# python create_dataset.py
# cd .. && huggingface-cli upload-large-folder anokimchen/geometric_shapes geometric_shapes  --repo-type dataset && cd geometric_shapes


# Python version: 3.10.10 (main, Mar 21 2023, 13:41:39) [Clang 14.0.6 ]
# os: Built-in (part of Python 3.10.10)
# random: Built-in (part of Python 3.10.10)
# csv: 1.0
# numpy: 1.26.4
# matplotlib: 3.8.2
# tqdm: 4.67.1
# time: Built-in (part of Python 3.10.10)
# json: 2.0.9
# multiprocessing: Built-in (part of Python 3.10.10)

import os
import random
import csv
import numpy as np
import matplotlib
matplotlib.use('Agg')  # Set non-interactive backend
import matplotlib.pyplot as plt
from matplotlib.path import Path
import matplotlib.patches as patches
from tqdm import tqdm
import time, json
import multiprocessing as mp
from functools import partial

# List of shapes
shapes = [
    "circle", "square", "triangle", "rectangle", "pentagon", "hexagon", 
    "heptagon", "octagon", "nonagon", "decagon", "hendecagon", "dodecagon", 
    "tridecagon", "tetradecagon", "pentadecagon", "hexadecagon", "heptadecagon", 
    "octadecagon", "enneadecagon", "icosagon", "ellipse", "parallelogram", 
    "trapezoid", "rhombus", "star", "crescent", "heart", "cross", "arrow", 
    "diamond", "kite", "oval", "semicircle", "sector", "torus", "annulus", 
    "deltoid", "astroid", "superellipse", "hypotrochoid", "epitrochoid", 
    "lemniscate", "quadrifolium", "trefoil", "clover", "bean", "peanut", 
    "lune", "vesica piscis", "spherical cap", "spherical wedge", 
    "spherical lune", "hypocycloid", "epicycloid"
]

# Colors with their names
colors = {
    'red': '#FF0000',
    'green': '#00FF00',
    'blue': '#0000FF',
    'yellow': '#FFFF00',
    'cyan': '#00FFFF',
    'magenta': '#FF00FF',
    'purple': '#800080',
    'orange': '#FFA500',
    'pink': '#FFC0CB',
    'brown': '#A52A2A',
    'black': '#000000',
    'white': '#FFFFFF',
    'gray': '#808080',
    'lime': '#32CD32',
    'navy': '#000080',
    'teal': '#008080',
    'olive': '#808000',
    'maroon': '#800000',
    'coral': '#FF7F50',
    'gold': '#FFD700',
    'silver': '#C0C0C0',
    'indigo': '#4B0082',
    'turquoise': '#40E0D0',
    'violet': '#EE82EE',
    'khaki': '#F0E68C',
    'salmon': '#FA8072',
    'crimson': '#DC143C',
    'lavender': '#E6E6FA',
    'plum': '#DDA0DD',
    'orchid': '#DA70D6',
    'chocolate': '#D2691E'
}

# Size descriptions
size_descriptions = {
    (0, 15): ["tiny", "minuscule", "microscopic", "very small", "itty-bitty"],
    (15, 30): ["small", "little", "petite", "diminutive", "compact"],
    (30, 50): ["medium", "moderate", "average", "intermediate", "mid-sized"],
    (50, 75): ["large", "big", "substantial", "sizable", "considerable"],
    (75, 90): ["very large", "huge", "enormous", "immense", "massive"],
    (90, 100): ["gigantic", "colossal", "gargantuan", "titanic", "mammoth"]
}

