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- Bi-twin_chain abstract "In number theory, a bi-twin chain of length k + 1 is a sequence of natural numbers in which every number is prime.The numbers form a Cunningham chain of the first kind of length , while forms a Cunningham chain of the second kind. Each of the pairs is a pair of twin primes. Each of the primes for is a Sophie Germain prime and each of the primes for is a safe prime.".
- Bi-twin_chain wikiPageExternalLink index.php?block_height=476538.
- Bi-twin_chain wikiPageExternalLink index.php?block_height=479357.
- Bi-twin_chain wikiPageID "40142946".
- Bi-twin_chain wikiPageRevisionID "603195304".
- Bi-twin_chain revision "566970742".
- Bi-twin_chain sourcearticle "Bitwin chain".
- Bi-twin_chain sourcepath "http://number.subwiki.org/wiki/Bitwin_chain".
- Bi-twin_chain subject Category:Prime_numbers.
- Bi-twin_chain comment "In number theory, a bi-twin chain of length k + 1 is a sequence of natural numbers in which every number is prime.The numbers form a Cunningham chain of the first kind of length , while forms a Cunningham chain of the second kind. Each of the pairs is a pair of twin primes. Each of the primes for is a Sophie Germain prime and each of the primes for is a safe prime.".
- Bi-twin_chain label "Bi-twin chain".
- Bi-twin_chain sameAs m.0wk_rbr.
- Bi-twin_chain sameAs Q16841439.
- Bi-twin_chain sameAs Q16841439.
- Bi-twin_chain wasDerivedFrom Bi-twin_chain?oldid=603195304.
- Bi-twin_chain isPrimaryTopicOf Bi-twin_chain.