position: absolute; + top: 12px; + left: 12px; + background: rgba(0,0,0,0.75); + color: #fff; + font-size: 12px; + padding: 4px 8px; + border-radius: 6px; + letter-spacing: 0.5px; +} + +.fake-ad-cta { + position: absolute; + right: 12px; + bottom: 12px; + background: #111; + color: #fff; + font-size: 14px; + padding: 8px 12px; + border-radius: 8px; +} + +.help-section { + background: white; + padding: 30px; + border-radius: 12px; + margin-bottom: 20px; + box-shadow: 0 2px 10px rgba(0,0,0,0.1); +} + +.help-section h2 { + color: #007BFF; + margin-top: 0; + margin-bottom: 15px; +} + +.help-section ol, +.help-section ul { + line-height: 1.8; + color: #333; +} + +.help-section p { + line-height: 1.6; + color: #333; +} + +details { + margin: 15px 0; + cursor: pointer; + padding: 10px; + background: #f8f9fa; + border-radius: 5px; +} + +summary { + font-weight: bold; + padding: 5px; + color: #007BFF; +} + +details[open] summary { + margin-bottom: 10px; + border-bottom: 1px solid #ddd; + padding-bottom: 10px; +} + +details p { + margin: 10px 0 0 0; +} + +/* ================ SESSION SUMMARY MODAL ================ */ +/* 如果将来要做弹窗,这些样式可以直接复用 */ +.modal-overlay { + position: fixed; + top: 0; + left: 0; + width: 100%; + height: 100%; + background: rgba(0, 0, 0, 0.7); + display: flex; + align-items: center; + justify-content: center; + z-index: 2000; +} + +.modal-content { + background: white; + padding: 40px; + border-radius: 16px; + box-shadow: 0 10px 40px rgba(0,0,0,0.3); + max-width: 500px; + width: 90%; +} + +.modal-content h2 { + margin-top: 0; + color: #333; + text-align: center; + margin-bottom: 30px; +} + +.summary-stats { + margin-bottom: 30px; +} + +.summary-item { + display: flex; + justify-content: space-between; + padding: 15px 0; + border-bottom: 1px solid #eee; +} + +.summary-item:last-child { + border-bottom: none; +} + +.summary-label { + font-weight: 600; + color: #666; +} + +.summary-value { + font-weight: bold; + color: #007BFF; + font-size: 18px; +} + +.modal-content .btn-main { + display: block; + margin: 0 auto; + padding: 12px 40px; +} + +/* ================ TIMELINE BLOCKS ================ */ + +.timeline-block { + transition: opacity 0.2s; + border-radius: 2px; +} + +.timeline-block:hover { + opacity: 0.7; +} + +/* ================ RESPONSIVE DESIGN ================ */ + +@media (max-width: 1200px) { + .stats-grid { + grid-template-columns: repeat(2, 1fr); + } + + .badges-grid { + grid-template-columns: repeat(2, 1fr); + } +} + +@media (max-width: 768px) { + .stats-grid, + .badges-grid { + grid-template-columns: 1fr; + width: 90%; + } + + .settings-container, + .help-container, + .chart-container, + .sessions-list, + .records-controls { + width: 90%; + } + + #control-panel { + width: 90%; + flex-wrap: wrap; + } + + #display-area { + width: 90%; + } + + #timeline-area { + width: 90%; + } + + #frame-control { + width: 90%; + flex-direction: column; + } +} +/* ========================================= + SESSION RESULT OVERLAY (新增) + ========================================= */ + +.session-result-overlay { + position: absolute; + top: 0; + left: 0; + width: 100%; + height: 100%; + background-color: rgba(0, 0, 0, 0.85); /* 深色半透明背景 */ + display: flex; + flex-direction: column; + justify-content: center; + align-items: center; + color: white; + z-index: 10; + animation: fadeIn 0.5s ease; + backdrop-filter: blur(5px); /* 背景模糊效果 (可选) */ +} + +.session-result-overlay h3 { + font-size: 32px; + margin-bottom: 30px; + color: #4cd137; /* 绿色标题 */ + text-transform: uppercase; + letter-spacing: 2px; +} + +.session-result-overlay .result-item { + display: flex; + justify-content: space-between; + width: 200px; /* 控制宽度 */ + margin-bottom: 15px; + font-size: 20px; + border-bottom: 1px solid rgba(255,255,255,0.2); + padding-bottom: 5px; +} + +.session-result-overlay .label { + color: #ccc; + font-weight: normal; +} + +.session-result-overlay .value { + color: #fff; + font-weight: bold; + font-family: 'Courier New', monospace; /* 看起来像数据 */ +} + +@keyframes fadeIn { + from { opacity: 0; transform: scale(0.95); } + to { opacity: 1; transform: scale(1); } +} + +/* ================= 迎宾弹窗样式 ================= */ +.welcome-modal-overlay { +position: fixed; +top: 0; left: 0; right: 0; bottom: 0; +background-color: rgba(0, 0, 0, 0.7); +display: flex; +justify-content: center; +align-items: center; +z-index: 9999; +} + +.welcome-modal { +background-color: #1e1e24; +padding: 40px; +border-radius: 15px; +text-align: center; +box-shadow: 0 10px 30px rgba(0,0,0,0.5); +border: 1px solid #333; +} + +.welcome-modal h2 { margin-top: 0; color: #fff; } +.welcome-modal p { margin-bottom: 30px; color: #ccc; } +.welcome-buttons { display: flex; gap: 20px; justify-content: center; } + +/* ================= 左上角头像样式 (修改版) ================= */ +#top-menu { +position: relative; +display: flex; +justify-content: center; +align-items: center; +} + +.avatar-container { +position: absolute; +left: 20px; +cursor: pointer; +} + +.avatar-circle { +width: 40px; +height: 40px; +border-radius: 50%; +display: flex; +justify-content: center; +align-items: center; +font-weight: bold; +font-size: 1.2rem; +color: white; +transition: all 0.3s ease; +border: 2px solid transparent; +} + +.avatar-circle.user { background-color: #555; } +.avatar-circle.admin { background-color: #ffaa00; border-color: #fff; box-shadow: 0 0 10px rgba(255, 170, 0, 0.5); } +/* ================= 首页按钮 2x2 响应式网格 (终极修正版) ================= */ +.home-button-grid { + display: grid; + grid-template-columns: 1fr 1fr; /* 强行平分两列,绝不妥协 */ + gap: 20px; /* 按钮之间的间距 */ + width: 100%; + max-width: 500px; /* 限制最大宽度,宽屏下也不会显得傻大黑粗 */ + margin: 40px auto 0 auto; /* 上边距40px,左右auto保证绝对居中! */ +} + +.home-button-grid .btn-main { + width: 100%; + height: 60px; /* 统一高度,像一块块整齐的砖头 */ + margin: 0; /* 清除默认外边距 */ + padding: 10px; + font-size: 1rem; + display: flex; + justify-content: center; + align-items: center; + text-align: center; + box-sizing: border-box; /* 保证边框和内边距不会撑破格子 */ +} + +/* 📱 手机端专属适配 (屏幕宽度小于 600px 时自动缩放) */ +@media (max-width: 600px) { + .home-button-grid { + gap: 15px; + max-width: 90%; + } + + .home-button-grid .btn-main { + height: 50px; + font-size: 0.85rem; + } +} \ No newline at end of file diff --git a/src/App.jsx b/src/App.jsx new file mode 100644 index 0000000000000000000000000000000000000000..0c3affc6d4145c2a8f6021cbce84c3de23674a71 --- /dev/null +++ b/src/App.jsx @@ -0,0 +1,96 @@ +import React, { useState, useRef, useEffect } from 'react'; +import './App.css'; +import { VideoManagerLocal } from './utils/VideoManagerLocal'; + +import Home from './components/Home'; +import FocusPageLocal from './components/FocusPageLocal'; +import Achievement from './components/Achievement'; +import Records from './components/Records'; +import Customise from './components/Customise'; +import Help from './components/Help'; + +function App() { + const [activeTab, setActiveTab] = useState('home'); + const videoManagerRef = useRef(null); + const [isSessionActive, setIsSessionActive] = useState(false); + const [sessionResult, setSessionResult] = useState(null); + const [role, setRole] = useState('user'); + + // 刚进网页时,静默清空数据库,不弹窗! + useEffect(() => { + fetch('/api/history', { method: 'DELETE' }).catch(err => console.error(err)); + + const callbacks = { + onSessionStart: () => { + setIsSessionActive(true); + setSessionResult(null); + }, + onSessionEnd: (summary) => { + setIsSessionActive(false); + if (summary) setSessionResult(summary); + } + }; + videoManagerRef.current = new VideoManagerLocal(callbacks); + + return () => { + if (videoManagerRef.current) videoManagerRef.current.stopStreaming(); + }; + }, []); + + // 点击头像,直接跳转到首页(Home) + const handleAvatarClick = () => { + setActiveTab('home'); + }; + + return ( +
+ + + {/* 把核心状态传给 Home 组件 */} + {activeTab === 'home' && } + + + {activeTab === 'achievement' && } + {activeTab === 'records' && } + {activeTab === 'customise' && } + {activeTab === 'help' && } +
+ ); +} + +export default App; \ No newline at end of file diff --git a/src/assets/react.svg b/src/assets/react.svg new file mode 100644 index 0000000000000000000000000000000000000000..6c87de9bb3358469122cc991d5cf578927246184 --- /dev/null +++ b/src/assets/react.svg @@ -0,0 +1 @@ + \ No newline at end of file diff --git a/src/components/Achievement.jsx b/src/components/Achievement.jsx new file mode 100644 index 0000000000000000000000000000000000000000..75f226b4356c051044b0cfa9cc81994c296b849b --- /dev/null +++ b/src/components/Achievement.jsx @@ -0,0 +1,245 @@ +import React, { useState, useEffect } from 'react'; + +function Achievement() { + const [stats, setStats] = useState({ + total_sessions: 0, + total_focus_time: 0, + avg_focus_score: 0, + streak_days: 0 + }); + const [badges, setBadges] = useState([]); + const [loading, setLoading] = useState(true); + + // 格式化时间显示 + const formatTime = (seconds) => { + const hours = Math.floor(seconds / 3600); + const minutes = Math.floor((seconds % 3600) / 60); + if (hours > 0) return `${hours}h ${minutes}m`; + return `${minutes}m`; + }; + + // 加载统计数据 + useEffect(() => { + fetch('/api/stats/summary') + .then(res => res.json()) + .then(data => { + setStats(data); + calculateBadges(data); + setLoading(false); + }) + .catch(err => { + console.error('Failed to load stats:', err); + setLoading(false); + }); + }, []); + + // 根据统计数据计算徽章 + const calculateBadges = (data) => { + const earnedBadges = []; + + // 首次会话徽章 + if (data.total_sessions >= 1) { + earnedBadges.push({ + id: 'first-session', + name: 'First Step', + description: 'Complete your first focus session', + icon: '🎯', + unlocked: true + }); + } + + // 10次会话徽章 + if (data.total_sessions >= 10) { + earnedBadges.push({ + id: 'ten-sessions', + name: 'Getting Started', + description: 'Complete 10 focus sessions', + icon: '⭐', + unlocked: true + }); + } + + // 50次会话徽章 + if (data.total_sessions >= 50) { + earnedBadges.push({ + id: 'fifty-sessions', + name: 'Dedicated', + description: 'Complete 50 focus sessions', + icon: '🏆', + unlocked: true + }); + } + + // 专注大师徽章 (平均专注度 > 80%) + if (data.avg_focus_score >= 0.8 && data.total_sessions >= 5) { + earnedBadges.push({ + id: 'focus-master', + name: 'Focus Master', + description: 'Maintain 80%+ average focus score', + icon: '🧠', + unlocked: true + }); + } + + // 连续天数徽章 + if (data.streak_days >= 7) { + earnedBadges.push({ + id: 'week-streak', + name: 'Week Warrior', + description: '7 day streak', + icon: '🔥', + unlocked: true + }); + } + + if (data.streak_days >= 30) { + earnedBadges.push({ + id: 'month-streak', + name: 'Month Master', + description: '30 day streak', + icon: '💎', + unlocked: true + }); + } + + // 时长徽章 (10小时+) + if (data.total_focus_time >= 36000) { + earnedBadges.push({ + id: 'ten-hours', + name: 'Endurance', + description: '10+ hours total focus time', + icon: '⏱️', + unlocked: true + }); + } + + // 未解锁徽章(示例) + const allBadges = [ + { + id: 'first-session', + name: 'First Step', + description: 'Complete your first focus session', + icon: '🎯', + unlocked: data.total_sessions >= 1 + }, + { + id: 'ten-sessions', + name: 'Getting Started', + description: 'Complete 10 focus sessions', + icon: '⭐', + unlocked: data.total_sessions >= 10 + }, + { + id: 'fifty-sessions', + name: 'Dedicated', + description: 'Complete 50 focus sessions', + icon: '🏆', + unlocked: data.total_sessions >= 50 + }, + { + id: 'focus-master', + name: 'Focus Master', + description: 'Maintain 80%+ average focus score', + icon: '🧠', + unlocked: data.avg_focus_score >= 0.8 && data.total_sessions >= 5 + }, + { + id: 'week-streak', + name: 'Week Warrior', + description: '7 day streak', + icon: '🔥', + unlocked: data.streak_days >= 7 + }, + { + id: 'month-streak', + name: 'Month Master', + description: '30 day streak', + icon: '💎', + unlocked: data.streak_days >= 30 + }, + { + id: 'ten-hours', + name: 'Endurance', + description: '10+ hours total focus time', + icon: '⏱️', + unlocked: data.total_focus_time >= 36000 + }, + { + id: 'hundred-sessions', + name: 'Centurion', + description: 'Complete 100 focus sessions', + icon: '👑', + unlocked: data.total_sessions >= 100 + } + ]; + + setBadges(allBadges); + }; + + return ( +
+

My Achievement

+ + {loading ? ( +
+ Loading stats... +
+ ) : ( + <> +
+
+
{stats.total_sessions}
+
Total Sessions
+
+
+
{formatTime(stats.total_focus_time)}
+
Total Focus Time
+
+
+
{(stats.avg_focus_score * 100).toFixed(1)}%
+
Average Focus
+
+
+
{stats.streak_days}
+
Day Streak
+
+
+ +
+

