The same accounting, one scale up: workers where the cells were, the colony where the body was.
A female bee can raise her own daughters, or help her mother raise more sisters. Fathers are haploid, so every one of a father's sperm carries the same half of him. Set how many males the queen mated with and read what two workers share.
# two workers have the same father with probability 1/k# same father -> full sisters, share 0.75# different -> half sisters, share 0.25r <- (1/k)*0.75 + (1 - 1/k)*0.25r # compare with 0.5, a daughter
Lesson 26's two-level split again, with workers where the individuals were and colonies where the groups were. What two workers share sets how much colonies differ from each other, and that is the only thing this stage takes from Stage A.
Sweep the policing dial at the mating number you chose, and watch where the sum crosses zero.
Two species where the mating numbers are known. Load each, read the policing Stage C says it needs, and put that beside what the animals actually do.
Honeybee: queens mate with ten to twenty males, so Stage A's formula applies directly. Naked mole rats: diploid and heavily inbred, so what two colony members share is raised by inbreeding instead — a different route to the same place, and Stage C does not care which route it was.