These mechanics have had wide reaching impact in game design across table top role playing game design and are worth discussing in some detail. As interesting and wide reaching as the influence of exploding dice has been, an innovation that's been around since the first edition of Ken St. Andre's masterpiece Tunnels & Trolls, this blog post will focus on the second innovation, die-step game mechanics, and why they are one of the best mechanical foundations for a role playing game.
There are several common base mechanics for arbitrating the success or failures of character actions in modern role playing games. Some of the most common include Difficulty Number/Target Number (or what Classic Traveller called a "Basic Throw"), Percent Chance (as exemplified in Runequest), Success Threshold (which can use narrative dice like Genesys, die pools like Vampire) or a "you, me, or we" Shared Decision Mechanic like Apocalypse World, Inspectres, and many other indie role playing games.
Many of these systems use a "Fixed Die" mechanic as a part of their resolution. For example, all rolls in D&D's Difficulty Number system are resolved using a twenty-sided die, Traveller and Apocalypse World use a roll of two six-sided dice, Vampire uses a pool of ten-sided dice, and Runequest uses percentile dice. The die type doesn't change to reflect the skill of the character or the challenges faced by the character in a fixed die system, only the modifier applied to the roll or the number of dice rolled changes.
Die-Step games take a different approach. Instead of using a single die type for the determination of success or failure of an action, they use various die types that move up or down to reflect the skill/natural talent of the character. For example, a character's Strength might be reflected as a die value ranging from d4 to d12 with a character of d4 Strength being weak and a character with a d12 Strength being very strong.
According to Rick Priestley, in his book Tabletop Wargames, one of the first wargames to use a Die-Step system was StarGrunt by Jon M. Tuffley. StarGrunt was first published in 1990 by Ground Zero Games and it's second edition is available in pdf for free at the link above. StarGrunt is a science fiction miniatures skirmish game that is inspired by fiction like Gordon Dickson's Dorsai, David Drake's Hammer's Slammers, the Alien films, and role playing games like 2300 AD. The rules are relatively easy to learn and one of the reasons this is the case is the fact that Tuffley decided to represent the effectiveness of individual troopers with something he called a "Basic Die." In StarGrunt, each given trooper is rated as either Green, Regular, or Veteran. The rating of each individual trooper is determined at the beginning of play with Green troopers using a d6, Regulars using a d8, and Veterans using a d10 to determine how successful they are at a given task. StarGrunt uses a Target Number system, but does use a Step-Die modifier mechanic called "Basic Die Plus and Basic Die Minus" where the dice used by the troop levels is moved up or down one die type (from d6 to d4 or from d10 to d12) under some circumstances and modified by a additive/subtractive number in other cases (+1 or -1 to the roll).
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| Image Source Non-Playable Characters Blog |
As mentioned above, Earthdawn is a Target Number system and the rulebook provides guidelines for Game Masters to use when setting difficulty numbers. Looking at an "ordinary" person, we can see that a task of "Average" difficulty requires a roll of between 3-5 to achieve any degree of success. Let's assume a Difficulty Number of 4+ for a task and we can see that a person with a d6 will have about a 50% chance to get an "ordinary" success and a person with a d8 has about a 62.5% chance of getting a degree of success. For those wondering, the use of the term ordinary success is intentional as Earthdawn has Degrees of Success as well and the use of "about" is because the dice are open ended which doesn't affect this particular Difficulty Number but would higher values.
While Earthdawn is truly innovative, it is also illustrative of a weakness in Die-Step systems that will be touched upon later. You can see a hint at this weakness at Step Numbers 8 and 9 on the Step/Action Dice chart above.