Badges

+
+ {badges.map(badge => ( +
+
+ {badge.unlocked ? badge.icon : '🔒'} +
+
+ {badge.name} +
+
+ {badge.description} +
+
+ ))} +
+
+ + )} +
+ ); +} + +export default Achievement; diff --git a/src/components/Customise.jsx b/src/components/Customise.jsx new file mode 100644 index 0000000000000000000000000000000000000000..7d8c2cc1ce077d23ee60436381ef8a13bd1ae7e6 --- /dev/null +++ b/src/components/Customise.jsx @@ -0,0 +1,223 @@ +import React, { useState, useEffect, useRef } from 'react'; + +function Customise() { + const [sensitivity, setSensitivity] = useState(6); + const [frameRate, setFrameRate] = useState(30); + const [notificationsEnabled, setNotificationsEnabled] = useState(true); + const [threshold, setThreshold] = useState(30); + + // 引用隐藏的文件输入框 + const fileInputRef = useRef(null); + + // 1. 加载设置 + useEffect(() => { + fetch('/api/settings') + .then(res => res.json()) + .then(data => { + if (data) { + if (data.sensitivity) setSensitivity(data.sensitivity); + if (data.frame_rate) setFrameRate(data.frame_rate); + if (data.notification_threshold) setThreshold(data.notification_threshold); + if (data.notification_enabled !== undefined) setNotificationsEnabled(data.notification_enabled); + } + }) + .catch(err => console.error("Failed to load settings", err)); + }, []); + + // 2. 保存设置 + const handleSave = async () => { + const settings = { + sensitivity: parseInt(sensitivity), + frame_rate: parseInt(frameRate), + notification_enabled: notificationsEnabled, + notification_threshold: parseInt(threshold) + }; + + try { + const response = await fetch('/api/settings', { + method: 'PUT', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify(settings) + }); + if (response.ok) alert("Settings saved successfully!"); + else alert("Failed to save settings."); + } catch (error) { + alert("Error saving settings: " + error.message); + } + }; + + // 3. 导出数据 (Export) + const handleExport = async () => { + try { + // 请求获取所有历史记录 + const response = await fetch('/api/sessions?filter=all'); + if (!response.ok) throw new Error("Failed to fetch data"); + + const data = await response.json(); + + // 创建 JSON Blob + const jsonString = JSON.stringify(data, null, 2); + // 在浏览器缓存里存一份 + localStorage.setItem('focus_magic_backup', jsonString); + + const blob = new Blob([jsonString], { type: 'application/json' }); + + // 创建临时下载链接 + const url = URL.createObjectURL(blob); + const link = document.createElement('a'); + link.href = url; + // 文件名包含当前日期 + link.download = `focus-guard-backup-${new Date().toISOString().slice(0, 10)}.json`; + + // 触发下载 + document.body.appendChild(link); + link.click(); + + // 清理 + document.body.removeChild(link); + URL.revokeObjectURL(url); + } catch (error) { + console.error(error); + alert("Export failed: " + error.message); + } + }; + + // 4. 触发导入文件选择 + const triggerImport = () => { + fileInputRef.current.click(); + }; + + // 5. 处理文件导入 (Import) + const handleFileChange = async (event) => { + const file = event.target.files[0]; + if (!file) return; + + const reader = new FileReader(); + reader.onload = async (e) => { + try { + const content = e.target.result; + const sessions = JSON.parse(content); + + // 简单的验证:确保它是一个数组 + if (!Array.isArray(sessions)) { + throw new Error("Invalid file format: Expected a list of sessions."); + } + + // 发送给后端进行存储 + const response = await fetch('/api/import', { + method: 'POST', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify(sessions) + }); + + if (response.ok) { + const result = await response.json(); + alert(`Success! Imported ${result.count} sessions.`); + } else { + alert("Import failed on server side."); + } + } catch (err) { + alert("Error parsing file: " + err.message); + } + // 清空 input,允许重复上传同一个文件 + event.target.value = ''; + }; + reader.readAsText(file); + }; + + // 6. 清除历史 (Clear History) + const handleClearHistory = async () => { + if (!window.confirm("Are you sure? This will delete ALL your session history permanently.")) { + return; + } + + try { + const response = await fetch('/api/history', { method: 'DELETE' }); + if (response.ok) { + alert("All history has been cleared."); + } else { + alert("Failed to clear history."); + } + } catch (err) { + alert("Error: " + err.message); + } + }; + + return ( +
+

Customise

+ +
+ {/* Detection Settings */} +
+

Detection Settings

+
+ +
+ setSensitivity(e.target.value)} /> + {sensitivity} +
+

Higher values require stricter focus criteria

+
+
+ +
+ setFrameRate(e.target.value)} /> + {frameRate} FPS +
+
+
+ + {/* Notifications */} +
+

Notifications

+
+ +
+
+ + setThreshold(e.target.value)} min="5" max="300" /> +
+
+ + {/* Data Management */} +
+

Data Management

+ + {/* 隐藏的文件输入框,只接受 json */} + + +
+ {/* Export 按钮 */} + + + {/* Import 按钮 */} + + + {/* Clear 按钮 */} + +
+
+ + +
+
+ ); +} + +export default Customise; diff --git a/src/components/FocusPage.jsx b/src/components/FocusPage.jsx new file mode 100644 index 0000000000000000000000000000000000000000..1e3aa2dfe50134015cb21d65b07a58d3564a9d9f --- /dev/null +++ b/src/components/FocusPage.jsx @@ -0,0 +1,264 @@ +import React, { useState, useEffect } from 'react'; + +function FocusPage({ videoManager, sessionResult, setSessionResult, isActive, displayVideoRef }) { + const [currentFrame, setCurrentFrame] = useState(30); + const [timelineEvents, setTimelineEvents] = useState([]); + + const videoRef = displayVideoRef; + + // 辅助函数:格式化时间 + const formatDuration = (seconds) => { + // 如果是 0,直接显示 0s (或者你可以保留原来的 0m 0s) + if (seconds === 0) return "0s"; + + const mins = Math.floor(seconds / 60); + const secs = Math.floor(seconds % 60); + return `${mins}m ${secs}s`; + }; + + useEffect(() => { + if (!videoManager) return; + + // 设置回调函数来更新时间轴 + const originalOnStatusUpdate = videoManager.callbacks.onStatusUpdate; + videoManager.callbacks.onStatusUpdate = (isFocused) => { + setTimelineEvents(prev => { + const newEvents = [...prev, { isFocused, timestamp: Date.now() }]; + if (newEvents.length > 60) newEvents.shift(); + return newEvents; + }); + // 调用原始回调(如果有) + if (originalOnStatusUpdate) originalOnStatusUpdate(isFocused); + }; + + // 清理函数:不再自动停止session,只清理回调 + return () => { + if (videoManager) { + videoManager.callbacks.onStatusUpdate = originalOnStatusUpdate; + } + }; + }, [videoManager]); + + const handleStart = async () => { + try { + if (videoManager) { + setSessionResult(null); // 开始时清除结果层 + setTimelineEvents([]); + + console.log('🎬 Initializing camera...'); + await videoManager.initCamera(videoRef.current); + console.log('✅ Camera initialized'); + + console.log('🚀 Starting streaming...'); + await videoManager.startStreaming(); + console.log('✅ Streaming started successfully'); + } + } catch (err) { + console.error('❌ Start error:', err); + let errorMessage = "Failed to start: "; + + if (err.name === 'NotAllowedError') { + errorMessage += "Camera permission denied. Please allow camera access."; + } else if (err.name === 'NotFoundError') { + errorMessage += "No camera found. Please connect a camera."; + } else if (err.name === 'NotReadableError') { + errorMessage += "Camera is already in use by another application."; + } else if (err.message && err.message.includes('HTTPS')) { + errorMessage += "Camera requires HTTPS. Please use a secure connection."; + } else { + errorMessage += err.message || "Unknown error occurred."; + } + + alert(errorMessage + "\n\nCheck browser console for details."); + } + }; + + const handleStop = () => { + if (videoManager) { + videoManager.stopStreaming(); + } + }; + + const handlePiP = async () => { + try { + const sourceVideoEl = videoRef.current; + if (!sourceVideoEl) { + alert('Video not ready. Please click Start first.'); + return; + } + + if (document.pictureInPictureElement) { + await document.exitPictureInPicture(); + return; + } + + sourceVideoEl.disablePictureInPicture = false; + + if (typeof sourceVideoEl.webkitSetPresentationMode === 'function') { + sourceVideoEl.play().catch(() => {}); + sourceVideoEl.webkitSetPresentationMode('picture-in-picture'); + return; + } + + if (!document.pictureInPictureEnabled || typeof sourceVideoEl.requestPictureInPicture !== 'function') { + alert('Picture-in-Picture is not supported in this browser.'); + return; + } + + const pipPromise = sourceVideoEl.requestPictureInPicture(); + sourceVideoEl.play().catch(() => {}); + await pipPromise; + } catch (err) { + console.error('PiP error:', err); + alert('Failed to enter Picture-in-Picture.'); + } + }; + + // 浮窗功能 + const handleFloatingWindow = () => { + handlePiP(); + }; + + // ========================================== + // 新增功能:预览按钮的处理函数 + // ========================================== + const handlePreview = () => { + // 强制设置一个 0 分 0 秒的假数据,触发 overlay 显示 + setSessionResult({ + duration_seconds: 0, + focus_score: 0 + }); + }; + + const handleCloseOverlay = () => { + setSessionResult(null); + }; + // ========================================== + + const handleFrameChange = (val) => { + setCurrentFrame(val); + if (videoManager) { + videoManager.setFrameRate(val); + } + }; + + const pageStyle = isActive + ? undefined + : { + position: 'absolute', + width: '1px', + height: '1px', + overflow: 'hidden', + opacity: 0, + pointerEvents: 'none' + }; + + return ( +
+ {/* 1. Camera / Display Area */} +
+
+ + {/* 2. Timeline Area */} +
+
Timeline
+
+ {timelineEvents.map((event, index) => ( +
+ ))} +
+
+
+ + {/* 3. Control Buttons */} +
+ + + + {/* 修改:把 Models 按钮暂时改成 Preview 按钮,或者加在它后面 */} + + + +
+ + {/* 4. Frame Control */} +
+ + handleFrameChange(e.target.value)} + /> + handleFrameChange(e.target.value)} + /> +
+
+ ); +} + +export default FocusPage; diff --git a/src/components/FocusPageLocal.jsx b/src/components/FocusPageLocal.jsx new file mode 100644 index 0000000000000000000000000000000000000000..d4b4d08371b2259291f4d86e764d54b9d7d3e8f5 --- /dev/null +++ b/src/components/FocusPageLocal.jsx @@ -0,0 +1,520 @@ +import React, { useState, useEffect, useRef } from 'react'; + +function FocusPageLocal({ videoManager, sessionResult, setSessionResult, isActive }) { + const [currentFrame, setCurrentFrame] = useState(15); + const [timelineEvents, setTimelineEvents] = useState([]); + const [stats, setStats] = useState(null); + const [availableModels, setAvailableModels] = useState([]); + const [currentModel, setCurrentModel] = useState('mlp'); + + const localVideoRef = useRef(null); + const displayCanvasRef = useRef(null); + const pipVideoRef = useRef(null); // 用于 PiP 的隐藏 video 元素 + const pipStreamRef = useRef(null); + + // 辅助函数:格式化时间 + const formatDuration = (seconds) => { + if (seconds === 0) return "0s"; + const mins = Math.floor(seconds / 60); + const secs = Math.floor(seconds % 60); + return `${mins}m ${secs}s`; + }; + + useEffect(() => { + if (!videoManager) return; + + // 设置回调函数来更新时间轴 + const originalOnStatusUpdate = videoManager.callbacks.onStatusUpdate; + videoManager.callbacks.onStatusUpdate = (isFocused) => { + setTimelineEvents(prev => { + const newEvents = [...prev, { isFocused, timestamp: Date.now() }]; + if (newEvents.length > 60) newEvents.shift(); + return newEvents; + }); + if (originalOnStatusUpdate) originalOnStatusUpdate(isFocused); + }; + + // 定期更新统计信息 + const statsInterval = setInterval(() => { + if (videoManager && videoManager.getStats) { + setStats(videoManager.getStats()); + } + }, 1000); + + return () => { + if (videoManager) { + videoManager.callbacks.onStatusUpdate = originalOnStatusUpdate; + } + clearInterval(statsInterval); + }; + }, [videoManager]); + + // Fetch available models on mount + useEffect(() => { + fetch('/api/models') + .then(res => res.json()) + .then(data => { + if (data.available) setAvailableModels(data.available); + if (data.current) setCurrentModel(data.current); + }) + .catch(err => console.error('Failed to fetch models:', err)); + }, []); + + const handleModelChange = async (modelName) => { + try { + const res = await fetch('/api/settings', { + method: 'PUT', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify({ model_name: modelName }) + }); + const result = await res.json(); + if (result.updated) { + setCurrentModel(modelName); + } + } catch (err) { + console.error('Failed to switch model:', err); + } + }; + + const handleStart = async () => { + try { + if (videoManager) { + setSessionResult(null); + setTimelineEvents([]); + + console.log('Initializing local camera...'); + await videoManager.initCamera(localVideoRef.current, displayCanvasRef.current); + console.log('Camera initialized'); + + console.log('Starting local streaming...'); + await videoManager.startStreaming(); + console.log('Streaming started successfully'); + } + } catch (err) { + console.error('Start error:', err); + let errorMessage = "Failed to start: "; + + if (err.name === 'NotAllowedError') { + errorMessage += "Camera permission denied. Please allow camera access."; + } else if (err.name === 'NotFoundError') { + errorMessage += "No camera found. Please connect a camera."; + } else if (err.name === 'NotReadableError') { + errorMessage += "Camera is already in use by another application."; + } else { + errorMessage += err.message || "Unknown error occurred."; + } + + alert(errorMessage + "\n\nCheck browser console for details."); + } + }; + + const handleStop = async () => { + if (videoManager) { + videoManager.stopStreaming(); + } + try { + if (document.pictureInPictureElement === pipVideoRef.current) { + await document.exitPictureInPicture(); + } + } catch (_) {} + if (pipVideoRef.current) { + pipVideoRef.current.pause(); + pipVideoRef.current.srcObject = null; + } + if (pipStreamRef.current) { + pipStreamRef.current.getTracks().forEach(t => t.stop()); + pipStreamRef.current = null; + } + }; + + const handlePiP = async () => { + try { + // 检查是否有视频管理器和是否在运行 + if (!videoManager || !videoManager.isStreaming) { + alert('Please start the video first.'); + return; + } + + if (!displayCanvasRef.current) { + alert('Video not ready.'); + return; + } + + // 如果已经在 PiP 模式,且是本视频,退出 + if (document.pictureInPictureElement === pipVideoRef.current) { + await document.exitPictureInPicture(); + console.log('PiP exited'); + return; + } + + // 检查浏览器支持 + if (!document.pictureInPictureEnabled) { + alert('Picture-in-Picture is not supported in this browser.'); + return; + } + + // 创建或获取 PiP video 元素 + const pipVideo = pipVideoRef.current; + if (!pipVideo) { + alert('PiP video element not ready.'); + return; + } + + const isSafariPiP = typeof pipVideo.webkitSetPresentationMode === 'function'; + + // 优先用画布流(带检测框),失败再回退到摄像头流 + let stream = pipStreamRef.current; + if (!stream) { + const capture = displayCanvasRef.current.captureStream; + if (typeof capture === 'function') { + stream = capture.call(displayCanvasRef.current, 30); + } + if (!stream || stream.getTracks().length === 0) { + const cameraStream = localVideoRef.current?.srcObject; + if (!cameraStream) { + alert('Camera stream not ready.'); + return; + } + stream = cameraStream; + } + pipStreamRef.current = stream; + } + + // 确保流有轨道 + if (!stream || stream.getTracks().length === 0) { + alert('Failed to capture video stream from canvas.'); + return; + } + + pipVideo.srcObject = stream; + + // 播放视频(Safari 可能不会触发 onloadedmetadata) + if (pipVideo.readyState < 2) { + await new Promise((resolve) => { + const onReady = () => { + pipVideo.removeEventListener('loadeddata', onReady); + pipVideo.removeEventListener('canplay', onReady); + resolve(); + }; + pipVideo.addEventListener('loadeddata', onReady); + pipVideo.addEventListener('canplay', onReady); + // 兜底:短延迟后继续尝试 + setTimeout(resolve, 600); + }); + } + + try { + await pipVideo.play(); + } catch (_) { + // Safari 可能拒绝自动播放,但仍可进入 PiP + } + + // Safari 支持(优先) + if (isSafariPiP) { + try { + pipVideo.webkitSetPresentationMode('picture-in-picture'); + console.log('PiP activated (Safari)'); + return; + } catch (e) { + // 如果画布流失败,回退到摄像头流再试一次 + const cameraStream = localVideoRef.current?.srcObject; + if (cameraStream && cameraStream !== pipVideo.srcObject) { + pipVideo.srcObject = cameraStream; + try { + await pipVideo.play(); + } catch (_) {} + pipVideo.webkitSetPresentationMode('picture-in-picture'); + console.log('PiP activated (Safari fallback)'); + return; + } + throw e; + } + } + + // 标准 API + if (typeof pipVideo.requestPictureInPicture === 'function') { + await pipVideo.requestPictureInPicture(); + console.log('PiP activated'); + } else { + alert('Picture-in-Picture is not supported in this browser.'); + } + + } catch (err) { + console.error('PiP error:', err); + alert('Failed to enter Picture-in-Picture: ' + err.message); + } + }; + + const handleFloatingWindow = () => { + handlePiP(); + }; + + const handleFrameChange = (val) => { + const rate = parseInt(val); + setCurrentFrame(rate); + if (videoManager) { + videoManager.setFrameRate(rate); + } + }; + + const handlePreview = () => { + if (!videoManager || !videoManager.isStreaming) { + alert('Please start a session first.'); + return; + } + + // 获取当前统计数据 + const currentStats = videoManager.getStats(); + + if (!currentStats.sessionId) { + alert('No active session.'); + return; + } + + // 计算当前持续时间(从 session 开始到现在) + const sessionDuration = Math.floor((Date.now() - (videoManager.sessionStartTime || Date.now())) / 1000); + + // 计算当前专注分数 + const focusScore = currentStats.framesProcessed > 0 + ? (currentStats.framesProcessed * (currentStats.currentStatus ? 1 : 0)) / currentStats.framesProcessed + : 0; + + // 显示当前实时数据 + setSessionResult({ + duration_seconds: sessionDuration, + focus_score: focusScore, + total_frames: currentStats.framesProcessed, + focused_frames: Math.floor(currentStats.framesProcessed * focusScore) + }); + }; + + const handleCloseOverlay = () => { + setSessionResult(null); + }; + + const pageStyle = isActive + ? undefined + : { + position: 'absolute', + width: '1px', + height: '1px', + overflow: 'hidden', + opacity: 0, + pointerEvents: 'none' + }; + + useEffect(() => { + return () => { + if (pipVideoRef.current) { + pipVideoRef.current.pause(); + pipVideoRef.current.srcObject = null; + } + if (pipStreamRef.current) { + pipStreamRef.current.getTracks().forEach(t => t.stop()); + pipStreamRef.current = null; + } + }; + }, []); + + return ( +
+ {/* 1. Camera / Display Area */} +
+ {/* 用于 PiP 的隐藏 video 元素(保持在 DOM 以提高兼容性) */} +
+ + {/* 2. Model Selector */} + {availableModels.length > 0 && ( +
+ Model: + {availableModels.map(name => ( + + ))} +
+ )} + + {/* 3. Timeline Area */} +
+
Timeline
+
+ {timelineEvents.map((event, index) => ( +
+ ))} +
+
+
+ + {/* 4. Control Buttons */} +
+ + + + + + + +
+ + {/* 5. Frame Control */} +
+ + handleFrameChange(e.target.value)} + /> + handleFrameChange(e.target.value)} + /> +
+
+ ); +} + +export default FocusPageLocal; diff --git a/src/components/Help.jsx b/src/components/Help.jsx new file mode 100644 index 0000000000000000000000000000000000000000..d556af0fdfe546f1f6fad5ee26fab0b459269b51 --- /dev/null +++ b/src/components/Help.jsx @@ -0,0 +1,90 @@ +import React from 'react'; + +function Help() { + return ( +
+

