storytelling (systems thinking):
https://www.group-telegram.com/storytellingsystemsthinking

demonstrators:
https://www.group-telegram.com/systemsdemonstrators

sharing and reposts:
https://www.group-telegram.com/systemssharing

talks and writings:
https://www.group-telegram.com/stochastictheoryofcommunication

cybernetic culture:
https://www.group-telegram.com/communicationsdevelopment

books and papers:
https://www.group-telegram.com/booksonsysapproaches

basics and elements:
https://www.group-telegram.com/elementsofsysapproaches

Sierpiński triangle and Games of Chaos with pygame

Glider Gun with pygame

Conway's Game of Life with pygame

Maxwell–Boltzmann
distribution
with
Matplotlib

Overture for the Stochastic Theory of Communication with matplotlib widgets and matplotlib animations


Description:

State of a cell is represented as RGB. Number of possible states (state space size) for each cell is limited to alphabet_size^number_of_parameters = 3^3 = 27.

alphabet_size = 3 ({0, 1, 2})
number_of_parameters = 3 (R, G, B)

Base rule (connection): 1. none of two cells in the neighborhood can have same state. 2. if no possible states remain, cell keeps its state.