  In this paper, we prove a conjecture by Aas and Linusson on the two-point
correlations of adjacent particles in a continuous multispecies TASEP on a ring
(AIHPD, 2018). We use the theory of multiline queues as devised by Ferrari and
Martin (AOP, 2008) to interpret the conjectures in terms of placements of
numbers in triangular arrays. Further, we use projections to calculate
correlations in the continuous multispecies TASEP using a distribution on these
placements.