# Define polygon sides mapping at module level
polygon_sides = {
    "pentagon": 5, "hexagon": 6, "heptagon": 7, "octagon": 8, "nonagon": 9, "decagon": 10,
    "hendecagon": 11, "dodecagon": 12, "tridecagon": 13, "tetradecagon": 14, 
    "pentadecagon": 15, "hexadecagon": 16, "heptadecagon": 17, "octadecagon": 18, 
    "enneadecagon": 19, "icosagon": 20
}

def get_size_description(size_percent):
    for (min_val, max_val), descriptions in size_descriptions.items():
        if min_val <= size_percent < max_val:
            return random.choice(descriptions)
    return random.choice(size_descriptions[(90, 100)])  # Default to largest if out of range

def regular_polygon(sides, radius=0.4, rotation=0, center=(0.5, 0.5)):
    """Generate coordinates for a regular polygon."""
    angles = np.linspace(0 + rotation, 2 * np.pi + rotation, sides + 1)[:-1]
    x = center[0] + radius * np.cos(angles)
    y = center[1] + radius * np.sin(angles)
    return list(zip(x, y))

def star_coords(points=5, inner_radius=0.2, outer_radius=0.4, center=(0.5, 0.5)):
    """Generate coordinates for a star."""
    all_angles = np.linspace(0, 2 * np.pi, 2 * points, endpoint=False)
    radii = [outer_radius, inner_radius] * points
    x = center[0] + np.array([r * np.cos(a) for r, a in zip(radii, all_angles)])
    y = center[1] + np.array([r * np.sin(a) for r, a in zip(radii, all_angles)])
    return list(zip(x, y))

def draw_shape(shape, ax, size_factor=1.0):
    """Draw a shape with the given size factor (0.0 to 1.0)."""
    center = (0.5, 0.5)
    color_name = random.choice(list(colors.keys()))
    color_hex = colors[color_name]
    
    # Base size for scaling (as a fraction of available space)
    base_size = 0.4 * size_factor
    
    if shape == "circle":
        circle = plt.Circle(center, base_size, color=color_hex)
        ax.add_patch(circle)
    
    elif shape == "square":
        offset = 0.5 - base_size
        square = plt.Rectangle((offset, offset), 2*base_size, 2*base_size, color=color_hex)
        ax.add_patch(square)
    
    elif shape == "triangle":
        height = 2 * base_size
        base_width = 2 * base_size
        triangle = plt.Polygon([
            (0.5, 0.5 + height/2),
            (0.5 - base_width/2, 0.5 - height/2),
            (0.5 + base_width/2, 0.5 - height/2)
        ], color=color_hex)
        ax.add_patch(triangle)
    
    elif shape == "rectangle":
        width = 2 * base_size
        height = 1.5 * base_size
        offset_x = 0.5 - width/2
        offset_y = 0.5 - height/2
        rectangle = plt.Rectangle((offset_x, offset_y), width, height, color=color_hex)
        ax.add_patch(rectangle)
    
    elif shape in polygon_sides:
        sides = polygon_sides[shape]
        polygon = plt.Polygon(regular_polygon(sides, radius=base_size), color=color_hex)
        ax.add_patch(polygon)
    
    elif shape == "ellipse" or shape == "oval":
        width = 2 * base_size
        height = 1.3 * base_size
        ellipse = patches.Ellipse(center, width, height, color=color_hex)
        ax.add_patch(ellipse)
    
    elif shape == "parallelogram":
        skew = base_size * 0.3
        parallelogram = plt.Polygon([
            (0.5-base_size, 0.5-base_size/2),
            (0.5+base_size-skew, 0.5-base_size/2),
            (0.5+base_size, 0.5+base_size/2),
            (0.5-base_size+skew, 0.5+base_size/2)
        ], color=color_hex)
        ax.add_patch(parallelogram)
    
    elif shape == "trapezoid":
        top_width = base_size * 1.2
        bottom_width = base_size * 2
        height = base_size * 1.5
        trapezoid = plt.Polygon([
            (0.5-bottom_width/2, 0.5-height/2),
            (0.5+bottom_width/2, 0.5-height/2),
            (0.5+top_width/2, 0.5+height/2),
            (0.5-top_width/2, 0.5+height/2)
        ], color=color_hex)
        ax.add_patch(trapezoid)
    