Help

+ +
+
+

How to Use Focus Guard

+
    +
  1. Navigate to the Focus page from the menu
  2. +
  3. Allow camera access when prompted
  4. +
  5. Click the green "Start" button to begin monitoring
  6. +
  7. Position yourself in front of the camera
  8. +
  9. The system will track your focus in real-time using face mesh analysis
  10. +
  11. Use the model selector to switch between detection models (MLP, XGBoost, Geometric, Hybrid)
  12. +
  13. Click "Stop" when you're done to save the session
  14. +
+
+ +
+

What is "Focused"?

+

The system considers you focused when:

+
    +
  • Your face is detected and visible in the camera frame
  • +
  • Your head is oriented toward the screen (low yaw/pitch deviation)
  • +
  • Your eyes are open and gaze is directed forward
  • +
  • You are not yawning
  • +
+

The system uses MediaPipe Face Mesh to extract 478 facial landmarks, then computes features like head pose, eye aspect ratio (EAR), gaze offset, PERCLOS, and blink rate to determine focus.

+
+ +
+

Available Models

+

MLP: Neural network trained on extracted facial features. Good balance of speed and accuracy.

+

XGBoost: Gradient-boosted tree model using 10 selected features. Strong on tabular data with fast inference.

+

Geometric: Rule-based scoring using head pose and eye openness. No ML model needed, lightweight.

+

Hybrid: Combines MLP predictions with geometric scoring for robust results.

+
+ +
+

Adjusting Settings

+

Frame Rate: Controls how many frames per second are sent for analysis. Recommended: 15-30 FPS. Minimum is 10 FPS to ensure temporal features (blink rate, PERCLOS) remain accurate.

+

Model Selection: Switch models in real-time using the pill buttons above the timeline. Different models may perform better depending on your lighting and setup.

+
+ +
+

Privacy & Data

+

Video frames are processed in real-time on the server and are never stored. Only focus status metadata (timestamps, confidence scores) is saved to the session database. Sessions can be viewed in History and exported or cleared at any time.

+
+ +
+

FAQ

+
+ Why is my focus score low? +

Ensure good lighting so the face mesh can detect your landmarks clearly. Face the camera directly and avoid large head movements. Try switching to a different model if one isn't working well for your setup.

+
+
+ Can I use this without a camera? +

No, camera access is required. The system relies on real-time face landmark detection to determine focus.

+
+
+ Does this work on mobile? +

Yes, it works on mobile browsers that support camera access and WebSocket connections. Performance depends on your device and network speed.

+
+
+ Is my data private? +

Yes. No video frames are stored. Processing happens in real-time and only metadata (focus/unfocused status, confidence, timestamps) is saved.

+
+
+ Why does the face mesh lag behind my movements? +

The face mesh overlay updates each time the server returns a detection result. The camera feed itself renders at 60fps locally. Any visible lag depends on network latency and server processing time.

+
+
+ +
+

Technical Info

+

Face Detection: MediaPipe Face Mesh (478 landmarks)

+

Feature Extraction: Head pose (yaw/pitch/roll), EAR, MAR, gaze offset, PERCLOS, blink rate

+

ML Models: MLP (scikit-learn), XGBoost, Geometric, Hybrid

+

Storage: SQLite database

+

Framework: FastAPI + React (Vite) + WebSocket

+
+
+
+ ); +} + +export default Help; diff --git a/src/components/Home.jsx b/src/components/Home.jsx new file mode 100644 index 0000000000000000000000000000000000000000..f6ac0adb821876c0b5099fe4c63120062e9d0cde --- /dev/null +++ b/src/components/Home.jsx @@ -0,0 +1,126 @@ +import React, { useRef } from 'react'; + +function Home({ setActiveTab, role, setRole }) { + const fileInputRef = useRef(null); + + // 1. 开始新生活 + const handleNewStart = async () => { + await fetch('/api/history', { method: 'DELETE' }); + setActiveTab('focus'); + }; + + // 2. 自动导入 (使用缓存魔术) + const handleAutoImport = async () => { + const backup = localStorage.getItem('focus_magic_backup'); + if (backup) { + try { + const sessions = JSON.parse(backup); + const response = await fetch('/api/import', { + method: 'POST', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify(sessions) + }); + if (response.ok) { + alert("Auto-recovery successful!"); + } else { + alert("Auto-recovery failed."); + } + } catch (err) { + alert("Error: " + err.message); + } + } else { + alert("No previous backup found. Please use Manual Import."); + } + }; + + // 3. 手动导入 + const handleFileChange = async (event) => { + const file = event.target.files[0]; + if (!file) return; + const reader = new FileReader(); + reader.onload = async (e) => { + try { + const sessions = JSON.parse(e.target.result); + const response = await fetch('/api/import', { + method: 'POST', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify(sessions) + }); + if (response.ok) { + alert("Import successful!"); + } + } catch (err) { + alert("Error: " + err.message); + } + event.target.value = ''; + }; + reader.readAsText(file); + }; + + // 4. 切换 Admin/User 模式 + const handleAdminToggle = async () => { + if (role === 'admin') { + if (window.confirm("Switch back to User mode? Current data will be cleared.")) { + await fetch('/api/history', { method: 'DELETE' }); + setRole('user'); + alert("Switched to User mode."); + } + } else { + const pwd = window.prompt("Enter Admin Password:"); + if (pwd === "123") { + try { + await fetch('/api/history', { method: 'DELETE' }); + const res = await fetch('/test_data.json'); + if (!res.ok) throw new Error("test_data.json not found"); + const testData = await res.json(); + const importRes = await fetch('/api/import', { + method: 'POST', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify(testData) + }); + if (importRes.ok) { + setRole('admin'); + alert("Admin mode activated!"); + } + } catch (error) { + alert("Admin login failed: " + error.message); + } + } else if (pwd !== null) { + alert("Incorrect password!"); + } + } + }; + + return ( +
+

FocusGuard

+

Your productivity monitor assistant.

+ + {/* 🔪 把隐藏的上传框放在网格外面,绝对不让它占格子! */} + + + {/* 使用全新的 2x2 网格容器,里面只放 4 个纯净的按钮 */} +
+ + + + + + + + + +
+
+ ); +} + +export default Home; \ No newline at end of file diff --git a/src/components/Records.jsx b/src/components/Records.jsx new file mode 100644 index 0000000000000000000000000000000000000000..c67f4d8f51182928b046c682a4fe6dc4d571cf2f --- /dev/null +++ b/src/components/Records.jsx @@ -0,0 +1,312 @@ +import React, { useState, useEffect, useRef } from 'react'; + +function Records() { + const [filter, setFilter] = useState('all'); + const [sessions, setSessions] = useState([]); + const [loading, setLoading] = useState(false); + const chartRef = useRef(null); + + // 格式化时间 + const formatDuration = (seconds) => { + const mins = Math.floor(seconds / 60); + const secs = seconds % 60; + return `${mins}m ${secs}s`; + }; + + // 格式化日期 + const formatDate = (dateString) => { + const date = new Date(dateString); + return date.toLocaleDateString('en-US', { + month: 'short', + day: 'numeric', + hour: '2-digit', + minute: '2-digit' + }); + }; + + // 加载会话数据 + const loadSessions = async (filterType) => { + setLoading(true); + try { + const response = await fetch(`/api/sessions?filter=${filterType}&limit=50`); + const data = await response.json(); + setSessions(data); + drawChart(data); + } catch (error) { + console.error('Failed to load sessions:', error); + } finally { + setLoading(false); + } + }; + + // 绘制图表 + const drawChart = (data) => { + const canvas = chartRef.current; + if (!canvas) return; + + const ctx = canvas.getContext('2d'); + const width = canvas.width = canvas.offsetWidth; + const height = canvas.height = 300; + + // 清空画布 + ctx.clearRect(0, 0, width, height); + + if (data.length === 0) { + ctx.fillStyle = '#999'; + ctx.font = '16px Nunito'; + ctx.textAlign = 'center'; + ctx.fillText('No data available', width / 2, height / 2); + return; + } + + // 准备数据 (最多显示最近20个会话) + const displayData = data.slice(0, 20).reverse(); + const padding = 50; + const chartWidth = width - padding * 2; + const chartHeight = height - padding * 2; + const barWidth = chartWidth / displayData.length; + + // 找到最大值用于缩放 + const maxScore = 1.0; + + // 绘制坐标轴 + ctx.strokeStyle = '#E0E0E0'; + ctx.lineWidth = 2; + ctx.beginPath(); + ctx.moveTo(padding, padding); + ctx.lineTo(padding, height - padding); + ctx.lineTo(width - padding, height - padding); + ctx.stroke(); + + // 绘制Y轴刻度 + ctx.fillStyle = '#666'; + ctx.font = '12px Nunito'; + ctx.textAlign = 'right'; + for (let i = 0; i <= 4; i++) { + const y = height - padding - (chartHeight * i / 4); + const value = (maxScore * i / 4 * 100).toFixed(0); + ctx.fillText(value + '%', padding - 10, y + 4); + + // 绘制网格线 + ctx.strokeStyle = '#F0F0F0'; + ctx.lineWidth = 1; + ctx.beginPath(); + ctx.moveTo(padding, y); + ctx.lineTo(width - padding, y); + ctx.stroke(); + } + + // 绘制柱状图 + displayData.forEach((session, index) => { + const barHeight = (session.focus_score / maxScore) * chartHeight; + const x = padding + index * barWidth + barWidth * 0.1; + const y = height - padding - barHeight; + const barActualWidth = barWidth * 0.8; + + // 根据分数设置颜色 - 使用蓝色主题 + const score = session.focus_score; + let color; + if (score >= 0.8) color = '#4A90E2'; + else if (score >= 0.6) color = '#5DADE2'; + else if (score >= 0.4) color = '#85C1E9'; + else color = '#AED6F1'; + + ctx.fillStyle = color; + ctx.fillRect(x, y, barActualWidth, barHeight); + + // 绘制边框 + ctx.strokeStyle = color; + ctx.lineWidth = 1; + ctx.strokeRect(x, y, barActualWidth, barHeight); + }); + + // 绘制图例 + ctx.textAlign = 'left'; + ctx.font = 'bold 14px Nunito'; + ctx.fillStyle = '#4A90E2'; + ctx.fillText('Focus Score by Session', padding, 30); + }; + + // 初始加载 + useEffect(() => { + loadSessions(filter); + }, [filter]); + + // 处理筛选按钮点击 + const handleFilterClick = (filterType) => { + setFilter(filterType); + }; + + // 查看详情 + const handleViewDetails = (sessionId) => { + // 这里可以实现查看详情的功能,比如弹窗显示该会话的详细信息 + alert(`View details for session ${sessionId}\n(Feature can be extended later)`); + }; + + return ( +
+

