My column today in @bopinion: The world can have vaccine boosters and first doses, too – the key is to explicitly contract on expanding production capacity: bloomberg.com/opinion/articl…
If we expand capacity, this increases total production throughput. And even if initial booster doses come out of global supply, increased production enables other countries to catch up – in the long run, speeding up global vaccination. bloomberg.com/opinion/articl…
This can't be done overnight, which means we still have to do everything possible to counteract the impact of boosters on global vaccine supply. @GovindPersad, @WF_Parker, and @ZekeEmanuel recently proposed a series of strategies for this: bostonglobe.com/2021/09/09/opi…
We also need to shore up the supply chain, and do everything possible to ensure that scarce vaccine ingredients are not wasted. See, for example, this fantastic initiative from @CEPIvaccines: cepi.net/the-covax-mark…
But in the long run, capacity expansion can put us in position to deliver boosters and increase global vaccine supply at the same time. bloomberg.com/opinion/articl…
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The challenge is simple: We've given a series of measurement conversion problems; your goal is to identify the resulting units, indicated by blanks. (Many are imperial units — although not all of them are! A few are rather obscure.) bloomberg.com/opinion/articl…
From there, you'll need to make another logical leap to "convert" each unit you've identified into a single letter. Putting those letters together will spell out this week's answer, which is one way we might characterize the switch back to imperial units. bloomberg.com/opinion/articl…
In this series, he uses on-chain randomization to take classic art back in time – it's "as if a hundred-year-old dried painting is reversed to the liquid state"
Happy new year! Interesting numerical properties of 2021: a thread👇
2021 = 4347 is semi-prime, meaning it's the product of two primes – and that's not all: it's a product of "cousin primes" that differ by only 4. The last such year was 1517, and the next is 4757.
Even the next product of consecutive primes is a long way off – that's 2491.