Indeed - they would have to adjust everyone's results. So I come back to my fundamental question: given that possibility, why ask for grades in the first place? Would it not have been far simpler to go the other way around, and for the boards to say to each school "our model predicts you will have [this many] grades [x] - please fill in the box with that number of names". And once again, I seek the explicit evidence that there will be 'flexibility' within any single grade. To control grade inflation, they need to ensure not just that the % 9 - 4 is OK, but that each individual grade is OK too. If they didn't do that, for my cohort of 100, I'd submit 65 9s and 35 3s, which keeps the % 9 - 4 at the 'right number', 65% (or whatever). Yes, I'm sure you're right that the odd one or two here and there doesn't matter. But I fear that the actuality will not be just one or two here or there - rather, it will be a systematic drift up, as everyone 'asks for more', as FFT indicate. But in doing this, no one has been 'greedy' (or only a very few). The problem is that each school can be sensibly within its local variation, but if each school is just a little 'optimistic', submitting say 1 more that the average, the overall result gives a variation far greater than that of the aggregate, whole-cohort, data held by the boards: the variation of this aggregate is far, far smaller than the sum of the individual variants of each compliant school. What Ofqual failed to do is to make it quite clear that the benchmark is the actual average of specific years, and to state, quite explicitly, that any submission greater than [this much] from that average is likely to be over-ruled. That's what I meant by 'exactly'. And there are lots of other anomalies too. ho hum. Anyway, thank you once again. By the way, there's an example of some of this on www.hepi.ac.uk/2020/05/18/two-and-a-half-cheers-for-ofquals-standardisation-model-just-so-long-as-schools-comply/.