My Records

+ +
+ + + + +
+ +
+ +
+ +
+

Recent Sessions

+ {loading ? ( +
+ Loading sessions... +
+ ) : sessions.length === 0 ? ( +
+ No sessions found for this period. +
+ ) : ( + + + + + + + + + + + {sessions.map((session, index) => ( + + + + + + + ))} + +
DateDurationFocus ScoreAction
{formatDate(session.start_time)}{formatDuration(session.duration_seconds)} + = 0.8 + ? '#28a745' + : session.focus_score >= 0.6 + ? '#ffc107' + : session.focus_score >= 0.4 + ? '#fd7e14' + : '#dc3545', + fontWeight: '600', + fontSize: '13px' + }} + > + {(session.focus_score * 100).toFixed(1)}% + + + +
+ )} +
+
+ ); +} + +export default Records; diff --git a/src/index.css b/src/index.css new file mode 100644 index 0000000000000000000000000000000000000000..ca727baa471177072244562a5891a13e566ded7a --- /dev/null +++ b/src/index.css @@ -0,0 +1,73 @@ +:root { + font-family: system-ui, Avenir, Helvetica, Arial, sans-serif; + line-height: 1.5; + font-weight: 400; + + color-scheme: light dark; + color: rgba(255, 255, 255, 0.87); + background-color: #242424; + + font-synthesis: none; + text-rendering: optimizeLegibility; + -webkit-font-smoothing: antialiased; + -moz-osx-font-smoothing: grayscale; +} + +a { + font-weight: 500; + color: #646cff; + text-decoration: inherit; +} + +a:hover { + color: #535bf2; +} + +body { + margin: 0; + display: flex; + place-items: center; + min-width: 320px; + min-height: 100vh; +} + +h1 { + font-size: 3.2em; + line-height: 1.1; +} + +button { + border-radius: 8px; + border: 1px solid transparent; + padding: 0.6em 1.2em; + font-size: 1em; + font-weight: 500; + font-family: inherit; + background-color: #1a1a1a; + cursor: pointer; + transition: border-color 0.25s; +} + +button:hover { + border-color: #646cff; +} + +button:focus, +button:focus-visible { + outline: 4px auto -webkit-focus-ring-color; +} + +@media (prefers-color-scheme: light) { + :root { + color: #213547; + background-color: #ffffff; + } + + a:hover { + color: #747bff; + } + + button { + background-color: #f9f9f9; + } +} \ No newline at end of file diff --git a/src/main.jsx b/src/main.jsx new file mode 100644 index 0000000000000000000000000000000000000000..b9a1a6deac8775b5598874b2bc3c7971d82cf211 --- /dev/null +++ b/src/main.jsx @@ -0,0 +1,10 @@ +import { StrictMode } from 'react' +import { createRoot } from 'react-dom/client' +import './index.css' +import App from './App.jsx' + +createRoot(document.getElementById('root')).render( + + + , +) diff --git a/src/utils/VideoManager.js b/src/utils/VideoManager.js new file mode 100644 index 0000000000000000000000000000000000000000..7cf2e7bbdf5f4a4f06843c31891c7930a53034ae --- /dev/null +++ b/src/utils/VideoManager.js @@ -0,0 +1,353 @@ +// src/utils/VideoManager.js + +export class VideoManager { + constructor(callbacks) { + // callbacks 用于通知 React 组件更新界面 + // 例如: onStatusUpdate, onSessionStart, onSessionEnd + this.callbacks = callbacks || {}; + + this.videoElement = null; // 显示后端处理后的视频 + this.stream = null; // 本地摄像头流 + this.pc = null; + this.dataChannel = null; + + this.isStreaming = false; + this.sessionId = null; + this.frameRate = 30; + + // 状态平滑处理 + this.currentStatus = false; + this.statusBuffer = []; + this.bufferSize = 5; + + // 检测数据 + this.latestDetectionData = null; + this.lastConfidence = 0; + this.detectionHoldMs = 30; + + // 通知系统 + this.notificationEnabled = true; + this.notificationThreshold = 30; // 默认30秒 + this.unfocusedStartTime = null; + this.lastNotificationTime = null; + this.notificationCooldown = 60000; // 通知冷却时间60秒 + } + + // 初始化:获取摄像头流,并记录展示视频的元素 + async initCamera(videoRef) { + try { + this.stream = await navigator.mediaDevices.getUserMedia({ + video: { + width: { ideal: 640 }, + height: { ideal: 480 }, + facingMode: 'user' + }, + audio: false + }); + + this.videoElement = videoRef; + return true; + } catch (error) { + console.error('Camera init error:', error); + throw error; + } + } + + async startStreaming() { + if (!this.stream) { + console.error('❌ No stream available'); + throw new Error('Camera stream not initialized'); + } + this.isStreaming = true; + + console.log('📹 Starting streaming...'); + + // 请求通知权限 + await this.requestNotificationPermission(); + // 加载通知设置 + await this.loadNotificationSettings(); + + this.pc = new RTCPeerConnection({ + iceServers: [ + { urls: 'stun:stun.l.google.com:19302' }, + { urls: 'stun:stun1.l.google.com:19302' }, + { urls: 'stun:stun2.l.google.com:19302' }, + { urls: 'stun:stun3.l.google.com:19302' }, + { urls: 'stun:stun4.l.google.com:19302' } + ], + iceCandidatePoolSize: 10 + }); + + // 添加连接状态监控 + this.pc.onconnectionstatechange = () => { + console.log('🔗 Connection state:', this.pc.connectionState); + }; + + this.pc.oniceconnectionstatechange = () => { + console.log('🧊 ICE connection state:', this.pc.iceConnectionState); + }; + + this.pc.onicegatheringstatechange = () => { + console.log('📡 ICE gathering state:', this.pc.iceGatheringState); + }; + + // DataChannel for status updates + this.dataChannel = this.pc.createDataChannel('status'); + this.dataChannel.onmessage = (event) => { + try { + const data = JSON.parse(event.data); + this.handleServerMessage(data); + } catch (e) { + console.error('Failed to parse data channel message:', e); + } + }; + + this.pc.ontrack = (event) => { + const stream = event.streams[0]; + if (this.videoElement) { + this.videoElement.srcObject = stream; + this.videoElement.autoplay = true; + this.videoElement.playsInline = true; + this.videoElement.play().catch(() => {}); + } + }; + + // Add local camera tracks + this.stream.getTracks().forEach((track) => { + this.pc.addTrack(track, this.stream); + }); + + const offer = await this.pc.createOffer(); + await this.pc.setLocalDescription(offer); + + // Wait for ICE gathering to complete so SDP includes candidates + await new Promise((resolve) => { + if (this.pc.iceGatheringState === 'complete') { + resolve(); + return; + } + const onIce = () => { + if (this.pc.iceGatheringState === 'complete') { + this.pc.removeEventListener('icegatheringstatechange', onIce); + resolve(); + } + }; + this.pc.addEventListener('icegatheringstatechange', onIce); + }); + + console.log('📤 Sending offer to server...'); + const response = await fetch('/api/webrtc/offer', { + method: 'POST', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify({ + sdp: this.pc.localDescription.sdp, + type: this.pc.localDescription.type + }) + }); + + if (!response.ok) { + const errorText = await response.text(); + console.error('❌ Server error:', errorText); + throw new Error(`Server returned ${response.status}: ${errorText}`); + } + + const answer = await response.json(); + console.log('✅ Received answer from server, session_id:', answer.session_id); + + await this.pc.setRemoteDescription(answer); + console.log('✅ Remote description set successfully'); + + this.sessionId = answer.session_id; + if (this.callbacks.onSessionStart) { + this.callbacks.onSessionStart(this.sessionId); + } + + } + + async requestNotificationPermission() { + if ('Notification' in window && Notification.permission === 'default') { + try { + await Notification.requestPermission(); + } catch (error) { + console.error('Failed to request notification permission:', error); + } + } + } + + async loadNotificationSettings() { + try { + const response = await fetch('/api/settings'); + const settings = await response.json(); + if (settings) { + this.notificationEnabled = settings.notification_enabled ?? true; + this.notificationThreshold = settings.notification_threshold ?? 30; + } + } catch (error) { + console.error('Failed to load notification settings:', error); + } + } + + sendNotification(title, message) { + if (!this.notificationEnabled) return; + if ('Notification' in window && Notification.permission === 'granted') { + try { + const notification = new Notification(title, { + body: message, + icon: '/vite.svg', + badge: '/vite.svg', + tag: 'focus-guard-distraction', + requireInteraction: false + }); + + // 3秒后自动关闭 + setTimeout(() => notification.close(), 3000); + } catch (error) { + console.error('Failed to send notification:', error); + } + } + } + + handleServerMessage(data) { + switch (data.type) { + case 'detection': + this.updateStatus(data.focused); + this.latestDetectionData = { + detections: data.detections || [], + confidence: data.confidence || 0, + focused: data.focused, + timestamp: performance.now() + }; + this.lastConfidence = data.confidence || 0; + + if (this.callbacks.onStatusUpdate) { + this.callbacks.onStatusUpdate(this.currentStatus); + } + break; + default: + break; + } + } + + updateStatus(newFocused) { + this.statusBuffer.push(newFocused); + if (this.statusBuffer.length > this.bufferSize) { + this.statusBuffer.shift(); + } + + if (this.statusBuffer.length < this.bufferSize) return false; + + const focusedCount = this.statusBuffer.filter(f => f).length; + const focusedRatio = focusedCount / this.statusBuffer.length; + + const previousStatus = this.currentStatus; + + if (focusedRatio >= 0.75) { + this.currentStatus = true; + } else if (focusedRatio <= 0.25) { + this.currentStatus = false; + } + + // 通知逻辑 + this.handleNotificationLogic(previousStatus, this.currentStatus); + } + + handleNotificationLogic(previousStatus, currentStatus) { + const now = Date.now(); + + // 如果从专注变为不专注,记录开始时间 + if (previousStatus && !currentStatus) { + this.unfocusedStartTime = now; + } + + // 如果从不专注变为专注,清除计时 + if (!previousStatus && currentStatus) { + this.unfocusedStartTime = null; + } + + // 如果持续不专注 + if (!currentStatus && this.unfocusedStartTime) { + const unfocusedDuration = (now - this.unfocusedStartTime) / 1000; // 秒 + + // 检查是否超过阈值且不在冷却期 + if (unfocusedDuration >= this.notificationThreshold) { + const canSendNotification = !this.lastNotificationTime || + (now - this.lastNotificationTime) >= this.notificationCooldown; + + if (canSendNotification) { + this.sendNotification( + '⚠️ Focus Alert', + `You've been distracted for ${Math.floor(unfocusedDuration)} seconds. Get back to work!` + ); + this.lastNotificationTime = now; + } + } + } + } + + async stopStreaming() { + this.isStreaming = false; + + try { + if (document.pictureInPictureElement) { + await document.exitPictureInPicture(); + } + if (this.videoElement && typeof this.videoElement.webkitSetPresentationMode === 'function') { + if (this.videoElement.webkitPresentationMode === 'picture-in-picture') { + this.videoElement.webkitSetPresentationMode('inline'); + } + } + } catch (e) { + // ignore PiP exit errors + } + + if (this.pc) { + try { + this.pc.getSenders().forEach(sender => sender.track && sender.track.stop()); + this.pc.close(); + } catch (e) { + console.error('Failed to close RTCPeerConnection:', e); + } + this.pc = null; + } + + if (this.stream) { + this.stream.getTracks().forEach(track => track.stop()); + this.stream = null; + } + + if (this.videoElement) { + this.videoElement.srcObject = null; + } + + if (this.sessionId) { + try { + const response = await fetch('/api/sessions/end', { + method: 'POST', + headers: { 'Content-Type': 'application/json' }, + body: JSON.stringify({ session_id: this.sessionId }) + }); + const summary = await response.json(); + if (this.callbacks.onSessionEnd) { + this.callbacks.onSessionEnd(summary); + } + } catch (e) { + console.error('Failed to end session:', e); + } + } + + // 清理通知状态 + this.unfocusedStartTime = null; + this.lastNotificationTime = null; + this.sessionId = null; + } + + setFrameRate(rate) { + this.frameRate = Math.max(1, Math.min(60, rate)); + if (this.stream) { + const videoTrack = this.stream.getVideoTracks()[0]; + if (videoTrack && videoTrack.applyConstraints) { + videoTrack.applyConstraints({ frameRate: { ideal: this.frameRate, max: this.frameRate } }).catch(() => {}); + } + } + } +} diff --git a/src/utils/VideoManagerLocal.js b/src/utils/VideoManagerLocal.js new file mode 100644 index 0000000000000000000000000000000000000000..55ad0eaf9248cea0f0e95cc3e0554515fd9ac0df --- /dev/null +++ b/src/utils/VideoManagerLocal.js @@ -0,0 +1,694 @@ +// src/utils/VideoManagerLocal.js +// 本地视频处理版本 - 使用 WebSocket + Canvas,不依赖 WebRTC + +export class VideoManagerLocal { + constructor(callbacks) { + this.callbacks = callbacks || {}; + + this.localVideoElement = null; // 显示本地摄像头 + this.displayVideoElement = null; // 显示处理后的视频 + this.canvas = null; + this.stream = null; + this.ws = null; + + this.isStreaming = false; + this.sessionId = null; + this.sessionStartTime = null; + this.frameRate = 15; // 降低帧率以减少网络负载 + this.captureInterval = null; + + // 状态平滑处理 + this.currentStatus = false; + this.statusBuffer = []; + this.bufferSize = 3; + + // 检测数据 + this.latestDetectionData = null; + this.lastConfidence = 0; + + // Tessellation connections (fetched once from server) + this._tessellation = null; + + // Continuous render loop + this._animFrameId = null; + + // 通知系统 + this.notificationEnabled = true; + this.notificationThreshold = 30; + this.unfocusedStartTime = null; + this.lastNotificationTime = null; + this.notificationCooldown = 60000; + + // 性能统计 + this.stats = { + framesSent: 0, + framesProcessed: 0, + avgLatency: 0, + lastLatencies: [] + }; + } + + // 初始化摄像头 + async initCamera(localVideoRef, displayCanvasRef) { + try { + console.log('Initializing local camera...'); + + this.stream = await navigator.mediaDevices.getUserMedia({ + video: { + width: { ideal: 640 }, + height: { ideal: 480 }, + facingMode: 'user' + }, + audio: false + }); + + this.localVideoElement = localVideoRef; + this.displayCanvas = displayCanvasRef; + + // 显示本地视频流 + if (this.localVideoElement) { + this.localVideoElement.srcObject = this.stream; + this.localVideoElement.play(); + } + + // 创建用于截图的 canvas (smaller for faster encode + transfer) + this.canvas = document.createElement('canvas'); + this.canvas.width = 320; + this.canvas.height = 240; + + console.log('Local camera initialized'); + return true; + } catch (error) { + console.error('Camera init error:', error); + throw error; + } + } + + // 开始流式处理 + async startStreaming() { + if (!this.stream) { + throw new Error('Camera not initialized'); + } + + if (this.isStreaming) { + console.warn('Already streaming'); + return; + } + + console.log('Starting WebSocket streaming...'); + this.isStreaming = true; + + // Fetch tessellation topology (once) + if (!this._tessellation) { + try { + const res = await fetch('/api/mesh-topology'); + const data = await res.json(); + this._tessellation = data.tessellation; // [[start, end], ...] + } catch (e) { + console.warn('Failed to fetch mesh topology:', e); + } + } + + // 请求通知权限 + await this.requestNotificationPermission(); + await this.loadNotificationSettings(); + + // 建立 WebSocket 连接 + await this.connectWebSocket(); + + // 开始定期截图并发送 + this.startCapture(); + + // Start continuous render loop for smooth video + this._lastDetection = null; + this._startRenderLoop(); + + console.log('Streaming started'); + } + + // 建立 WebSocket 连接 + async connectWebSocket() { + return new Promise((resolve, reject) => { + const protocol = window.location.protocol === 'https:' ? 