Posted: 13 March 2013 in Game Structure, The Hobby
Tags: , , ,

So I’ve been scouting around the Internet for dice stats since LS posted his “race-weighted attributes” post because work blocks me from but lets me wander around all sorts of message forums (and with two sick daughters at home, work is the most likely time I can do this sort of research). I found a link to an old (circa ’93) newsgroup post that lists probabilities and expected values for 3d6-drop-zero to 9d6-drop-six (they’re arranged by “drop lowest” but you can reverse the tables to get “drop highest”). That’s useful information for a number-crunching nerd likle me.

But in a couple places in the thread I found a meme that seems all-too-common in certain parts of the hobby, and I wanted to address that.  Specifically, it’s the notion that 3d6-roll-in-order or other systems that approach it are better because you’ll get low scores, and low scores “provide much color to a good ROLE-playing experience.” I submit to the reader that this is crap.

I’m not saying that all characters should have 12+ in every stat to be “worth” playing. I’m not saying that playing a character with some (or many) low stats can’t be fun. I’m not saying that stretching your horizons and playing out of type isn’t a good thing. But I am saying that the notion that playing a statistically-average or mathematically-likely character, especially one that is wholly or substantially generated randomly, is a better roleplaying experience is disingenuous at best.

At it’s core, role-playing has nothing to do with statistics. Role-playing is about taking on a persona and acting through scenarios, making decisions as though you were your character. We make a game out of it and attach mechanics so that you can understand and predict the likely outcomes of your decisions in a consistant way, but those are structures we build up around the core of role-playing.

The statistics are simply a way of describing our persona in a common language so that players and GM all understand the character and how he interacts with the environment. To say that a mathematically-likely character is better than any less-mathematically-likely character, we are first asserting that one persona is better than another for role-playing, and are then further asserting that it is better because of the randomness of it’s generation. Or, perhapse, it is better because it “forces” the player to “deal with” a flawed character. But why is that better, for role-playing? Can you not have just as-satisfying an experience role-playing as Superman as you can role-playing as Jimmy Olson?

Even if your character is stronger, faster, smarter, and better-looking thabn everyone else, there can still be interesting motivations, internal struggles, and decisions to be made, and that is what makes for good role-playing. Statistics say that my character is weak or clumbsy or stupid, and that’s one class of flaws, but it doesn’t say if he’s an alcoholic, a misogynist, bound by his word, or an extreme pacifist.  That’s another class of flaws. You can have an interesting, flawed character who’s stats are all 15+.

And here’s the crux of it: you can have an interesting time with a character who’s statistically perfect, but that wouldn’t be a terribly interesting character to me. I wouldn’t choose to play that character, much the same I wouldn’t choose to play a character who was randomly handicapped. I might choose to play a character with low INT or WIS or DEX, but the love-affair that gamers have with random generation has rarely made much sense to me. I have a couple theories:

It’s a game, and since it’s a game the notion of “fairness” comes in to play.  People want to know that they’re on even footing with their opponents, that no one is starting out with undue favor. But the problem here is two-fold – firstly your fellow players are not your ‘opponents’ (nor is your DM, if you’re “doing it right”), and secondly, how is random generation “fair,” exactly? It’s like the card game “We Didn’t Playtest This At All” where the rules not that star cards are simply better than other cards, and for game balance every player has an equal chance of drawing a star card. Rolling 3d6 is only “fair” in the sense that everyone has an even chance of rolling a superstar (or a dead-weight).

I suspect that another factor is that “that’s the way it was done” in the old days, and that’s the way it continued to be done out of tradition (and probably the above notion of fairness), and so people who played back then (or have adopted that mentality) had to live with bad rolls.  And occationally, having to live with sub-optimal results causes some people to rationalize and justify and find some reason to believe trhat sub-optimal is better, or at least not so bad. And from what I can tell, in old school rules attributes meant a lot less than the do in more-modern games. In Swords and Wizardry (ostensibly based off the 1974 rules), most stats are either +1, +0, or -1, so the swing between a “good” score and a “bad” score was minor. In 3.X, though, the swing is from +6 to -6 which is +/- 30% (a swing of 60%) on a d20! That is significant. Modern stats try to cover a larger range of variation, from vegitative 3s and retarted 6s to genius 14s and Ozimandian 18s. I suspect that all of old D&D’s 3-18 range covers just 7-14 in modern stats, because old D&D had a narrower focus.

My point is this: yeah, random-rolling characters makes things quick and ‘fair’ and can give you the ‘opportunity’ to play a character you might not have chosen for yourself. That’s fine and good and if it’s what you like, have at! But it isn’t going to fit everyone’s tastes, and please don’t act like it’s objectively better in any way. The core of role-playing doesn’t care about stats, except in that it’s how we describe our personas to the game. Hand-picking stats is just as valid, so long as everyone in the game agrees on what an accepitble character looks like.


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