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If the blockchain size increases to, say, 100 TB, then the likely scenario would be that only a very small number of large businesses would run full nodes, with all regular users using light SPV nodes. In such a situation, there arises the potential concern that the full nodes could band together and all agree to cheat in some profitable fashion (eg. change the block reward, give themselves BTC).
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To get this done you can calculate a Δ β 1 \Delta\beta_1 Δ β 1 to solve for the first task.
Further, you can calculate a C C C to constrain the second task.
Namely C C C has to be the nullspace of X X X of the first task!
