HMAC Key Sizes for MD5, SHA1, SHA224|256|384|512

I'm trying to find an authoritative source for the HMAC Key sizes for each of the hashing algorithms below. Specifically for TLS implementations of HMAC.

I found this table in RFC5246:

MAC       Algorithm    mac_length  mac_key_length
--------  -----------  ----------  --------------
NULL      N/A              0             0
MD5       HMAC-MD5        16            16
SHA       HMAC-SHA1       20            20
SHA256    HMAC-SHA256     32            32


Which lets me populate this information:

MD5 HMAC uses a 128 bit Key and produces 128 bit digest
SHA1 HMAC uses a 160 bit key and produces 160 bit digest
SHA224 HMAC uses a ____ bit key and produces a 256 bit digest, truncated to 224 bits
SHA256 HMAC uses a 256 bit key and produces a 256 bit digest
SHA384 HMAC uses a ____ bit key and produces a 512 bit digest, truncated to 384 bits
SHA512 HMAC uses a ____ bit key and produces a 512 bit digest


But I am unable to find definitive key sizes for SHA224, SHA384, and SHA512.

The HMAC RFC (2104) lists this:

We denote by B the byte-length of such blocks (B=64 for all the above mentioned examples of hash functions), and by L the byte-length of hash outputs (L=16 for MD5, L=20 for SHA-1). The authentication key K can be of any length up to B ... the minimal recommended length for K is L bytes (as the hash output length). See section 3 for more information on keys.

Which implies the Key Size must be at least the hashing algorithm's digest size, and confirms what I've "filled in" above.

I presume, given the above that in all cases the HMAC key size should be at least the length of the digest, which would make the SHA384 HMAC key size a minimum of 384 bits, but I can not seem to find definitive confirmation of the fact.