Three costs, none of which a correctness test can see. First, the deadline. A policy that infers in ninety milliseconds cannot drive a hundred-hertz loop, and the failure mode is not an exception. The fast loop asks for the next action, there isn't one, and something goes to the motors regardless. The clock in this lab has three states, and the reason there are three and not two is the whole point. NOMINAL is fine. STARVED means the queue ran dry and the stream stopped. BEYOND MARGIN means the actions are still flowing perfectly, on time, every tick - and the measured latency has exceeded the delay the plant tolerates, so the stability argument you were relying on no longer applies. Nothing looks wrong. Everything is on time. The guarantee is gone. Collapse those two into one flag and you lose the only one you could have acted on early. Notice also what gets frozen. When a new chunk arrives, some of its actions have already been sent to the motors during the inference, and those are not yours to change any more. The count is not a tuning parameter: it is the ceiling of inference time over control period. If you guess it, a new chunk contradicts a motion the robot has already made. Second, the allocations. Thirty-five heap allocations per dynamics call, inside a control tick, is a latency spike waiting for an inconvenient moment. A workspace brings it to one. But an optimisation is only free if the answers do not move, and the check here is bit-identity - the raw bit patterns, not a tolerance. Close-enough is how a reproducibility claim quietly dies, so the lab prints the maximum difference and it is zero. Third, and this one is about you rather than the machine. Drag the jitter slider. The median barely moves and the relative spread explodes, and past about a tenth the library stops calling the number a measurement and starts printing NOISY, DO NOT QUOTE. That is a benchmark refusing to let itself be repeated in a slide. Note which statistics it reports: a median and a median absolute deviation, not a mean and a standard deviation, because one paused sample moves a standard deviation and does not move these.