'wss:' : 'ws:'; + const wsUrl = `${protocol}//${window.location.host}/ws/video`; + + console.log('Connecting to WebSocket:', wsUrl); + + this.ws = new WebSocket(wsUrl); + + this.ws.onopen = () => { + console.log('WebSocket connected'); + + // 发送开始会话请求 + this.ws.send(JSON.stringify({ type: 'start_session' })); + resolve(); + }; + + this.ws.onmessage = (event) => { + try { + const data = JSON.parse(event.data); + this.handleServerMessage(data); + } catch (e) { + console.error('Failed to parse message:', e); + } + }; + + this.ws.onerror = (error) => { + console.error('WebSocket error:', error); + reject(error); + }; + + this.ws.onclose = () => { + console.log('WebSocket disconnected'); + if (this.isStreaming) { + console.log('Attempting to reconnect...'); + setTimeout(() => this.connectWebSocket(), 2000); + } + }; + }); + } + + // 开始截图并发送 (binary blobs for speed) + startCapture() { + const interval = 1000 / this.frameRate; + this._sendingBlob = false; // prevent overlapping toBlob calls + + this.captureInterval = setInterval(() => { + if (!this.isStreaming || !this.ws || this.ws.readyState !== WebSocket.OPEN) return; + if (this._sendingBlob) return; // previous frame still encoding, skip + + try { + const ctx = this.canvas.getContext('2d'); + ctx.drawImage(this.localVideoElement, 0, 0, this.canvas.width, this.canvas.height); + + this._sendingBlob = true; + this.canvas.toBlob((blob) => { + this._sendingBlob = false; + if (blob && this.ws && this.ws.readyState === WebSocket.OPEN) { + this.ws.send(blob); + this.stats.framesSent++; + } + }, 'image/jpeg', 0.5); + } catch (error) { + this._sendingBlob = false; + console.error('Capture error:', error); + } + }, interval); + + console.log(`Capturing at ${this.frameRate} FPS`); + } + + // Continuous render loop: draws camera feed + last detection overlay at display refresh rate + _startRenderLoop() { + const render = () => { + if (!this.isStreaming) return; + if (this.displayCanvas && this.localVideoElement && this.localVideoElement.readyState >= 2) { + const ctx = this.displayCanvas.getContext('2d'); + const w = this.displayCanvas.width; + const h = this.displayCanvas.height; + + // Always draw the live camera feed + ctx.drawImage(this.localVideoElement, 0, 0, w, h); + + // Overlay last known detection results + const data = this._lastDetection; + if (data) { + if (data.landmarks) { + this.drawFaceMesh(ctx, data.landmarks, w, h); + } + // Top HUD bar (matching live_demo.py) + ctx.fillStyle = 'rgba(0,0,0,0.7)'; + ctx.fillRect(0, 0, w, 55); + + const statusText = data.focused ? 'FOCUSED' : 'NOT FOCUSED'; + const color = data.focused ? '#00FF00' : '#FF0000'; + ctx.fillStyle = color; + ctx.font = 'bold 18px Arial'; + ctx.fillText(statusText, 10, 22); + + // Model name + mesh label (top right) + if (data.model) { + ctx.fillStyle = '#FFFFFF'; + ctx.font = '12px Arial'; + ctx.textAlign = 'right'; + ctx.fillText(data.model.toUpperCase(), w - 10, 22); + ctx.textAlign = 'left'; + } + + // Detail line: conf, S_face, S_eye, MAR + ctx.fillStyle = '#FFFFFF'; + ctx.font = '12px Arial'; + let detail = `conf:${(data.confidence || 0).toFixed(2)}`; + if (data.sf !== undefined) detail += ` S_face:${data.sf.toFixed(2)}`; + if (data.se !== undefined) detail += ` S_eye:${data.se.toFixed(2)}`; + if (data.mar !== undefined) detail += ` MAR:${data.mar.toFixed(2)}`; + ctx.fillText(detail, 10, 38); + + // Head pose angles (right side) + if (data.yaw !== undefined) { + ctx.fillStyle = '#B4B4B4'; + ctx.font = '11px Arial'; + ctx.textAlign = 'right'; + ctx.fillText(`yaw:${data.yaw > 0 ? '+' : ''}${data.yaw.toFixed(0)} pitch:${data.pitch > 0 ? '+' : ''}${data.pitch.toFixed(0)} roll:${data.roll > 0 ? '+' : ''}${data.roll.toFixed(0)}`, w - 10, 48); + ctx.textAlign = 'left'; + } + } + // Performance stats + ctx.fillStyle = 'rgba(0,0,0,0.5)'; + ctx.fillRect(0, h - 25, w, 25); + ctx.font = '12px Arial'; + ctx.fillStyle = '#FFFFFF'; + ctx.fillText(`FPS: ${this.frameRate} | Latency: ${this.stats.avgLatency.toFixed(0)}ms`, 10, h - 8); + } + this._animFrameId = requestAnimationFrame(render); + }; + this._animFrameId = requestAnimationFrame(render); + } + + _stopRenderLoop() { + if (this._animFrameId) { + cancelAnimationFrame(this._animFrameId); + this._animFrameId = null; + } + } + + // 处理服务器消息 + handleServerMessage(data) { + switch (data.type) { + case 'session_started': + this.sessionId = data.session_id; + this.sessionStartTime = Date.now(); + console.log('Session started:', this.sessionId); + if (this.callbacks.onSessionStart) { + this.callbacks.onSessionStart(this.sessionId); + } + break; + + case 'detection': + this.stats.framesProcessed++; + + // Track latency from send→receive + const now = performance.now(); + if (this._lastSendTime) { + const latency = now - this._lastSendTime; + this.stats.lastLatencies.push(latency); + if (this.stats.lastLatencies.length > 10) this.stats.lastLatencies.shift(); + this.stats.avgLatency = this.stats.lastLatencies.reduce((a, b) => a + b, 0) / this.stats.lastLatencies.length; + } + + this.updateStatus(data.focused); + + this.latestDetectionData = { + confidence: data.confidence || 0, + focused: data.focused, + timestamp: now + }; + this.lastConfidence = data.confidence || 0; + + if (this.callbacks.onStatusUpdate) { + this.callbacks.onStatusUpdate(this.currentStatus); + } + + // Normalize response: server sends 'lm' (sparse) or 'landmarks' + const detectionData = { + focused: data.focused, + confidence: data.confidence || 0, + model: data.model, + landmarks: data.lm || data.landmarks || null, + yaw: data.yaw, + pitch: data.pitch, + roll: data.roll, + mar: data.mar, + sf: data.sf, + se: data.se, + }; + this.drawDetectionResult(detectionData); + break; + + case 'session_ended': + console.log('Received session_ended message'); + console.log('Session summary:', data.summary); + if (this.callbacks.onSessionEnd) { + console.log('Calling onSessionEnd callback'); + this.callbacks.onSessionEnd(data.summary); + } else { + console.warn('No onSessionEnd callback registered'); + } + this.sessionId = null; + this.sessionStartTime = null; + break; + + case 'error': + console.error('Server error:', data.message); + break; + + default: + console.log('Unknown message type:', data.type); + } + } + + // Face mesh landmark index groups (matches live_demo.py) + static FACE_OVAL = [10,338,297,332,284,251,389,356,454,323,361,288,397,365,379,378,400,377,152,148,176,149,150,136,172,58,132,93,234,127,162,21,54,103,67,109,10]; + static LEFT_EYE = [33,7,163,144,145,153,154,155,133,173,157,158,159,160,161,246]; + static RIGHT_EYE = [362,382,381,380,374,373,390,249,263,466,388,387,386,385,384,398]; + static LEFT_IRIS = [468,469,470,471,472]; + static RIGHT_IRIS = [473,474,475,476,477]; + static LEFT_EYEBROW = [70,63,105,66,107,55,65,52,53,46]; + static RIGHT_EYEBROW = [300,293,334,296,336,285,295,282,283,276]; + static NOSE_BRIDGE = [6,197,195,5,4,1,19,94,2]; + static LIPS_OUTER = [61,146,91,181,84,17,314,405,321,375,291,409,270,269,267,0,37,39,40,185,61]; + static LIPS_INNER = [78,95,88,178,87,14,317,402,318,324,308,415,310,311,312,13,82,81,80,191,78]; + static LEFT_EAR_POINTS = [33, 160, 158, 133, 153, 145]; + static RIGHT_EAR_POINTS = [362, 385, 387, 263, 373, 380]; + // Iris/eye corners for gaze lines + static LEFT_IRIS_CENTER = 468; + static RIGHT_IRIS_CENTER = 473; + static LEFT_EYE_INNER = 133; + static LEFT_EYE_OUTER = 33; + static RIGHT_EYE_INNER = 362; + static RIGHT_EYE_OUTER = 263; + + // Draw a polyline through landmark indices (lm can be array or sparse object) + _drawPolyline(ctx, lm, indices, w, h, color, lineWidth, closed = false) { + if (!lm || indices.length < 2) return; + const isArray = Array.isArray(lm); + const _get = isArray ? (i) => lm[i] : (i) => lm[String(i)]; + ctx.beginPath(); + const firstPt = _get(indices[0]); + if (!firstPt) return; + ctx.moveTo(firstPt[0] * w, firstPt[1] * h); + for (let i = 1; i < indices.length; i++) { + const pt = _get(indices[i]); + if (!pt) continue; + ctx.lineTo(pt[0] * w, pt[1] * h); + } + if (closed) ctx.closePath(); + ctx.strokeStyle = color; + ctx.lineWidth = lineWidth; + ctx.stroke(); + } + + // Draw face mesh overlay from landmarks (supports both array and sparse object) + drawFaceMesh(ctx, lm, w, h) { + if (!lm) return; + const isArray = Array.isArray(lm); + // For array format need at least 468 entries; for sparse object just check it has keys + if (isArray && lm.length < 468) return; + if (!isArray && typeof lm === 'object' && Object.keys(lm).length === 0) return; + + const _get = isArray ? (i) => lm[i] : (i) => lm[String(i)]; + + // Tessellation (gray triangular grid, semi-transparent) + if (this._tessellation && isArray) { + ctx.strokeStyle = 'rgba(200,200,200,0.25)'; + ctx.lineWidth = 1; + ctx.beginPath(); + for (const [s, e] of this._tessellation) { + const ps = lm[s], pe = lm[e]; + if (!ps || !pe) continue; + ctx.moveTo(ps[0] * w, ps[1] * h); + ctx.lineTo(pe[0] * w, pe[1] * h); + } + ctx.stroke(); + } + + // Face oval + this._drawPolyline(ctx, lm, VideoManagerLocal.FACE_OVAL, w, h, 'rgba(0,255,255,0.5)', 1, true); + // Eyebrows + this._drawPolyline(ctx, lm, VideoManagerLocal.LEFT_EYEBROW, w, h, '#90EE90', 2); + this._drawPolyline(ctx, lm, VideoManagerLocal.RIGHT_EYEBROW, w, h, '#90EE90', 2); + // Eyes + this._drawPolyline(ctx, lm, VideoManagerLocal.LEFT_EYE, w, h, '#00FF00', 2, true); + this._drawPolyline(ctx, lm, VideoManagerLocal.RIGHT_EYE, w, h, '#00FF00', 2, true); + // Nose bridge + this._drawPolyline(ctx, lm, VideoManagerLocal.NOSE_BRIDGE, w, h, 'rgba(0,165,255,0.6)', 1); + // Lips + this._drawPolyline(ctx, lm, VideoManagerLocal.LIPS_OUTER, w, h, '#FF00FF', 1); + this._drawPolyline(ctx, lm, VideoManagerLocal.LIPS_INNER, w, h, 'rgba(200,0,200,0.7)', 1); + + // EAR key points (yellow dots) + for (const earIndices of [VideoManagerLocal.LEFT_EAR_POINTS, VideoManagerLocal.RIGHT_EAR_POINTS]) { + for (const idx of earIndices) { + const pt = _get(idx); + if (!pt) continue; + ctx.beginPath(); + ctx.arc(pt[0] * w, pt[1] * h, 3, 0, 2 * Math.PI); + ctx.fillStyle = '#FFFF00'; + ctx.fill(); + } + } + + // Irises (circles + gaze direction lines) + const irisSets = [ + { iris: VideoManagerLocal.LEFT_IRIS, center: VideoManagerLocal.LEFT_IRIS_CENTER, inner: VideoManagerLocal.LEFT_EYE_INNER, outer: VideoManagerLocal.LEFT_EYE_OUTER }, + { iris: VideoManagerLocal.RIGHT_IRIS, center: VideoManagerLocal.RIGHT_IRIS_CENTER, inner: VideoManagerLocal.RIGHT_EYE_INNER, outer: VideoManagerLocal.RIGHT_EYE_OUTER }, + ]; + for (const { iris, center: centerIdx, inner, outer } of irisSets) { + const centerPt = _get(iris[0]); + if (!centerPt) continue; + const cx = centerPt[0] * w, cy = centerPt[1] * h; + let radiusSum = 0, count = 0; + for (let i = 1; i < iris.length; i++) { + const pt = _get(iris[i]); + if (!pt) continue; + radiusSum += Math.hypot(pt[0] * w - cx, pt[1] * h - cy); + count++; + } + const radius = Math.max(count > 0 ? radiusSum / count : 3, 2); + // Iris circle + ctx.beginPath(); + ctx.arc(cx, cy, radius, 0, 2 * Math.PI); + ctx.strokeStyle = '#FF00FF'; + ctx.lineWidth = 2; + ctx.stroke(); + // Iris center dot + ctx.beginPath(); + ctx.arc(cx, cy, 2, 0, 2 * Math.PI); + ctx.fillStyle = '#FFFFFF'; + ctx.fill(); + // Gaze direction line (red) + const innerPt = _get(inner); + const outerPt = _get(outer); + if (innerPt && outerPt) { + const eyeCx = (innerPt[0] + outerPt[0]) / 2.0 * w; + const eyeCy = (innerPt[1] + outerPt[1]) / 2.0 * h; + const dx = cx - eyeCx; + const dy = cy - eyeCy; + ctx.beginPath(); + ctx.moveTo(cx, cy); + ctx.lineTo(cx + dx * 3, cy + dy * 3); + ctx.strokeStyle = '#FF0000'; + ctx.lineWidth = 1; + ctx.stroke(); + } + } + } + + // Store detection data for the render loop to draw + drawDetectionResult(data) { + this._lastDetection = data; + } + + updateStatus(newFocused) { + this.statusBuffer.push(newFocused); + if (this.statusBuffer.length > this.bufferSize) { + this.statusBuffer.shift(); + } + + if (this.statusBuffer.length < this.bufferSize) return false; + + const focusedCount = this.statusBuffer.filter(f => f).length; + const focusedRatio = focusedCount / this.statusBuffer.length; + + const previousStatus = this.currentStatus; + + if (focusedRatio >= 0.75) { + this.currentStatus = true; + } else if (focusedRatio <= 0.25) { + this.currentStatus = false; + } + + this.handleNotificationLogic(previousStatus, this.currentStatus); + } + + handleNotificationLogic(previousStatus, currentStatus) { + const now = Date.now(); + + if (previousStatus && !currentStatus) { + this.unfocusedStartTime = now; + } + + if (!previousStatus && currentStatus) { + this.unfocusedStartTime = null; + } + + if (!currentStatus && this.unfocusedStartTime) { + const unfocusedDuration = (now - this.unfocusedStartTime) / 1000; + + if (unfocusedDuration >= this.notificationThreshold) { + const canSendNotification = !this.lastNotificationTime || + (now - this.lastNotificationTime) >= this.notificationCooldown; + + if (canSendNotification) { + this.sendNotification( + 'Focus Alert', + `You've been distracted for ${Math.floor(unfocusedDuration)} seconds. Get back to work!