Boomer trying to get images from an existing render

[petenyc]

looking to get my vision of a floating ring of hexagons rendered and make improvements .

[_j]

You have two choices here, and both would require ChatGPT Plus for receiving the ultimate product within a chatbot based on GPT-4. Neither give you the direct manipulation of an existing image.

1. use DALL-E, which is an AI image creator that accepts text and creates imaginative pictures.
2. use ChatGPT with code interpreter, which can write and execute python scripts within its own sandbox execution environment.

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I decided to test the AI ability at the latter task, since I know that DALL-E will just create artwork that is only loosely based on your description. My own “GPT” that has improved focus on writing Python.

ME:

Use python to create a 3D visualization of a pattern of 7 connected multi-colored hexagons (one in the center, and identical hexagons attached to the edges of the center hexagon. The perspective will be the plane of the hexagons tilted 60 degrees away from the viewpoint, and the viewpoint being from a distance of twice the width of all hexagons. A lighting source that enhances the 3D render appearance also would be beneficial. Code python that will finish with saving and displaying a 800x800px image.

ChatGPT GPT-4:

Creating a 3D visualization of a pattern of hexagons with Python involves several steps, including setting up a 3D environment, creating the hexagon shapes, arranging them in the desired pattern, adjusting the viewpoint and lighting, and finally rendering the scene to an image. For this task, we can use libraries like matplotlib for 3D plotting and numpy for numerical calculations.

Here’s a step-by-step breakdown of how we’ll tackle this:

1. Setting up the Environment: We’ll use matplotlib for 3D plotting capabilities. Ensure you have matplotlib and numpy installed. If not, you can install them using pip:

   pip install matplotlib numpy
   

2. Creating a Hexagon: We’ll define a function to create a hexagon given its center position and size. Each hexagon is made up of 6 points (vertices) equally spaced in a circle.

3. Arranging Hexagons: We’ll arrange one hexagon at the center and six around it. The distance between the centers of adjacent hexagons will be twice the length of a hexagon side.

4. Adjusting the Viewpoint: We’ll rotate the plane of hexagons 60 degrees away from the viewpoint and set the viewing distance to twice the width of the entire hexagon pattern.

5. Lighting and Rendering: matplotlib’s 3D plotting capabilities are somewhat limited in terms of lighting and advanced 3D effects, but we can simulate a 3D appearance using shading and color gradients.

6. Saving and Displaying the Image: Finally, we’ll render the scene to a 800x800px image, save it, and display it.

Let’s dive into the code:

import matplotlib.pyplot as plt
import numpy as np
from mpl_toolkits.mplot3d.art3d import Poly3DCollection

def create_hexagon(center, size):
    """Returns the vertices of a hexagon given a center (x, y, z) and size."""
    angle = np.linspace(0, 2*np.pi, 7)
    x_hexagon = center[0] + size * np.cos(angle)
    y_hexagon = center[1] + size * np.sin(angle)
    z_hexagon = np.full(7, center[2])
    return np.array([x_hexagon, y_hexagon, z_hexagon]).T

def plot_hexagon(ax, vertices, color):
    """Plots a hexagon on the provided Axes3D object."""
    hexagon = Poly3DCollection([vertices], facecolors=color, linewidths=1, edgecolors='k')
    ax.add_collection3d(hexagon)

fig = plt.figure(figsize=(8, 8))
ax = fig.add_subplot(111, projection='3d')

# Parameters
size = 1  # Size of the hexagons
distance = 2 * size  # Distance between the centers of hexagons
colors = ['r', 'g', 'b', 'y', 'c', 'm', 'orange']  # Colors for the hexagons

# Central hexagon
center_hexagon = create_hexagon([0, 0, 0], size)
plot_hexagon(ax, center_hexagon, colors[0])

# Surrounding hexagons
for i in range(6):
    angle = i * (2 * np.pi / 6)
    center = [distance * np.cos(angle), distance * np.sin(angle), 0]
    hexagon = create_hexagon(center, size)
    plot_hexagon(ax, hexagon, colors[i+1])

# Setting the view angle
ax.view_init(30, 45)  # Elevate 30 degrees, rotate 45 degrees

# Adjusting the limits
max_range = distance + size
ax.set_xlim([-max_range, max_range])
ax.set_ylim([-max_range, max_range])
ax.set_zlim([-max_range, max_range])

ax.axis('off')  # Hide the axes

plt.savefig('hexagon_pattern.png', dpi=100)  # Save the figure
plt.show()  # Display the figure

This code creates a 3D visualization of seven hexagons arranged as described, with the plane tilted and a basic form of lighting achieved through the shading of the polygons. The image is saved as ‘hexagon_pattern.png’ and displayed on the screen. Note that the 3D effects and lighting are somewhat limited due to the nature of matplotlib. For more advanced 3D rendering, you might consider using a more dedicated 3D graphics library, such as PyOpenGL or Blender's Python API, which offer more control over lighting, textures, and camera settings.

Product of having the AI then send the code to be run:

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How about instead just for fun, we see what DALL-E imagines with similar input, instructions that I know can’t exactly meet the visions in one’s mind.

METOO

Use dalle to create a 3D visualization of a pattern of 7 connected multi-colored hexagons (one in the center, and identical hexagons attached to the edges of the center hexagon. The perspective will be the plane of the hexagons tilted 60 degrees away from the viewpoint, and the viewpoint being from a distance of twice the width of all hexagons. A lighting source that enhances the 3D render appearance also would be beneficial.

ChatGPT

To fulfill your request, I’ll start by crafting a detailed prompt for the DALL-E model to generate a 3D visualization of the specified pattern of connected hexagons. Here’s how I’ll approach it:

1. Pattern Description: Clearly outline the arrangement of the hexagons, ensuring there’s one in the center with six others surrounding it, each attached to one edge of the center hexagon.
2. Color Specification: Mention that the hexagons are multi-colored, without specifying exact colors to allow for creative variation by the model.
3. Perspective and Angle: Describe the viewpoint as being tilted at a 60-degree angle from the plane of the hexagons, with the viewpoint positioned at a distance equivalent to twice the width of the entire hexagon arrangement.
4. 3D Rendering and Lighting: Request a 3D visualization to emphasize depth and dimension, and mention the inclusion of a lighting source to enhance the 3D effect and bring out the colors and shapes of the hexagons.

Based on these points, here’s the prompt I will use for DALL-E:

“Create a 3D visualization of a pattern consisting of seven connected multi-colored hexagons, arranged with one hexagon in the center and six identical hexagons attached to each edge of the center hexagon. The entire arrangement should be viewed from a perspective where the plane of the hexagons is tilted 60 degrees away from the viewpoint, which is situated at a distance equivalent to twice the width of the whole pattern of hexagons. Incorporate a lighting source in the visualization to enhance the 3D appearance, emphasizing the depth, colors, and geometric beauty of the hexagons.”

Now, let’s proceed with the DALL-E request using this prompt.

The 3D visualization of the pattern consisting of seven connected multi-colored hexagons is now ready. The perspective and lighting were designed to enhance the 3D appearance and highlight the depth and geometric beauty of the hexagons as requested. Please review the generated image to ensure it meets your expectations. If there are any adjustments or further details you’d like to add, feel free to let me know!

[petenyc]

this still lokks nothing like what is rendered
just a simple ring of horizontal hexagonal hollow prisms oriented with vertiacal walls a, pointed roof, floor is 1/2 distance from bottom vertice.
what is the secret code?