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
The blueprint contains a test setup for a train-based sulfur and sulfuric acid build. Critically, each pair of sulfur/sulfuric acid chemical plants is a distinct system from the other three pairs. Each pair has dedicated water, petroleum, and iron plate inputs that are isolated by dedicated train replenishment wagons, belts, and pipes. The inserters are expected to remain synchronised with eachother, but this is inconsistent. Around the 20th craft, at least one sulfur unloading inserter will deposit its hand contents on the belt one tick slower than the others. The attached save file begins at craft 21, craft 24 is where the problem is first observable.
The build has different length pipes, and the left two pairs of chemical plants are plumbed slightly differently than the right two pairs. Still, the loss of synchronisation is observed within the left two pairs of chemical plants which are essentially identical. When the failure occurs, the fluid volumes appear to be synchronised, the crafts finish at the same time, and inserters collect sulfur from the chemical plants on the same tick. The inconsistency appears while the inserters are depositing items on the belts, or seeming to swing back to chemical lab at different speeds. During one observation, the inserters slowly resynchronised, which was unexpected.