Can some create a solution for this Arena Simulation question please?

A part arrives every ten minutes to a system having three workstations (A, B, and C), where each workstation has a single machine; the first part arrives at time 0. There are four part types, each with equal probability of arriving. The process plans for the four part types are given below. The entries for the process times are the parameters for a triangular distribution (in minutes).

Workstation/ Workstation/ Workstation/

Process Time Process Time Process Time

Part Type A C

Part 1 5.5,9.5,13.5 8.5,14.1,19.7

A B C

Part 2 8.9,13.5,18.1 9,15,21 4.3,8.5,12.7

A B

Part 3 8.4,12,15.6 5.3,9.5,13.7

A C

Part 4 9.2,12.6,16.0 8.6,11.4,14.2

Assume that the transfer time between arrival and the first station, between all stations, and between the last station and the system exit is 3 minutes. Animate your model including: Entities: a different picture for each partResources: busy and idle statesPart transfers BackgroundRun the simulation for a single replication of length 10,000 minutes. Collect the statistics of time in the system per type of part.