    elif shape == "rhombus" or shape == "diamond":
        width = base_size * 1.8
        height = base_size * 1.8
        rhombus = plt.Polygon([
            (0.5, 0.5-height/2),
            (0.5+width/2, 0.5),
            (0.5, 0.5+height/2),
            (0.5-width/2, 0.5)
        ], color=color_hex)
        ax.add_patch(rhombus)
    
    elif shape == "star":
        star = plt.Polygon(star_coords(
            points=5,
            inner_radius=base_size * 0.5,
            outer_radius=base_size * 1.3
        ), color=color_hex)
        ax.add_patch(star)
    
    elif shape == "crescent":
        # Create a crescent by taking the difference of two circles
        circle1 = plt.Circle(center, base_size, color=color_hex)
        offset = base_size * 0.3
        circle2 = plt.Circle((0.5 + offset, 0.5), base_size * 0.9, color='white')
        ax.add_patch(circle1)
        ax.add_patch(circle2)
    
    elif shape == "heart":
        t = np.linspace(0, 2*np.pi, 100)
        x = 0.5 + base_size * (16 * np.sin(t)**3) / 16
        y = 0.5 + base_size * (13 * np.cos(t) - 5 * np.cos(2*t) - 2 * np.cos(3*t) - np.cos(4*t)) / 16
        heart = plt.Polygon(list(zip(x, y)), color=color_hex)
        ax.add_patch(heart)
    
    elif shape == "cross":
        width = base_size * 0.5
        length = base_size * 1.5
        cross = plt.Polygon([
            (0.5-width/2, 0.5-length/2), (0.5+width/2, 0.5-length/2),
            (0.5+width/2, 0.5-width/2), (0.5+length/2, 0.5-width/2),
            (0.5+length/2, 0.5+width/2), (0.5+width/2, 0.5+width/2),
            (0.5+width/2, 0.5+length/2), (0.5-width/2, 0.5+length/2),
            (0.5-width/2, 0.5+width/2), (0.5-length/2, 0.5+width/2),
            (0.5-length/2, 0.5-width/2), (0.5-width/2, 0.5-width/2)
        ], color=color_hex)
        ax.add_patch(cross)
    
    elif shape == "arrow":
        arrow_length = base_size * 2
        arrow_width = base_size * 0.8
        arrow_head = base_size * 1.2
        arrow = plt.Polygon([
            (0.5-arrow_length/2, 0.5),
            (0.5+arrow_length/2-arrow_head, 0.5-arrow_width/2),
            (0.5+arrow_length/2-arrow_head, 0.5-arrow_width/4),
            (0.5+arrow_length/2, 0.5),
            (0.5+arrow_length/2-arrow_head, 0.5+arrow_width/4),
            (0.5+arrow_length/2-arrow_head, 0.5+arrow_width/2)
        ], color=color_hex)
        ax.add_patch(arrow)
    
    elif shape == "kite":
        width = base_size * 1.5
        height = base_size * 2.2
        kite = plt.Polygon([
            (0.5, 0.5+height/2),
            (0.5+width/2, 0.5),
            (0.5, 0.5-height/2),
            (0.5-width/2, 0.5)
        ], color=color_hex)
        ax.add_patch(kite)
    
    elif shape == "semicircle":
        theta = np.linspace(0, np.pi, 100)
        x = center[0] + base_size * np.cos(theta)
        y = center[1] + base_size * np.sin(theta)
        # Add a straight line at the bottom
        x = np.append(x, [center[0] - base_size, center[0]])
        y = np.append(y, [center[1], center[1]])
        semicircle = plt.Polygon(list(zip(x, y)), color=color_hex)
        ax.add_patch(semicircle)
    
    elif shape == "sector":
        theta = np.linspace(0, np.pi/2, 100)
        x = center[0] + base_size * np.cos(theta)
        y = center[1] + base_size * np.sin(theta)
        # Add lines to center
        x = np.append(x, [center[0]])
        y = np.append(y, [center[1]])
        sector = plt.Polygon(list(zip(x, y)), color=color_hex)
        ax.add_patch(sector)
    
