To represent row-player bound and the matrix of pools, we will use arrays from Math.JS functions stored in register nodes (fx) as a more efficient solution The tricky part comes from the left most register, as it stores the dynamic array that will represent the row progress of each player. To construct it, we can use the resize() function. The required parameters for resize() are: a. initial array - we can use an empty array [] to showcase that the players start with 0 filled slots in their rows b. the size of the resized array (with mandatory []) - this is the most difficult part. We would want for the row to have 0 elements when the player fills 0 slots, the row must update to 1 element when a slot is filled, ..... and x elements while the player fills x slots. As such, we use the variable Px_fill, which references how many slots are filled from the player pool. c. the value which will be filled in the resized array - I have used 1 as a placeholder value since you mentioned that each slot can hold only 1 resource For example for resize([],[3],1) the output will be [1,1,1] representing a row with 3 filled slots
