Jackie does Process M and Chan does Process N$.$ For the purposes of this question, we denote Deterministic Processes as Type D and Stochastic Processes as Type S$.$

Chan's Process $N$ is Type $S,$ if its outcome can be determined even without executing the process.

Jackie's Process M is Type D$,$ if it has several variations that result in a myriad outcomes.

Chan's Process $N$ is Type $S,$ if it is part of an open system.

Jackie's Process $M$ is Type $D,$ if it is part of a closed system.

Jackie's Process M can be classified as Type D$,$ if$,$ for a given starting point and system dynamics $($behavior$)$ it has a single outcome that never changes over time despite frequent repetitions of the process on subsequent dates and years.