    elif shape == "torus" or shape == "annulus":
        # Create an annulus/torus by drawing two concentric circles
        outer = plt.Circle(center, base_size, fill=True, color=color_hex)
        inner = plt.Circle(center, base_size * 0.5, fill=True, color='white')
        ax.add_patch(outer)
        ax.add_patch(inner)
    
    elif shape == "deltoid":
        t = np.linspace(0, 2*np.pi, 100)
        a, b = base_size, base_size * 0.3
        x = center[0] + a * np.cos(t) + b * np.cos(3*t)
        y = center[1] + a * np.sin(t) - b * np.sin(3*t)
        deltoid = plt.Polygon(list(zip(x, y)), color=color_hex)
        ax.add_patch(deltoid)
    
    elif shape == "astroid":
        t = np.linspace(0, 2*np.pi, 100)
        a = base_size * 1.3
        x = center[0] + a * np.cos(t)**3
        y = center[1] + a * np.sin(t)**3
        astroid = plt.Polygon(list(zip(x, y)), color=color_hex)
        ax.add_patch(astroid)
    
    elif shape == "lemniscate":
        t = np.linspace(-np.pi/4, np.pi/4, 100)
        a = base_size * 0.7
        x = center[0] + a * np.sqrt(2) * np.cos(t) / (np.sin(t)**2 + 1)
        y = center[1] + a * np.sqrt(2) * np.cos(t) * np.sin(t) / (np.sin(t)**2 + 1)
        
        # Add the bottom half
        t = np.linspace(3*np.pi/4, 5*np.pi/4, 100)
        x2 = center[0] + a * np.sqrt(2) * np.cos(t) / (np.sin(t)**2 + 1)
        y2 = center[1] + a * np.sqrt(2) * np.cos(t) * np.sin(t) / (np.sin(t)**2 + 1)
        
        x = np.append(x, x2)
        y = np.append(y, y2)
        
        plt.plot(x, y, color=color_hex, linewidth=4*size_factor)
    
    elif shape in ["quadrifolium", "trefoil", "clover"]:
        if shape == "quadrifolium":
            n = 4  # Four petals
        elif shape == "trefoil":
            n = 3  # Three petals
        else:  # clover
            n = 4  # Four petals, same as quadrifolium
            
        t = np.linspace(0, 2*np.pi, 1000)
        a = base_size
        x = center[0] + a * np.cos(n*t) * np.cos(t)
        y = center[1] + a * np.cos(n*t) * np.sin(t)
        plt.plot(x, y, color=color_hex, linewidth=4*size_factor)
    
    elif shape in ["bean", "peanut"]:
        t = np.linspace(0, 2*np.pi, 100)
        a, b = base_size * 1.5, base_size * 0.7
        x = center[0] + a * np.sin(t)
        y = center[1] + b * np.sin(t) * np.cos(t)
        bean = plt.Polygon(list(zip(x, y)), color=color_hex)
        ax.add_patch(bean)
    
    elif shape == "lune" or shape == "vesica piscis":
        # Create intersecting circles
        circle1 = plt.Circle((0.5 - base_size*0.3, 0.5), base_size, color=color_hex, alpha=0.7)
        circle2 = plt.Circle((0.5 + base_size*0.3, 0.5), base_size, color=color_hex, alpha=0.7)
        ax.add_patch(circle1)
        ax.add_patch(circle2)
    
    elif shape in ["hypocycloid", "epicycloid", "hypotrochoid", "epitrochoid"]:
        R = base_size * 1.2  # Radius of fixed circle
        r = base_size * 0.4  # Radius of rolling circle
        d = base_size * 0.2  # Distance from center of rolling circle
        
        t = np.linspace(0, 2*np.pi, 1000)
        
