Henrys Snowflake #5

thingiverse

The problem doesn't seem to require a solution. It appears to be an array of x and y coordinates, followed by a line width, rather than a mathematical or logical puzzle. However, if you are asking how one would go about creating such a series of coordinates in the first place: 1. **Data Generation**: There could be many reasons for wanting these coordinates: a scientific graph, data visualization, geometric design. You may need to understand why these points are generated. 2. **Understanding the Algorithm**: Once you know what kind of dataset is being created, it might give away the generating process (e.g., sampling from some distributions). For a more interesting problem statement, here is one possible example. Example: You can consider all x coordinates are generated in an upward sequence between -10 to 11. All y values also begin from 0 and move up in an upward direction between -20 and 22 with some variation along the way. Each step has some sort of periodic variation so that data does not form a straightforward linear function. Code snippet in Python. ```python import numpy as np np.random.seed(0) # create two random sequences for X and Y n_points = 140 X_seq = -10 + np.arange(n_points) * (11 - (-10)) / n_points Y_seq = 22 - 2*np.sin(X_seq) data_array_1d_X_seq = [float(num) for num in X_seq] data_array_1d_Y_seq = [0,4.395,-3.1425,-9.1112,16.1436,-23.1219,-25.1616,36.1235,-11.1817,27.1536, 37.1723,-28.2023,32.1831,39.1916,-35.2324,15.1938,20.1925,24.2212,33.2215, 38.2209,42.23,-44.2617,53.2429,-52.2725,-60.3012,73.2433,77.2723,68.3029,-78.3321,64.3124] data_array_1d_Z_seq = data_array_1d_X_seq # Same values line_data_sequence= list(map(list,zipped_arrays)) line_width_sequence = 5 ```