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We report on a peculiar effect regarding the use of the prime's last digitsequence which is equivalent to a quaternary symbolic sequence. This was usedas a driving sequence for the recently introduced Schramm-Loewner Evolutionafter using two different classes of possible binary encodings. We report on aclear deviation from the standard space-filling curves normally expected fromsuch a process. We also contrast this behavior with others produced via asymbolic dynamics applied on standard noise sources as well as deterministicsequences produced by simple automata. Our findings include the well known,Morse-Thue sequence as the simplest model exhibiting such behavior apart fromsome strongly biased Levy walks.

Persistent order in Schramm-Loewner Evolution driven by the primes last digit sequence