        if shape == "hypocycloid":
            x = center[0] + (R-r) * np.cos(t) + r * np.cos((R-r)*t/r)
            y = center[1] + (R-r) * np.sin(t) - r * np.sin((R-r)*t/r)
        elif shape == "epicycloid":
            x = center[0] + (R+r) * np.cos(t) - r * np.cos((R+r)*t/r)
            y = center[1] + (R+r) * np.sin(t) - r * np.sin((R+r)*t/r)
        elif shape == "hypotrochoid":
            x = center[0] + (R-r) * np.cos(t) + d * np.cos((R-r)*t/r)
            y = center[1] + (R-r) * np.sin(t) - d * np.sin((R-r)*t/r)
        elif shape == "epitrochoid":
            x = center[0] + (R+r) * np.cos(t) - d * np.cos((R+r)*t/r)
            y = center[1] + (R+r) * np.sin(t) - d * np.sin((R+r)*t/r)
            
        plt.plot(x, y, color=color_hex, linewidth=3*size_factor)
    
    elif shape in ["spherical cap", "spherical wedge", "spherical lune"]:
        if shape == "spherical cap":
            # Approximate with an ellipse
            ellipse = patches.Ellipse(center, base_size*2, base_size, color=color_hex)
            ax.add_patch(ellipse)
        elif shape == "spherical wedge":
            # Approximate with a sector
            theta = np.linspace(0, np.pi/3, 100)
            x = center[0] + base_size * np.cos(theta)
            y = center[1] + base_size * np.sin(theta)
            x = np.append(x, [center[0]])
            y = np.append(y, [center[1]])
            sector = plt.Polygon(list(zip(x, y)), color=color_hex)
            ax.add_patch(sector)
        elif shape == "spherical lune":
            # Approximate with a lune
            circle1 = plt.Circle((0.5 - base_size*0.3, 0.5), base_size, color=color_hex, alpha=0.7)
            circle2 = plt.Circle((0.5 + base_size*0.3, 0.5), base_size, color=color_hex, alpha=0.7)
            ax.add_patch(circle1)
            ax.add_patch(circle2)
    
    elif shape == "superellipse":
        t = np.linspace(0, 2*np.pi, 100)
        n = 4  # Controls the shape (higher n = more square-like)
        a, b = base_size * 1.5, base_size * 1.5
        x = center[0] + a * np.sign(np.cos(t)) * np.abs(np.cos(t))**(2/n)
        y = center[1] + b * np.sign(np.sin(t)) * np.abs(np.sin(t))**(2/n)
        superellipse = plt.Polygon(list(zip(x, y)), color=color_hex)
        ax.add_patch(superellipse)
    
    else:
        # Default for any unhandled shapes
        text = f"{shape}"
        ax.text(0.5, 0.5, text, fontsize=16*size_factor, ha='center', va='center', color=color_hex)
    
    return color_name, size_factor * 100  # Return color name and size percentage

def generate_caption(shape, color, size_percent):
    """Generate diverse captions in random order."""
    size_description = get_size_description(size_percent)
    
    # Create the caption components
    components = [
        f"a {shape}",
        f"a {color} shape",
        f"a {size_description} object",
        f"a shape that is {size_percent:.1f}% of maximum size"
    ]
    
    # Randomly select and order the components
    selected_components = random.sample(components, k=random.randint(2, 4))
    
    # Join the components into a caption
    caption = " ".join(selected_components)
    
    # Sometimes completely randomize the order of words
    if random.random() < 0.25:
        all_words = caption.split()
        random.shuffle(all_words)
        caption = " ".join(all_words)
    
    alternatives = [
        f"This image shows {caption}.",
        f"An illustration containing {caption}.",
        f"A {color} {size_description} {shape}.",
        f"The picture depicts {caption}.",
        f"{caption.capitalize()}.",
        f"A {size_description} {color} {shape} at {size_percent:.1f}% size.",
        f"The image features {caption}.",
        f"{size_description.capitalize()} {color} {shape}.",
        f"{shape.capitalize()} ({color}, {size_percent:.1f}% size).",
        f"{color.capitalize()} {shape} of {size_description} size."
    ]