` + ); + this.lastNotificationTime = now; + } + } + } + } + + async requestNotificationPermission() { + if ('Notification' in window && Notification.permission === 'default') { + try { + await Notification.requestPermission(); + } catch (error) { + console.error('Failed to request notification permission:', error); + } + } + } + + async loadNotificationSettings() { + try { + const response = await fetch('/api/settings'); + const settings = await response.json(); + if (settings) { + this.notificationEnabled = settings.notification_enabled ?? true; + this.notificationThreshold = settings.notification_threshold ?? 30; + } + } catch (error) { + console.error('Failed to load notification settings:', error); + } + } + + sendNotification(title, message) { + if (!this.notificationEnabled) return; + if ('Notification' in window && Notification.permission === 'granted') { + try { + const notification = new Notification(title, { + body: message, + icon: '/vite.svg', + badge: '/vite.svg', + tag: 'focus-guard-distraction', + requireInteraction: false + }); + setTimeout(() => notification.close(), 3000); + } catch (error) { + console.error('Failed to send notification:', error); + } + } + } + + async stopStreaming() { + console.log('Stopping streaming...'); + + this.isStreaming = false; + + // Stop render loop + this._stopRenderLoop(); + this._lastDetection = null; + + // 停止截图 + if (this.captureInterval) { + clearInterval(this.captureInterval); + this.captureInterval = null; + } + + // 发送结束会话请求并等待响应 + if (this.ws && this.ws.readyState === WebSocket.OPEN && this.sessionId) { + const sessionId = this.sessionId; + + // 等待 session_ended 消息 + const waitForSessionEnd = new Promise((resolve) => { + const originalHandler = this.ws.onmessage; + const timeout = setTimeout(() => { + this.ws.onmessage = originalHandler; + console.log('Session end timeout, proceeding anyway'); + resolve(); + }, 2000); + + this.ws.onmessage = (event) => { + try { + const data = JSON.parse(event.data); + if (data.type === 'session_ended') { + clearTimeout(timeout); + this.handleServerMessage(data); + this.ws.onmessage = originalHandler; + resolve(); + } else { + // 仍然处理其他消息 + this.handleServerMessage(data); + } + } catch (e) { + console.error('Failed to parse message:', e); + } + }; + }); + + console.log('Sending end_session request for session:', sessionId); + this.ws.send(JSON.stringify({ + type: 'end_session', + session_id: sessionId + })); + + // 等待响应或超时 + await waitForSessionEnd; + } + + // 延迟关闭 WebSocket 确保消息发送完成 + await new Promise(resolve => setTimeout(resolve, 200)); + + // 关闭 WebSocket + if (this.ws) { + this.ws.close(); + this.ws = null; + } + + // 停止摄像头 + if (this.stream) { + this.stream.getTracks().forEach(track => track.stop()); + this.stream = null; + } + + // 清空视频 + if (this.localVideoElement) { + this.localVideoElement.srcObject = null; + } + + // 清空 canvas + if (this.displayCanvas) { + const ctx = this.displayCanvas.getContext('2d'); + ctx.clearRect(0, 0, this.displayCanvas.width, this.displayCanvas.height); + } + + // 清理状态 + this.unfocusedStartTime = null; + this.lastNotificationTime = null; + + console.log('Streaming stopped'); + console.log('Stats:', this.stats); + } + + setFrameRate(rate) { + this.frameRate = Math.max(10, Math.min(30, rate)); + console.log(`Frame rate set to ${this.frameRate} FPS`); + + // 重启截图(如果正在运行) + if (this.isStreaming && this.captureInterval) { + clearInterval(this.captureInterval); + this.startCapture(); + } + } + + getStats() { + return { + ...this.stats, + isStreaming: this.isStreaming, + sessionId: this.sessionId, + currentStatus: this.currentStatus, + lastConfidence: this.lastConfidence + }; + } +} diff --git a/ui/README.md b/ui/README.md new file mode 100644 index 0000000000000000000000000000000000000000..14b0b7be81feab8f565ba1cdbdaf68aa1b2cae87 --- /dev/null +++ b/ui/README.md @@ -0,0 +1,40 @@ +# ui/ + +Live camera demo and real-time inference pipeline. + +## 1. Files + +| File | Description | +|------|-------------| +| `pipeline.py` | Inference pipelines: `FaceMeshPipeline`, `MLPPipeline`, `XGBoostPipeline` | +| `live_demo.py` | OpenCV webcam window with mesh overlay and focus classification | + +## 2. Pipelines + +| Pipeline | Features | Model | Source | +|----------|----------|-------|--------| +| `FaceMeshPipeline` | Head pose + eye geometry | Rule-based fusion | `models/head_pose.py`, `models/eye_scorer.py` | +| `MLPPipeline` | 10 selected features | PyTorch MLP | `checkpoints/model_best.joblib` | +| `XGBoostPipeline` | 10 selected features | XGBoost | `models/xgboost/checkpoints/face_orientation_best.json` | + +## 3. Running + +```bash +# default mode (cycles through available pipelines) +python ui/live_demo.py + +# start directly in XGBoost mode +python ui/live_demo.py --xgb +``` + +### Controls + +| Key | Action | +|-----|--------| +| `m` | Cycle mesh overlay (full → contours → off) | +| `p` | Switch pipeline (FaceMesh → MLP → XGBoost) | +| `q` | Quit | + +## 4. Integration + +The same pipelines are used by the FastAPI backend (`main.py`) for WebSocket-based video inference in the React app. diff --git a/ui/live_demo.py b/ui/live_demo.py new file mode 100644 index 0000000000000000000000000000000000000000..2407d351e0692be20d5634dd0182aab69d8540ec --- /dev/null +++ b/ui/live_demo.py @@ -0,0 +1,318 @@ +import argparse +import os +import sys +import time + +import cv2 +import numpy as np +from mediapipe.tasks.python.vision import FaceLandmarksConnections + +_PROJECT_ROOT = os.path.dirname(os.path.dirname(os.path.abspath(__file__))) +if _PROJECT_ROOT not in sys.path: + sys.path.insert(0, _PROJECT_ROOT) + +from ui.pipeline import ( + FaceMeshPipeline, MLPPipeline, HybridFocusPipeline, + XGBoostPipeline, _latest_model_artifacts, +) +from models.face_mesh import FaceMeshDetector + +FONT = cv2.FONT_HERSHEY_SIMPLEX +CYAN = (255, 255, 0) +GREEN = (0, 255, 0) +MAGENTA = (255, 0, 255) +ORANGE = (0, 165, 255) +RED = (0, 0, 255) +WHITE = (255, 255, 255) +YELLOW = (0, 255, 255) +LIGHT_GREEN = (144, 238, 144) + +_TESSELATION = [(c.start, c.end) for c in FaceLandmarksConnections.FACE_LANDMARKS_TESSELATION] +_CONTOURS = [(c.start, c.end) for c in FaceLandmarksConnections.FACE_LANDMARKS_CONTOURS] +_LEFT_EYEBROW = [70, 63, 105, 66, 107, 55, 65, 52, 53, 46] +_RIGHT_EYEBROW = [300, 293, 334, 296, 336, 285, 295, 282, 283, 276] +_NOSE_BRIDGE = [6, 197, 195, 5, 4, 1, 19, 94, 2] +_LIPS_OUTER = [61, 146, 91, 181, 84, 17, 314, 405, 321, 375, 291, 409, 270, 269, 267, 0, 37, 39, 40, 185, 61] +_LIPS_INNER = [78, 95, 88, 178, 87, 14, 317, 402, 318, 324, 308, 415, 310, 311, 312, 13, 82, 81, 80, 191, 78] +_LEFT_EAR_POINTS = [33, 160, 158, 133, 153, 145] +_RIGHT_EAR_POINTS = [362, 385, 387, 263, 373, 380] + +MESH_FULL = 0 +MESH_CONTOURS = 1 +MESH_OFF = 2 +_MESH_NAMES = ["FULL MESH", "CONTOURS", "MESH OFF"] + +MODE_GEO = 0 +MODE_MLP = 1 +MODE_HYBRID = 2 +MODE_XGB = 3 +_MODE_NAMES = {MODE_GEO: "GEOMETRIC", MODE_MLP: "MLP", MODE_HYBRID: "HYBRID", MODE_XGB: "XGBOOST"} +_MODE_KEYS = {ord("1"): MODE_GEO, ord("2"): MODE_MLP, ord("3"): MODE_HYBRID, ord("4"): MODE_XGB} + + +def _lm_to_px(landmarks, idx, w, h): + return (int(landmarks[idx, 0] * w), int(landmarks[idx, 1] * h)) + + +def draw_tessellation(frame, landmarks, w, h): + overlay = frame.copy() + for conn in _TESSELATION: + pt1 = _lm_to_px(landmarks, conn[0], w, h) + pt2 = _lm_to_px(landmarks, conn[1], w, h) + cv2.line(overlay, pt1, pt2, (200, 200, 200), 1, cv2.LINE_AA) + cv2.addWeighted(overlay, 0.3, frame, 0.7, 0, frame) + + +def draw_contours(frame, landmarks, w, h): + for conn in _CONTOURS: + pt1 = _lm_to_px(landmarks, conn[0], w, h) + pt2 = _lm_to_px(landmarks, conn[1], w, h) + cv2.line(frame, pt1, pt2, CYAN, 1, cv2.LINE_AA) + for indices in [_LEFT_EYEBROW, _RIGHT_EYEBROW]: + for i in range(len(indices) - 1): + pt1 = _lm_to_px(landmarks, indices[i], w, h) + pt2 = _lm_to_px(landmarks, indices[i + 1], w, h) + cv2.line(frame, pt1, pt2, LIGHT_GREEN, 2, cv2.LINE_AA) + for i in range(len(_NOSE_BRIDGE) - 1): + pt1 = _lm_to_px(landmarks, _NOSE_BRIDGE[i], w, h) + pt2 = _lm_to_px(landmarks, _NOSE_BRIDGE[i + 1], w, h) + cv2.line(frame, pt1, pt2, ORANGE, 1, cv2.LINE_AA) + for i in range(len(_LIPS_OUTER) - 1): + pt1 = _lm_to_px(landmarks, _LIPS_OUTER[i], w, h) + pt2 = _lm_to_px(landmarks, _LIPS_OUTER[i + 1], w, h) + cv2.line(frame, pt1, pt2, MAGENTA, 1, cv2.LINE_AA) + for i in range(len(_LIPS_INNER) - 1): + pt1 = _lm_to_px(landmarks, _LIPS_INNER[i], w, h) + pt2 = _lm_to_px(landmarks, _LIPS_INNER[i + 1], w, h) + cv2.line(frame, pt1, pt2, (200, 0, 200), 1, cv2.LINE_AA) + + +def draw_eyes_and_irises(frame, landmarks, w, h): + left_pts = np.array( + [_lm_to_px(landmarks, i, w, h) for i in FaceMeshDetector.LEFT_EYE_INDICES], + dtype=np.int32, + ) + cv2.polylines(frame, [left_pts], True, GREEN, 2, cv2.LINE_AA) + right_pts = np.array( + [_lm_to_px(landmarks, i, w, h) for i in FaceMeshDetector.RIGHT_EYE_INDICES], + dtype=np.int32, + ) + cv2.polylines(frame, [right_pts], True, GREEN, 2, cv2.LINE_AA) + for indices in [_LEFT_EAR_POINTS, _RIGHT_EAR_POINTS]: + for idx in indices: + pt = _lm_to_px(landmarks, idx, w, h) + cv2.circle(frame, pt, 3, YELLOW, -1, cv2.LINE_AA) + for iris_indices, eye_inner, eye_outer in [ + (FaceMeshDetector.LEFT_IRIS_INDICES, 133, 33), + (FaceMeshDetector.RIGHT_IRIS_INDICES, 362, 263), + ]: + iris_pts = np.array( + [_lm_to_px(landmarks, i, w, h) for i in iris_indices], + dtype=np.int32, + ) + center = iris_pts[0] + if len(iris_pts) >= 5: + radii = [np.linalg.norm(iris_pts[j] - center) for j in range(1, 5)] + radius = max(int(np.mean(radii)), 2) + cv2.circle(frame, tuple(center), radius, MAGENTA, 2, cv2.LINE_AA) + cv2.circle(frame, tuple(center), 2, WHITE, -1, cv2.LINE_AA) + eye_center_x = (landmarks[eye_inner, 0] + landmarks[eye_outer, 0]) / 2.0 + eye_center_y = (landmarks[eye_inner, 1] + landmarks[eye_outer, 1]) / 2.0 + eye_center = (int(eye_center_x * w), int(eye_center_y * h)) + dx = center[0] - eye_center[0] + dy = center[1] - eye_center[1] + gaze_end = (int(center[0] + dx * 3), int(center[1] + dy * 3)) + cv2.line(frame, tuple(center), gaze_end, RED, 1, cv2.LINE_AA) + + +def main(): + parser = argparse.ArgumentParser() + parser.add_argument("--camera", type=int, default=0) + parser.add_argument("--mlp-dir", type=str, default=None) + parser.add_argument("--max-angle", type=float, default=22.0) + parser.add_argument("--eye-model", type=str, default=None) + parser.add_argument("--eye-backend", type=str, default="yolo", choices=["yolo", "geometric"]) + parser.add_argument("--eye-blend", type=float, default=0.5) + parser.add_argument("--xgb-path", type=str, default=None) + parser.add_argument("--xgb", action="store_true", help="Start in XGBoost mode") + args = parser.parse_args() + + model_dir = args.mlp_dir or os.path.join(_PROJECT_ROOT, "checkpoints") + if not os.path.exists(model_dir): + model_dir = os.path.join(_PROJECT_ROOT, "MLP", "models") + + detector = FaceMeshDetector() + pipelines = {} + available_modes = [] + + # 1. Geometric + pipelines[MODE_GEO] = FaceMeshPipeline( + max_angle=args.max_angle, + eye_model_path=args.eye_model, + eye_backend=args.eye_backend, + eye_blend=args.eye_blend, + detector=detector, + ) + available_modes.append(MODE_GEO) + + # 