Another revolutionary role playing game that utilizes a Die-Step mechanic is Shane Lacy Hensley's masterpiece Deadlands Classic. The first edition was published in 1996, three years after Earthdawn, but the underlying mechanics were designed by Shane Hensley with some additions like Fate Chips from Greg Gorden. Episode 164 of Geekerati erroneously credits Gorden with the use of a Step-Die mechanic in this game. That was all Hensley's idea and demonstrates how great designers can come up with parallel mechanics, though Hensley had done previous work on Earthdawn so that might have fueled the creative fire a little. Deadlands uses a combination of Die Pool and Die-Step mechanics as character attributes and skills are rated by both the quality and number of dice. Thus a person might have a Smarts of 4d4 or of 2d10. The person with the 4d4 rating will roll more dice, but the one rolling 2d10 is more intelligent. Like Earthdawn, die rolls in Deadlands are exploding or "open-ended," but unlike Earthdawn players select only the highest value from their pool rather than adding them together. This innovation leverages the strengths and intuitive nature of Die-Step systems without adding the limitation hinted at above.
One of the primary strengths of Die-Step systems is that they are easy to understand and are intuitive in representing each character's potential. If a game has a baseline difficulty of 4 for most tasks, it is easy to figure out how likely a character is to be able to accomplish a task merely by looking at the kind of die rolled. As mentioned above, a character with a d6 would have a 50% chance of success and a character with a d8 would have a 62.5% chance.
Another advantage, at least from a simulation perspective, is how modifiers affect Die-Step systems differently than standard fixed die systems. In D&D, for example, a +1/-1 modifier adjusts the level of success by a character by +/- 5%. Some might argue, okay I am arguing, that this isn't a good simulation of effects. A person who is a highly skilled sniper would be affected by crosswind and distance, but would not necessarily be AS affected by them as someone less skilled. In a fixed die system, the modifiers are static too. In a Die-Step system, the modifiers are fluid. Some might argue that this makes it more difficult to balance, but I would argue that you should balance for the ordinary and allow the dial to move with greater success.
Let's take the d6 vs. d8 above as an example and assume that these are the characters' ratings in their "Shoot" skill and that the base target number for successfully hitting something is 4+. Okay, this wasn't an exactly random choice. Let's assume that firing at long range adds -1 modifier to the roll. In the case of the lesser trained d6 shooter, this is a penalty of 16.67%. In the case of the d8 person, it's "only" a penalty of 12.5%. Thus the skill of the characters is coded into the level the modifier affects the character with characters of higher skill suffering lower effects from modifiers. What I like about this is that it means that the probability of success by higher level characters is less random, even when accounting for obstacles and modifiers. And this is done in an elegant way that is embedded in the system.
If you don't agree with the benefits of a sliding system in die step systems, let me introduce you to rigid modifiers in a multiple die Target Number system like Champions. Because these systems use additive die pools, in the case of Champions rolling 3d6 and adding them together, results are along a bell-curve. This means that each point of modification has a different effect on the probability of the outcome based on the distribution curve of the die combination. Which brings me to the flaw in the Earthdawn system. Because Gorden wanted Earthdawn to be able to represent an tremendous range of Attributes, the actual Step/Action Dice table has attribute values going to 100, you quickly end up rolling pools of dice in order to achieve the ability to roll higher outcomes. For example, looking on the chart above you can see that there comes a point where a player rolls a 2d6 and adds them to get a value. This is considered "better" than rolling a d12. In the sense that it is impossible to roll a value of 1, this is better. However a quick glance at the table below illustrates the problem quite clearly.
A character rolling 2d6 has a significantly lower chance of a bad roll, but also has a significantly lower chance of a good roll. The results become even more extreme if the individual dice are exploding as they are in Earthdawn.
This is why I prefer the solution offered by Savage Worlds or Dungeon Crawl Classics which attempt to correct the distribution problem by either adding static modifiers after a person has achieved d12 or manufacturing dice that fill the void between d12 and d20. While the use of Die-Step systems may constrain the power curve more than some other systems, these games are well balanced and use the mechanic to very good effect. Savage Worlds, for example, has done an excellent job of adapting a Die-Step system to super heroes as have the Sentinel Comics role playing game and all the super hero games that used the Cortex+ system.
There are many games and game systems in the table top role playing game hobby. Dungeons & Dragons is a great place to start, but you should check them all out and see what you like.