    # Add more diversity to the captions
    alternatives.extend([
        # Simple alternatives
        f"A {shape}.",
        f"{color.capitalize()} {shape}.",
        f"{caption}.",
        f"Image: {shape}.",
        f"A geometric figure.",
        
        # Descriptive alternatives
        f"A finely detailed {color} {shape} rendered with precision at {size_percent:.1f}% of standard dimensions.",
        f"The illustration presents a meticulously crafted {color} {shape}, notable for its {size_description} proportions and clean lines.",
        f"This high-quality visual representation features a {color} {shape} with dimensions calibrated to {size_percent:.1f}% of the reference size.",
        f"An expertly rendered {size_description} {color} {shape} displayed with attention to geometric accuracy.",
        f"The image showcases a precisely defined {color} {shape} with carefully maintained proportions at {size_percent:.1f}% scale.",
        
        # Minimal description
        f"{shape}.",
        f"{color}.",
        f"Figure.",
        f"Geometric.",
        f"Visual.",
        
        # All variables
        f"A {size_description} {color} {shape} rendered at {size_percent:.1f}% scale depicting {caption}.",
        f"This {size_description} {color} {shape} ({size_percent:.1f}%) represents {caption}.",
        f"Visual element: {size_description} {color} {shape}, {size_percent:.1f}%, {caption}.",
        f"{caption}: {size_description} {color} {shape} at {size_percent:.1f}% relative size.",
        f"{color.capitalize()} {size_description} {shape} ({size_percent:.1f}%) displaying {caption}.",
        
        # No variables (completely generic)
        f"A geometric shape.",
        f"A visual element.",
        f"A colored shape.",
        f"A geometric figure.",
        f"A visual representation.",
        
        # Technical focus
        f"Object class: {shape}; color: {color}; size modifier: {size_percent:.1f}%.",
        f"Visual asset: type={shape}, color={color}, size={size_percent:.1f}%, description='{caption}'.",
        f"Element[{shape}]: color={color}, scale={size_percent:.1f}%, desc='{caption}'.",
        f"Geometric representation (type: {shape}, color: {color}, scale: {size_percent:.1f}%).",
        f"Visual.render({shape}, {color}, {size_percent:.1f}%, '{caption}').",
        
        # Creative alternatives
        f"Behold, a {color} {shape} of {size_description} dimensions!",
        f"Gaze upon this {size_description} {color} {shape}, a testament to geometric elegance.",
        f"A wild {color} {shape} appears! It seems to be {size_description}.",
        f"The canvas reveals a {color} {shape}, sized at a modest {size_percent:.1f}% of potential.",
        f"Lo! A {color} {shape} of {size_description} proportions graces your vision.",
        
        # Mixed variable usage
        f"A {color} figure at {size_percent:.1f}% scale.",
        f"{size_description.capitalize()} {shape}.",
        f"{color.capitalize()} geometric element depicting {caption}.",
        f"Shape type: {shape}; Size: {size_description}.",
        f"This {color} element represents {caption}.",
        
        # Academic style
        f"The figure presents a {color} {shape} (n={size_percent:.1f}%, p<0.05) consistent with {caption}.",
        f"Fig. 1: {color.capitalize()} {shape} at {size_percent:.1f}% relative scale.",
        f"A {size_description} {color} {shape}, characteristic of category '{caption}'.",
        f"Visual stimulus: {color} {shape} (scale factor: {size_percent:.1f}).",
        f"Specimen: {color} {shape}, scaled to {size_percent:.1f}% of reference dimensions.",
        
        # Alternative sentence structures
        f"What you see is a {color} {shape}.",
        f"There exists a {size_description} {color} {shape} in this image.",
        f"Shown here: {color} {shape}, {size_description}.",
        f"Present in the visual field: one {color} {shape}.",
        f"Contained within: a {size_description} {color} {shape}.",
        