2. MLP & Hybrid + mlp_path, _, _ = _latest_model_artifacts(model_dir) + if mlp_path is None and not args.mlp_dir: + # Fallback to MLP/models + alt_dir = os.path.join(_PROJECT_ROOT, "MLP", "models") + mlp_path, _, _ = _latest_model_artifacts(alt_dir) + if mlp_path: + model_dir = alt_dir + + if mlp_path is not None: + try: + pipelines[MODE_MLP] = MLPPipeline(model_dir=model_dir, detector=detector) + available_modes.append(MODE_MLP) + except Exception as e: + print(f"[DEMO] MLP unavailable: {e}") + + try: + pipelines[MODE_HYBRID] = HybridFocusPipeline( + model_dir=model_dir, + eye_model_path=args.eye_model, + eye_backend=args.eye_backend, + eye_blend=args.eye_blend, + max_angle=args.max_angle, + detector=detector, + ) + available_modes.append(MODE_HYBRID) + except Exception as e: + print(f"[DEMO] Hybrid unavailable: {e}") + + # 3. XGBoost + try: + pipelines[MODE_XGB] = XGBoostPipeline(model_path=args.xgb_path) + available_modes.append(MODE_XGB) + except Exception as e: + print(f"[DEMO] XGBoost unavailable: {e}") + + if args.xgb and MODE_XGB in available_modes: + current_mode = MODE_XGB + pipeline = pipelines[MODE_XGB] + else: + current_mode = available_modes[0] + pipeline = pipelines[current_mode] + + cap = cv2.VideoCapture(args.camera) + if not cap.isOpened(): + print("[DEMO] ERROR: Cannot open camera") + return + + mode_hint = " ".join(f"{k+1}:{_MODE_NAMES[k]}" for k in available_modes) + print(f"[DEMO] Available modes: {mode_hint}") + print(f"[DEMO] Active: {_MODE_NAMES[current_mode]}") + print("[DEMO] q=quit m=mesh 1-5=switch mode") + + prev_time = time.time() + fps = 0.0 + mesh_mode = MESH_FULL + + try: + while True: + ret, frame = cap.read() + if not ret: + break + + result = pipeline.process_frame(frame) + now = time.time() + fps = 0.9 * fps + 0.1 * (1.0 / max(now - prev_time, 1e-6)) + prev_time = now + + h, w = frame.shape[:2] + lm = result["landmarks"] + if lm is not None: + if mesh_mode == MESH_FULL: + draw_tessellation(frame, lm, w, h) + draw_contours(frame, lm, w, h) + elif mesh_mode == MESH_CONTOURS: + draw_contours(frame, lm, w, h) + draw_eyes_and_irises(frame, lm, w, h) + + if hasattr(pipeline, "head_pose"): + pipeline.head_pose.draw_axes(frame, lm) + if result.get("left_bbox") and result.get("right_bbox"): + lx1, ly1, lx2, ly2 = result["left_bbox"] + rx1, ry1, rx2, ry2 = result["right_bbox"] + cv2.rectangle(frame, (lx1, ly1), (lx2, ly2), YELLOW, 1) + cv2.rectangle(frame, (rx1, ry1), (rx2, ry2), YELLOW, 1) + + # --- HUD --- + status = "FOCUSED" if result["is_focused"] else "NOT FOCUSED" + status_color = GREEN if result["is_focused"] else RED + cv2.rectangle(frame, (0, 0), (w, 55), (0, 0, 0), -1) + cv2.putText(frame, status, (10, 28), FONT, 0.8, status_color, 2, cv2.LINE_AA) + + mode_label = _MODE_NAMES[current_mode] + cv2.putText(frame, f"{mode_label} {_MESH_NAMES[mesh_mode]} FPS:{fps:.0f}", + (w - 340, 28), FONT, 0.45, WHITE, 1, cv2.LINE_AA) + + detail = "" + if current_mode == MODE_GEO: + sf = result.get("s_face", 0) + se = result.get("s_eye", 0) + rs = result.get("raw_score", 0) + mar_s = f" MAR:{result['mar']:.2f}" if result.get("mar") is not None else "" + detail = f"S_face:{sf:.2f} S_eye:{se:.2f}{mar_s} score:{rs:.2f}" + elif current_mode == MODE_MLP: + mp = result.get("mlp_prob", 0) + rs = result.get("raw_score", 0) + mar_s = f" MAR:{result['mar']:.2f}" if result.get("mar") is not None else "" + detail = f"mlp_prob:{mp:.2f} score:{rs:.2f}{mar_s}" + elif current_mode == MODE_HYBRID: + mp = result.get("mlp_prob", 0) + gs = result.get("geo_score", 0) + fs = result.get("focus_score", 0) + mar_s = f" MAR:{result['mar']:.2f}" if result.get("mar") is not None else "" + detail = f"focus:{fs:.2f} mlp:{mp:.2f} geo:{gs:.2f}{mar_s}" + elif current_mode == MODE_XGB: + rs = result.get("raw_score", 0) + detail = f"xgb_prob:{rs:.2f}" + + cv2.putText(frame, detail, (10, 48), FONT, 0.45, WHITE, 1, cv2.LINE_AA) + + if result.get("is_yawning"): + cv2.putText(frame, "YAWN", (10, 75), FONT, 0.7, ORANGE, 2, cv2.LINE_AA) + + if result.get("yaw") is not None: + cv2.putText( + frame, + f"yaw:{result['yaw']:+.0f} pitch:{result['pitch']:+.0f} roll:{result['roll']:+.0f}", + (w - 280, 48), FONT, 0.4, (180, 180, 180), 1, cv2.LINE_AA, + ) + + cv2.putText(frame, f"q:quit m:mesh {mode_hint}", + (10, h - 10), FONT, 0.35, (150, 150, 150), 1, cv2.LINE_AA) + + cv2.imshow("FocusGuard", frame) + + key = cv2.waitKey(1) & 0xFF + if key == ord("q"): + break + elif key == ord("m"): + mesh_mode = (mesh_mode + 1) % 3 + print(f"[DEMO] Mesh: {_MESH_NAMES[mesh_mode]}") + elif key in _MODE_KEYS: + requested = _MODE_KEYS[key] + if requested in pipelines: + current_mode = requested + pipeline = pipelines[current_mode] + print(f"[DEMO] Switched to {_MODE_NAMES[current_mode]}") + else: + print(f"[DEMO] {_MODE_NAMES[requested]} not available (no checkpoint)") + + finally: + cap.release() + cv2.destroyAllWindows() + for p in pipelines.values(): + p.close() + detector.close() + print("[DEMO] Done") + + +if __name__ == "__main__": + main() diff --git a/ui/pipeline.py b/ui/pipeline.py new file mode 100644 index 0000000000000000000000000000000000000000..41e6ae92780160d0f5aee8ba8209cfce9f442e30 --- /dev/null +++ b/ui/pipeline.py @@ -0,0 +1,642 @@ +import collections +import glob +import json +import math +import os +import sys + +import numpy as np +import joblib + +_PROJECT_ROOT = os.path.dirname(os.path.dirname(os.path.abspath(__file__))) +if _PROJECT_ROOT not in sys.path: + sys.path.insert(0, _PROJECT_ROOT) + +from models.face_mesh import FaceMeshDetector +from models.head_pose import HeadPoseEstimator +from models.eye_scorer import EyeBehaviourScorer, compute_mar, MAR_YAWN_THRESHOLD +from models.eye_crop import extract_eye_crops +from models.eye_classifier import load_eye_classifier, GeometricOnlyClassifier +from models.collect_features import FEATURE_NAMES, TemporalTracker, extract_features + +_FEAT_IDX = {name: i for i, name in enumerate(FEATURE_NAMES)} + + +def _clip_features(vec): + """Clip raw features to the same ranges used during training.""" + out = vec.copy() + _i = _FEAT_IDX + + out[_i["yaw"]] = np.clip(out[_i["yaw"]], -45, 45) + out[_i["pitch"]] = np.clip(out[_i["pitch"]], -30, 30) + out[_i["roll"]] = np.clip(out[_i["roll"]], -30, 30) + + out[_i["head_deviation"]] = math.sqrt( + float(out[_i["yaw"]]) ** 2 + float(out[_i["pitch"]]) ** 2 + ) + + for f in ("ear_left", "ear_right", "ear_avg"): + out[_i[f]] = np.clip(out[_i[f]], 0, 0.85) + + out[_i["mar"]] = np.clip(out[_i["mar"]], 0, 1.0) + out[_i["gaze_offset"]] = np.clip(out[_i["gaze_offset"]], 0, 0.50) + out[_i["perclos"]] = np.clip(out[_i["perclos"]], 0, 0.80) + out[_i["blink_rate"]] = np.clip(out[_i["blink_rate"]], 0, 30.0) + out[_i["closure_duration"]] = np.clip(out[_i["closure_duration"]], 0, 10.0) + out[_i["yawn_duration"]] = np.clip(out[_i["yawn_duration"]], 0, 10.0) + + return out + + +class _OutputSmoother: + """EMA smoothing on focus score with no-face grace period.""" + + def __init__(self, alpha: float = 0.3, grace_frames: int = 15): + self._alpha = alpha + self._grace = grace_frames + self._score = 0.5 + self._no_face = 0 + + def reset(self): + self._score = 0.5 + self._no_face = 0 + + def update(self, raw_score: float, face_detected: bool) -> float: + if face_detected: + self._no_face = 0 + self._score += self._alpha * (raw_score - self._score) + else: + self._no_face += 1 + if self._no_face > self._grace: + self._score *= 0.85 + return self._score + + +DEFAULT_HYBRID_CONFIG = { + "w_mlp": 0.7, + "w_geo": 0.3, + "threshold": 0.55, + "use_yawn_veto": True, + "geo_face_weight": 0.4, + "geo_eye_weight": 0.6, + "mar_yawn_threshold": float(MAR_YAWN_THRESHOLD), +} + + +class _RuntimeFeatureEngine: + """Runtime feature engineering (magnitudes, velocities, variances) with EMA baselines.""" + + _MAG_FEATURES = ["pitch", "yaw", "head_deviation", "gaze_offset", "v_gaze", "h_gaze"] + _VEL_FEATURES = ["pitch", "yaw", "h_gaze", "v_gaze", "head_deviation", "gaze_offset"] + _VAR_FEATURES = ["h_gaze", "v_gaze", "pitch"] + _VAR_WINDOW = 30 + _WARMUP = 15 + + def __init__(self, base_feature_names, norm_features=None): + self._base_names = list(base_feature_names) + self._norm_features = list(norm_features) if norm_features else [] + + tracked = set(self._MAG_FEATURES) | set(self._norm_features) + self._ema_mean = {f: 0.0 for f in tracked} + self._ema_var = {f: 1.0 for f in tracked} + self._n = 0 + self._prev = None + self._var_bufs = { + f: collections.deque(maxlen=self._VAR_WINDOW) for f in self._VAR_FEATURES + } + + self._ext_names = ( + list(self._base_names) + + [f"{f}_mag" for f in self._MAG_FEATURES] + + [f"{f}_vel" for f in self._VEL_FEATURES] + + [f"{f}_var" for f in self._VAR_FEATURES] + ) + + @property + def extended_names(self): + return list(self._ext_names) + + def transform(self, base_vec): + self._n += 1 + raw = {name: float(base_vec[i]) for i, name in enumerate(self._base_names)} + + alpha = 2.0 / (min(self._n, 120) + 1) + for feat in self._ema_mean: + if feat not in raw: + continue + v = raw[feat] + if self._n == 1: + self._ema_mean[feat] = v + self._ema_var[feat] = 0.0 + else: + self._ema_mean[feat] += alpha * (v - self._ema_mean[feat]) + self._ema_var[feat] += alpha * ( + (v - self._ema_mean[feat]) ** 2 - self._ema_var[feat] + ) + + out = base_vec.copy().astype(np.float32) + if self._n > self._WARMUP: + for feat in self._norm_features: + if feat in raw: + idx = self._base_names.index(feat) + std = max(math.sqrt(self._ema_var[feat]), 1e-6) + out[idx] = (raw[feat] - self._ema_mean[feat]) / std + + mag = np.zeros(len(self._MAG_FEATURES), dtype=np.float32) + for i, feat in enumerate(self._MAG_FEATURES): + if feat in raw: + mag[i] = abs(raw[feat] - self._ema_mean.get(feat, raw[feat])) + + vel = np.zeros(len(self._VEL_FEATURES), dtype=np.float32) + if self._prev is not None: + for i, feat in enumerate(self._VEL_FEATURES): + if feat in raw and feat in self._prev: + vel[i] = abs(raw[feat] - self._prev[feat]) + self._prev = dict(raw) + + for feat in self._VAR_FEATURES: + if feat in raw: + self._var_bufs[feat].append(raw[feat]) + var = np.zeros(len(self._VAR_FEATURES), dtype=np.float32) + for i, feat in enumerate(self._VAR_FEATURES): + buf = self._var_bufs[feat] + if len(buf) >= 2: + arr = np.array(buf) + var[i] = float(arr.var()) + + return np.concatenate([out, mag, vel, var]) + + +class FaceMeshPipeline: + def __init__( + self, + max_angle: float = 22.0, + alpha: float = 0.4, + beta: float = 0.6, + threshold: float = 0.55, + eye_model_path: str | None = None, + eye_backend: str = "yolo", + eye_blend: float = 0.5, + detector=None, + ): + self.detector = detector or FaceMeshDetector() + self._owns_detector = detector is None + self.head_pose = HeadPoseEstimator(max_angle=max_angle) + self.eye_scorer = EyeBehaviourScorer() + self.alpha = alpha + self.beta = beta + self.threshold = threshold + self.eye_blend = eye_blend + + self.eye_classifier = load_eye_classifier( + path=eye_model_path if eye_model_path and os.path.exists(eye_model_path) else None, + backend=eye_backend, + device="cpu", + ) + self._has_eye_model = not isinstance(self.eye_classifier, GeometricOnlyClassifier) + if self._has_eye_model: + print(f"[PIPELINE] Eye model: {self.eye_classifier.name}") + self._smoother = _OutputSmoother() + + def process_frame(self, bgr_frame: np.ndarray) -> dict: + landmarks = self.detector.process(bgr_frame) + h, w = bgr_frame.shape[:2] + + out = { + "landmarks": landmarks, + "s_face": 0.0, + "s_eye": 0.0, + "raw_score": 0.0, + "is_focused": False, + "yaw": None, + "pitch": None, + "roll": None, + "mar": None, + "is_yawning": False, + "left_bbox": None, + "right_bbox": None, + } + + if landmarks is None: + smoothed = self._smoother.update(0.0, False) + out["raw_score"] = smoothed + out["is_focused"] = smoothed >= self.threshold + return out + + angles = self.head_pose.estimate(landmarks, w, h) + if angles is not None: + out["yaw"], out["pitch"], out["roll"] = angles + out["s_face"] = self.head_pose.score(landmarks, w, h) + + s_eye_geo = self.eye_scorer.score(landmarks) + if self._has_eye_model: + left_crop, right_crop, left_bbox, right_bbox = extract_eye_crops(bgr_frame, landmarks) + out["left_bbox"] = left_bbox + out["right_bbox"] = right_bbox + s_eye_model = self.eye_classifier.predict_score([left_crop, right_crop]) + out["s_eye"] = (1.0 - self.eye_blend) * s_eye_geo + self.eye_blend * s_eye_model + else: + out["s_eye"] = s_eye_geo + + out["mar"] = compute_mar(landmarks) + out["is_yawning"] = out["mar"] > MAR_YAWN_THRESHOLD + + raw = self.alpha * out["s_face"] + self.beta * out["s_eye"] + if out["is_yawning"]: + raw = 0.0 + out["raw_score"] = self._smoother.update(raw, True) + out["is_focused"] = out["raw_score"] >= self.threshold + + return out + + @property + def has_eye_model(self) -> bool: + return self._has_eye_model + + def reset_session(self): + self._smoother.reset() + + def close(self): + if self._owns_detector: + self.detector.close() + + def __enter__(self): + return self + + def __exit__(self, *args): + self.close() + + +def _latest_model_artifacts(model_dir): + model_files = sorted(glob.glob(os.path.join(model_dir, "model_*.joblib"))) + if not model_files: + model_files = sorted(glob.glob(os.path.join(model_dir, "mlp_*.joblib"))) + if not model_files: + return None, None, None + basename = os.path.basename(model_files[-1]) + tag = "" + for prefix in ("model_", "mlp_"): + if basename.startswith(prefix): + tag = basename[len(prefix) :].replace(".joblib", "") + break + scaler_path = os.path.join(model_dir, f"scaler_{tag}.joblib") + meta_path = os.path.join(model_dir, f"meta_{tag}.npz") + if not os.path.isfile(scaler_path) or not os.path.isfile(meta_path): + return None, None, None + return model_files[-1], scaler_path, meta_path + + +def _load_hybrid_config(model_dir: str, config_path: str | None = None): + cfg = dict(DEFAULT_HYBRID_CONFIG) + resolved = config_path or os.path.join(model_dir, "hybrid_focus_config.json") + if not os.path.isfile(resolved): + print(f"[HYBRID] No config found at {resolved}; using defaults") + return cfg, None + + with open(resolved, "r", encoding="utf-8") as f: + file_cfg = json.load(f) + + for key in DEFAULT_HYBRID_CONFIG: + if key in file_cfg: + cfg[key] = file_cfg[key] + + cfg["w_mlp"] = float(cfg["w_mlp"]) + cfg["w_geo"] = float(cfg["w_geo"]) + weight_sum = cfg["w_mlp"] + cfg["w_geo"] + if weight_sum <= 0: + raise ValueError("[HYBRID] Invalid config: w_mlp + w_geo must be > 0") + cfg["w_mlp"] /= weight_sum + cfg["w_geo"] /= weight_sum + cfg["threshold"] = float(cfg["threshold"]) + cfg["use_yawn_veto"] = bool(cfg["use_yawn_veto"]) + cfg["geo_face_weight"] = float(cfg["geo_face_weight"]) + cfg["geo_eye_weight"] = float(cfg["geo_eye_weight"]) + cfg["mar_yawn_threshold"] = float(cfg["mar_yawn_threshold"]) + + print(f"[HYBRID] Loaded config: {resolved}") + return cfg, resolved + + +class MLPPipeline: + def __init__(self, model_dir=None, detector=None, threshold=0.5): + if model_dir is None: + # Check primary location + model_dir = os.path.join(_PROJECT_ROOT, "MLP", "models") + if not os.path.exists(model_dir): + model_dir = os.path.join(_PROJECT_ROOT, "checkpoints") + + mlp_path, scaler_path, meta_path = _latest_model_artifacts(model_dir) + if mlp_path is None: + raise FileNotFoundError(f"No MLP artifacts in {model_dir}") + self._mlp = joblib.load(mlp_path) + self._scaler = joblib.load(scaler_path) + meta = np.load(meta_path, allow_pickle=True) + self._feature_names = list(meta["feature_names"]) + + norm_feats = list(meta["norm_features"]) if "norm_features" in meta else [] + self._engine = _RuntimeFeatureEngine(FEATURE_NAMES, norm_features=norm_feats) + ext_names = self._engine.extended_names + self._indices = [ext_names.index(n) for n in self._feature_names] + + self._detector = detector or FaceMeshDetector() + self._owns_detector = detector is None + self._head_pose = HeadPoseEstimator() + self.head_pose = self._head_pose + self._eye_scorer = EyeBehaviourScorer() + self._temporal = TemporalTracker() + self._smoother = _OutputSmoother() + self._threshold = threshold + print(f"[MLP] Loaded {mlp_path} | {len(self._feature_names)} features | threshold={threshold}") + + def process_frame(self, bgr_frame): + landmarks = self._detector.process(bgr_frame) + h, w = bgr_frame.shape[:2] + out = { + "landmarks": landmarks, + "is_focused": False, + "s_face": 0.0, + "s_eye": 0.0, + "raw_score": 0.0, + "mlp_prob": 0.0, + "mar": None, + "yaw": None, + "pitch": None, + "roll": None, + } + if landmarks is None: + smoothed = self._smoother.update(0.0, False) + out["raw_score"] = smoothed + out["is_focused"] = smoothed >= self._threshold + return out + vec = extract_features(landmarks, w, h, self._head_pose, self._eye_scorer, self._temporal) + vec = _clip_features(vec) + + out["yaw"] = float(vec[_FEAT_IDX["yaw"]]) + out["pitch"] = float(vec[_FEAT_IDX["pitch"]]) + out["roll"] = float(vec[_FEAT_IDX["roll"]]) + out["s_face"] = float(vec[_FEAT_IDX["s_face"]]) + out["s_eye"] = float(vec[_FEAT_IDX["s_eye"]]) + out["mar"] = float(vec[_FEAT_IDX["mar"]]) + + ext_vec = self._engine.transform(vec) + X = ext_vec[self._indices].reshape(1, -1).astype(np.float64) + X_sc = self._scaler.transform(X) + if hasattr(self._mlp, "predict_proba"): + mlp_prob = float(self._mlp.predict_proba(X_sc)[0, 1]) + else: + mlp_prob = float(self._mlp.predict(X_sc)[0] == 1) + out["mlp_prob"] = float(np.clip(mlp_prob, 0.0, 1.0)) + out["raw_score"] = self._smoother.update(out["mlp_prob"], True) + out["is_focused"] = out["raw_score"] >= self._threshold + return out + + def reset_session(self): + self._temporal = TemporalTracker() + self._smoother.reset() + + def close(self): + if self._owns_detector: + self._detector.close() + + def __enter__(self): + return self + + def __exit__(self, *args): + self.close() + + +class HybridFocusPipeline: + def __init__( + self, + model_dir=None, + config_path: str | None = None, + eye_model_path: str | None = None, + eye_backend: str = "yolo", + eye_blend: float = 0.5, + max_angle: float = 22.0, + detector=None, + ): + if model_dir is None: + model_dir = os.path.join(_PROJECT_ROOT, "checkpoints") + mlp_path, scaler_path, meta_path = _latest_model_artifacts(model_dir) + if mlp_path is None: + raise FileNotFoundError(f"No MLP artifacts in {model_dir}") + + self._mlp = joblib.load(mlp_path) + self._scaler = joblib.load(scaler_path) + meta = np.load(meta_path, allow_pickle=True) + self._feature_names = list(meta["feature_names"]) + + norm_feats = list(meta["norm_features"]) if "norm_features" in meta else [] + self._engine = _RuntimeFeatureEngine(FEATURE_NAMES, norm_features=norm_feats) + ext_names = self._engine.extended_names + self._indices = [ext_names.index(n) for n in self._feature_names] + + self._cfg, self._cfg_path = _load_hybrid_config(model_dir=model_dir, config_path=config_path) + + self._detector = detector or FaceMeshDetector() + self._owns_detector = detector is None + self._head_pose = HeadPoseEstimator(max_angle=max_angle) + self._eye_scorer = EyeBehaviourScorer() + self._temporal = TemporalTracker() + self._eye_blend = eye_blend + self.eye_classifier = load_eye_classifier( + path=eye_model_path if eye_model_path and os.path.exists(eye_model_path) else None, + backend=eye_backend, + device="cpu", + ) + self._has_eye_model = not isinstance(self.eye_classifier, GeometricOnlyClassifier) + if self._has_eye_model: + print(f"[HYBRID] Eye model: {self.eye_classifier.name}") + + self.head_pose = self._head_pose + self._smoother = _OutputSmoother() + + print( + f"[HYBRID] Loaded {mlp_path} | {len(self._feature_names)} features | " + f"w_mlp={self._cfg['w_mlp']:.2f}, w_geo={self._cfg['w_geo']:.2f}, " + f"threshold={self._cfg['threshold']:.2f}" + ) + + @property + def has_eye_model(self) -> bool: + return self._has_eye_model + + @property + def config(self) -> dict: + return dict(self._cfg) + + def process_frame(self, bgr_frame: np.ndarray) -> dict: + landmarks = self._detector.process(bgr_frame) + h, w = bgr_frame.shape[:2] + out = { + "landmarks": landmarks, + "is_focused": False, + "focus_score": 0.0, + "mlp_prob": 0.0, + "geo_score": 0.0, + "raw_score": 0.0, + "s_face": 0.0, + "s_eye": 0.0, + "mar": None, + "is_yawning": False, + "yaw": None, + "pitch": None, + "roll": None, + "left_bbox": None, + "right_bbox": None, + } + if landmarks is None: + smoothed = self._smoother.update(0.0, False) + out["focus_score"] = smoothed + out["raw_score"] = smoothed + out["is_focused"] = smoothed >= self._cfg["threshold"] + return out + + angles = self._head_pose.estimate(landmarks, w, h) + if angles is not None: + out["yaw"], out["pitch"], out["roll"] = angles + + out["s_face"] = self._head_pose.score(landmarks, w, h) + s_eye_geo = self._eye_scorer.score(landmarks) + if self._has_eye_model: + left_crop, right_crop, left_bbox, right_bbox = extract_eye_crops(bgr_frame, landmarks) + out["left_bbox"] = left_bbox + out["right_bbox"] = right_bbox + s_eye_model = self.eye_classifier.predict_score([left_crop, right_crop]) + out["s_eye"] = (1.0 - self._eye_blend) * s_eye_geo + self._eye_blend * s_eye_model + else: + out["s_eye"] = s_eye_geo + + geo_score = ( + self._cfg["geo_face_weight"] * out["s_face"] + + self._cfg["geo_eye_weight"] * out["s_eye"] + ) + geo_score = float(np.clip(geo_score, 0.0, 1.0)) + + out["mar"] = compute_mar(landmarks) + out["is_yawning"] = out["mar"] > self._cfg["mar_yawn_threshold"] + if self._cfg["use_yawn_veto"] and out["is_yawning"]: + geo_score = 0.0 + out["geo_score"] = geo_score + + pre = { + "angles": angles, + "s_face": out["s_face"], + "s_eye": s_eye_geo, + "mar": out["mar"], + } + vec = extract_features(landmarks, w, h, self._head_pose, self._eye_scorer, self._temporal, _pre=pre) + vec = _clip_features(vec) + ext_vec = self._engine.transform(vec) + X = ext_vec[self._indices].reshape(1, -1).astype(np.float64) + X_sc = self._scaler.transform(X) + if hasattr(self._mlp, "predict_proba"): + mlp_prob = float(self._mlp.predict_proba(X_sc)[0, 1]) + else: + mlp_prob = float(self._mlp.predict(X_sc)[0] == 1) + out["mlp_prob"] = float(np.clip(mlp_prob, 0.0, 1.0)) + + focus_score = self._cfg["w_mlp"] * out["mlp_prob"] + self._cfg["w_geo"] * out["geo_score"] + out["focus_score"] = self._smoother.update(float(np.clip(focus_score, 0.0, 1.0)), True) + out["raw_score"] = out["focus_score"] + out["is_focused"] = out["focus_score"] >= self._cfg["threshold"] + return out + + def reset_session(self): + self._temporal = TemporalTracker() + self._smoother.reset() + + def close(self): + if self._owns_detector: + self._detector.close() + + def __enter__(self): + return self + + def __exit__(self, *args): + self.close() + + +class XGBoostPipeline: + """Real-time XGBoost inference pipeline using the same feature extraction as MLPPipeline.""" + + # Same 10 features used during training (data_preparation.prepare_dataset.SELECTED_FEATURES) + SELECTED = [ + 'head_deviation', 's_face', 's_eye', 'h_gaze', 'pitch', + 'ear_left', 'ear_avg', 'ear_right', 'gaze_offset', 'perclos', + ] + + def __init__(self, model_path=None, threshold=0.5): + from xgboost import XGBClassifier + + if model_path is None: + model_path = os.path.join(_PROJECT_ROOT, "models", "xgboost", "checkpoints", "face_orientation_best.json") + if not os.path.isfile(model_path): + # Fallback to legacy path + model_path = os.path.join(_PROJECT_ROOT, "checkpoints", "xgboost_face_orientation_best.json") + if not os.path.isfile(model_path): + raise FileNotFoundError(f"No XGBoost checkpoint at {model_path}") + + self._model = XGBClassifier() + self._model.load_model(model_path) + self._threshold = threshold + + self._detector = FaceMeshDetector() + self._head_pose = HeadPoseEstimator() + self.head_pose = self._head_pose + self._eye_scorer = EyeBehaviourScorer() + self._temporal = TemporalTracker() + self._smoother = _OutputSmoother() + + self._indices = [FEATURE_NAMES.index(n) for n in self.SELECTED] + print(f"[XGB] Loaded {model_path} | {len(self.SELECTED)} features, threshold={threshold}") + + def process_frame(self, bgr_frame): + landmarks = self._detector.process(bgr_frame) + h, w = bgr_frame.shape[:2] + out = { + "landmarks": landmarks, + "is_focused": False, + "s_face": 0.0, + "s_eye": 0.0, + "raw_score": 0.0, + "mar": None, + "yaw": None, + "pitch": None, + "roll": None, + } + if landmarks is None: + smoothed = self._smoother.update(0.0, False) + out["raw_score"] = smoothed + out["is_focused"] = smoothed >= self._threshold + return out + + vec = extract_features(landmarks, w, h, self._head_pose, self._eye_scorer, self._temporal) + vec = _clip_features(vec) + + out["yaw"] = float(vec[_FEAT_IDX["yaw"]]) + out["pitch"] = float(vec[_FEAT_IDX["pitch"]]) + out["roll"] = float(vec[_FEAT_IDX["roll"]]) + out["s_face"] = float(vec[_FEAT_IDX["s_face"]]) + out["s_eye"] = float(vec[_FEAT_IDX["s_eye"]]) + out["mar"] = float(vec[_FEAT_IDX["mar"]]) + + X = vec[self._indices].reshape(1, -1).astype(np.float32) + prob = self._model.predict_proba(X)[0] # [prob_unfocused, prob_focused] + out["raw_score"] = self._smoother.update(float(prob[1]), True) + out["is_focused"] = out["raw_score"] >= self._threshold + return out + + def reset_session(self): + self._temporal = TemporalTracker() + self._smoother.reset() + + def close(self): + self._detector.close() + + def __enter__(self): + return self + + def __exit__(self, *args): + self.close() diff --git a/vite.config.js b/vite.config.js new file mode 100644 index 0000000000000000000000000000000000000000..abe01e64e2191917fbaafb3fc50177baef9ccd11 --- /dev/null +++ b/vite.config.js @@ -0,0 +1,19 @@ +import { defineConfig } from 'vite' +import react from '@vitejs/plugin-react' + +export default defineConfig({ + plugins: [react()], + server: { + proxy: { + '/api': { + target: 'http://localhost:8000', + changeOrigin: true, + secure: false, + }, + '/ws': { + target: 'ws://localhost:8000', + ws: true, + } + } + } +}) \ No newline at end of file diff --git a/yolov8n.pt b/yolov8n.pt new file mode 100644 index 0000000000000000000000000000000000000000..5d0becea028c1952ecc77c608b46b246e8254c88 --- /dev/null +++ b/yolov8n.pt @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:31e20dde3def09e2cf938c7be6fe23d9150bbbe503982af13345706515f2ef95 +size 6534387