{"metadata":{"accession":"PF12128","entry_id":null,"type":"family","go_terms":null,"source_database":"pfam","member_databases":null,"integrated":"IPR021979","hierarchy":null,"name":{"name":"Protein of unknown function (DUF3584)","short":"DUF3584"},"description":[{"text":"<p>This protein is found in bacteria and eukaryotes. Proteins in this family are typically between 943 to 1234 amino acids in length. This family contains a P-loop motif suggesting it is a nucleotide binding protein. It may be involved in replication.</p>","llm":false,"checked":false,"updated":false}],"wikipedia":[{"title":"AAA_proteins","extract":"<p><b>AAA</b> <b>proteins</b> are a large group of protein family sharing a common conserved module of approximately 230 amino acid residues. This is a large, functionally diverse protein family belonging to the AAA+ protein superfamily of ring-shaped P-loop NTPases, which exert their activity through the energy-dependent remodeling or translocation of macromolecules.</p>","thumbnail":"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