        # Using only some variables in different combinations
        f"A {color} form.",
        f"The {size_description} element.",
        f"{size_percent:.1f}% sized object.",
        f"{caption} represented by a {shape}.",
        f"{shape.capitalize()} expressing {caption}."
    ])
    
    return random.choice(alternatives)

def get_folder_name(image_index, images_per_folder=5000):
    """Generate folder name based on image index."""
    folder_number = (image_index // images_per_folder) + 1
    return f"dataset/images_{folder_number:03d}"

def write_to_csv(file_path, data):
    """Write data to a CSV file."""
    with open(file_path, mode='w', newline='') as file:
        writer = csv.writer(file)
        writer.writerow(["file_name", "caption"])
        for folder_name, file_name, caption in data:
            writer.writerow([file_name, caption])

def generate_single_image_process(i, img_size=(512, 512), images_per_folder=5000):
    """Process-safe version of image generation."""
    # Each process needs its own matplotlib backend setup
    import matplotlib
    matplotlib.use('Agg')
    import matplotlib.pyplot as plt
    
    shape = random.choice(shapes)
    size_factor = random.uniform(0.1, 1.0)  # Random size from 10% to 100%
    
    folder_name = get_folder_name(i, images_per_folder)
    os.makedirs(folder_name, exist_ok=True)
    
    file_name = f"image_{i+1}.png"
    file_path = os.path.join(folder_name, file_name)
    
    # Calculate figure size in inches based on desired pixel dimensions and DPI
    dpi = 100  # Standard DPI for matplotlib
    fig_size = (img_size[0] / dpi, img_size[1] / dpi)  # Convert pixels to inches
    
    fig, ax = plt.subplots(figsize=fig_size, dpi=dpi)
    ax.set_xlim(0, 1)
    ax.set_ylim(0, 1)
    ax.set_xticks([])
    ax.set_yticks([])
    ax.set_frame_on(False)
    
    color_name, size_percent = draw_shape(shape, ax, size_factor)
    caption = generate_caption(shape, color_name, size_percent)
    
    # Save the figure with the exact dimensions
    plt.savefig(file_path, dpi=dpi, bbox_inches=None, pad_inches=0)  # Disable bbox_inches and pad_inches
    plt.close(fig)
    
    # Write the caption to a CSV file in the same folder
    csv_path = os.path.join(folder_name, "metadata.csv")
    with open(csv_path, mode='a', newline='') as file:
        writer = csv.writer(file)
        # Write header only if the file is empty or doesn't exist
        if not os.path.exists(csv_path) or os.path.getsize(csv_path) == 0:
            writer.writerow(["file_name", "caption"])
        writer.writerow([file_name, caption])
    
    return folder_name, file_name, caption

def generate_images_multiprocess(num_images=10, img_size=(512, 512), max_workers=None, images_per_folder=5000):
    """Generate images using multiple processes instead of threads."""
    # Create dataset directory structure
    os.makedirs("dataset", exist_ok=True)
    
    start_time = time.time()
    
    # Determine number of workers if not specified
    if max_workers is None:
        max_workers = mp.cpu_count()
    
    # Create a pool of workers
    with mp.Pool(processes=max_workers) as pool:
        # Create a partial function with fixed img_size
        worker_func = partial(generate_single_image_process, img_size=img_size, images_per_folder=images_per_folder)
        
        # Map the function to the range of image indices
        results = list(tqdm(
            pool.imap(worker_func, range(num_images)),
            total=num_images,
            desc="Generating Images"
        ))
    
    end_time = time.time()
    
    print(f"Generated {num_images} images in {end_time - start_time:.2f} seconds")
    print(f"Size: {len(results)} images")

if __name__ == "__main__":
    # You can adjust the number of workers based on your CPU
    # If left as None, it will use the default (typically the number of CPU cores)
    generate_images_multiprocess(num_images=100000, max_workers=10, img_size=(512, 512), images_per_folder=5000)