In order to conceptualize new diagrams in relation to existing ones, I listed the possible operations and relationships to consider.
*Operations: Multiplication/Repetition, Division, Addition, Subtraction, Symmetry, Rotation
*Relationships: Proportional, Geometric, Functional/Programmatic, Spatial (depth, height, etc)
I identified and chose a few modes of operation for my subsequent diagrams and will translate them in DP. The list is a brief and basic guideline, although in essence, there are many more operations, and all the concepts are fluid, changing simultaneously.

The elevator is a very important part of a building, so I considered height and repetition for this diagram. The elevator of the SFFB stops at every third floor, promoting health and interaction. If someone is going to the 4th floor, they may go to the 3rd floor and walk up one flight, or go to the 6th floor and walk down 2 flights. Let's assume they wouldn't go to the 9th floor to get to the 4th. I figured a set of formulas for each floor, which repeat every 3rd floor. Then I considered a 60-story building employing the same concept, but stopping at every 5th floor. Since we still want people to walk one flight instead of two, we would need 2 different elevators, where Elevator 1 stops at 5, 10, 15, 20,... and Elevator 2 stops at 2, 7, 12, 17,...
The higher the building design, the more distance between stops, and a 200-story building would have a 12-story skip with 4 different elevators, keeping the levels between stops at a maximum of 2.. This creates an entirely different facade which corresponds to the multiplying elevator lobbies of this system.