2021 is fun because it's the product of the consecutive primes, 43 and 47.
I wrote a C program to find the products of other consecutive primes, then other twin primes. (Sadly, we won't live to see the next consecutive prime product year.) Then I realized that I've got access to Wolfram|Alpha, and I'm likely missing out on an opportunity to better learn how to use it.
Is this same type of computation possible with Wolfram|Alpha? I've found I can use queries like "primes below 100" to list a series of primes, or "list twin primes" to see twin prime pairs. But I haven't found a way to make Wolfram|Alpha multiply series of pairs from these lists.
Neat, thank you. That gives me a nice starting point for exploring Wolfram|Alpha further.
I've also found that the series of lesser members of twin primes is available as http://oeis.org/A001359 and Wolfram|Alpha is aware of OEIS. It can produce that list if I type "OEIS A001359." Perhaps the next thing to discover is whether Alpha has a syntax for accessing OEIS sequences in a fashion similar to the "prime" function above.
In WolframAlpha try