Here's how you can achieve the desired tile arrangement with variable tile sizes and duplication based on the total distance to be covered:
1. Define Variables:
total_distance = 5700 # Replace with your desired distance
fixed_tile_width = 500
max_variable_width = 500
# Initialize variables to store tile layout
num_fixed_tiles = 2 # Number of fixed-size tiles (1 and 5)
variable_tile_width = 0 # Width of each variable tile (2 and 4)
num_variable_tiles = 0 # Number of variable tiles
2. Calculate Available Space:
available_space = total_distance - (num_fixed_tiles * fixed_tile_width)
3. Determine Variable Tile Width:
# Check if available space is enough for even distribution of variable tiles
if available_space >= 2 * max_variable_width:
variable_tile_width = max_variable_width
else:
# If not enough space, allocate remaining space equally to variable tiles
variable_tile_width = available_space // 2
4. Calculate Number of Variable Tiles:
num_variable_tiles = available_space // variable_tile_width
5. Calculate Number of Duplicated Tiles (Tile 3):
num_duplicate_tiles = (available_space + fixed_tile_width) // fixed_tile_width - 1
6. Print/Display the Tile Layout:
print("Tile Layout:")
print(f"{num_fixed_tiles} tiles of {fixed_tile_width}x{fixed_tile_width}")
print(f"{num_variable_tiles} tiles of {variable_tile_width}x{fixed_tile_width}")
print(f"{num_duplicate_tiles} tiles of {fixed_tile_width}x{fixed_tile_width} (duplicated)")
Explanation:
- We define variables for the total distance, fixed tile size, maximum variable tile size, and initialize variables to store the tile layout information.
- We calculate the available space remaining after accounting for the fixed tiles.
- We determine the width of the variable tiles (either the maximum allowed or an equal distribution of the remaining space).
- We calculate the number of variable tiles that can fit within the available space using the determined width.
- We calculate the number of times tile 3 (fixed size) needs to be duplicated to fill the remaining space.
Example Output (for total_distance = 5700):
Tile Layout:
2 tiles of 500x500
2 tiles of 350x500
8 tiles of 500x500
1 tile of 500x500 (duplicated)
Adapting the Code:
- You can modify the code to incorporate it into your specific programming language or environment.
- The logic can be adapted for different tile sizes or constraints by adjusting the relevant variables and calculations.
Alex LibrelonProjetista Master -
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