Σenu

- (³n)cipher III: X(t)=X(t-1)*P            Some models in mathematics can describe the irreversibility of state changes. For example, the Markov chain, in which the current state of things depends only on the previous state, unrelated to its history and without retrospect.
           Inspired by this type of irreversible state change, I attempted to alter the dimension, shape, combination, and arrangement of letters in a two-dimensional plane, and eventually project them back onto the two-dimensional plane V from three-dimensional space, forming an encrypted text that is both unreplicable and indecipherable.
           The limits of language are the limits of the world. These bizarre texts, returning from a journey through higher dimensions, seem like a boundary line. Beyond this boundary, the vast computations and possibilities may only be a moment of enlightenment, and language no longer needs to exist within a flat medium.