Maxperson
Morkus from Orkus
I'm not talking about "modelling Holmes".
Everyone in this thread who is talking about a Holmes in D&D is modelling Holmes. If you aren't modelling Holmes, then you have no Holmes like PC in D&D.
Upthread, the question arose - could a character with a less than 18 INT be Holmes? (And the 5 INT Holmes is really just an extreme instance of this more general claim.)
The answer is - if, in play, it turns out that the character with less than 18 INT solves the most puzzles, unveils more dastardluy plots than any other character who is salient in the game, etc - then the answer is "yes".
The answer is absolutely no. It takes more than solving more things than the people around you to be Holmes. You also have to do it to the level of Holmes himself, which is only the very pinnacle of skill and intelligence.
D&D, as actually played, is not a model in any relevant sense. It is the result of the resolution of a series of action declarations. The stats of various characters are just one (and not always the most important) input into that process.
If you are creating in D&D a character from outside of D&D, you are modelling that character.
Now, if I was setting out to play a Holmes-like character, I would try and put a good score into INT because otherwise it may not be that likely that I will turn out to solve more puzzles and unveil more dastardly plots than anyone else. But putting the high score into INT in no way guarantees that I will be Holmes-like. All it does is give me a better shot at having my action declarations generate Holmes-like outcomes.
Which is why in addition to an 18-20 int, you need all those other additions that the 5 int Holmes wannabe has in order to make a Holmes like PC.
As I replied to Maxperson, I am not talking about modelling the fiction of Sherlock Holmes. I'm not talking, for instance, about how I might build a NPC who was Holmes-like by ability and reputation.
If you aren't modelling Holmes, you aren't building an NPC that is Holme-like in ability. You are making one that is inferior.
But if it turns out, in the course of play, that the character in question is in fact unmatched in deduction and plot-solving, then what does it mean to contend that, nevertheless, in some sense that has meaning only in the mechanics but not the fiction, that character is not the best?
It means that he's not the best. Period. Others in the world are better, even if not encountered.
What does it mean to say "there are no rolls in the book"? The whole premise of this discussion is that someone is going to play a Holmes-like character. So we are positing the events of the book as outcomes of the process of a player of the game declaring actions, and then having those actions resolved.
It means that Holmes in the stories is the best with both intelligence and skill at solving things. To be the best at that in D&D, you need a 20 int plus all the extras. That's the only way to be the best.
If we were talking about reading a story, and then projecting a set of D&D stats back onto it, of course it is natural to give Holmes 18 INT rather than 5 INT. But that's not what was being discussed. We're talking about playing a game of D&D, and in the course of that having one of the characters turn out to be Holmes-like.
No. We were talking about objectively proving that 5 is below average and 18 is higher than average. Holmes became the poster child by showing that you could not make a Holmes in D&D with a 5 int. He would have to have an 18+. It was not about having a character turn out to be Holmes like, but even if it was, that PC would still fail if he didn't have an 18+ int and all the extras. He would be the best locally, but he would not be Holmes-like since he is not the best there is.