While reading Probability and Statistics books related to Legal cases, I came across usages of two terms - Evidence and Information - that are a bit confusing to me. Specifically, while solving a numerical on a case R v Adams (1996) the term "evidence" is used to indicate the DNA traces recovered from the victim - which is understandable. However, I get confused when the DNA of the suspect is also termed as "evidence", but the alibi of the suspect is termed as "information". In fact, the identification failure (the victim did not pick the suspect in an identification parade) is also termed as "information".
Can anyone shed any insights on how to decide information vs evidence! Note that in this specific numerical, the propositions were source level (i.e., whether, or not the suspect is the source of the DNA trace recovered at the crime scene) -- not sure if this has anything to do with the distinction between 'evidence' and 'information'.