My Gift to You - The Old School Phoebe Meme

Alex Chalk from To Distant Lands managed to get me thinking about how Phoebe from the Magic School Bus cartoon always brought up her old school, and how things were different there.

Image by me. Image source.

This gave me the idea that there should be a meme where Phoebe talks about "old school" style roleplaying. Thus I present to you Old School Phoebe!

Image by me. Image source.

Mostly, I wanted something a bit lighthearted after a very heavy couple weeks. Feel free to make your own, but if I could make one request, it would be to keep them light. The image is from a kid's show, after all, and I really don't have the heart to look at any non-tongue-in-cheek defenses of "old school" style anymore. If you have an edition war to wage, find a different weapon.

I2TO - Never Tell Me the Odds!

... actually, wait, please DO tell me the odds!
  
Let me back up. Chris McDowall of Bastionland is writing a combined rules / setting book for running Into the Odd (I2TO) in his fictional city of Bastion.
  
In support of this setting, he's also written a truly excellent list of failed careers for starting characters. These are fantastic, and aside from the generally terse, evocative writing, there are two things about the list that stand out. First, they fully capture the mood of Bastion as a bureaucratic labyrinth full of petty middlemen, where there's no job too lowly or too demeaning that there's not somebody stuck doing it, probably with an overly self-important supervisor breathing down their neck the whole time. And second, these careers are decidedly failures. You're not just someone who failed at their job, you're someone whose job itself was a failure, your job that should never have existed in the first place. You would have been failing even if you'd done it perfectly, which was probably impossible, because the task you were given was probably misconceived from its very inception.
  
Seriously, go read his list of careers. I'll still be here when you get back.
  
Okay, so given a list of 100 careers, my inclination would be to roll a d% dice and just scroll down that master list. It's the DCC way!
  
But this is I2TO we're talking about, and one of its unique character generation mechanics is the way you generate your starting equipment / career based on your ability scores. Look at your highest ability score, then look at your lowest ability score, then look at a matrix of high and low scores and find your position. (There's also a neat trick where you roll d6 hp and d6 starting money, and each of those d6 rolls gives you a piece of equipment or a class feature that sets you apart from other characters with the same occupation , and creates a kind of balance by giving the best STUFF to the weakest, poorest characters... but although that's nifty, it's not really relevant to our current conversation.)
  
Chris shows off the failed career ability score matrix in a preview video for his new book, and I've reproduced the image below.
  

  
Which brings me back to my original question - what ARE the odds?
  
What I mean is, what are the chances of getting any one of those failed careers as your starting occupation? If you roll a d% dice on a 100-item table, it's easy - each occupation has a 1% chance, and you have exactly the same chances of getting any one of them as you do of getting any other.
  
But in I2TO it's not so easy. Because you're not equally likely, for example, to have a high score of 15 and a high score of 17, which means you're not equally likely to get careers from one row or column versus another. If you knew how likely you were to get each ability score as your highest or lowest, you could cross-multiply and fill in each of the hundred cells in the table. (You can do that with a d10 by d10 table representing a d% as well, it's just that every cell along the top and side has a 10% chance of appearing, and when you cross multiply 10% by 10% you get 1% every single time.) Unfortunately, it's also not so easy to figure out the chances that this or that will be your highest or lowest score  - even using AnyDice's "at least" and "at most" features.
  
It's so not easy, in fact, that I didn't figure it out. I asked for help, and Brian Ashford from the Ominosity blog stepped up to answer my question. (Edit: Brian had the same question I had, and got his friend Jamie Prentice to help solve the math. When I posed my question, Brian shared Jamie's answer with me.) I took the output he gave me and turned it into the table you see below. I can't independently verify that it's correct, (obviously) but basic sanity-testing shows that percentages add up to 100, and the careers that depend on the likeliest ability scores are themselves the most likely.
  
In the table below careers that are more likely have a light background and black text, and the lighter the background, the more likely you are to end up with that career. Careers that are less likely have dark backgrounds and white text, and the darker the background, the less likely the career. I used 1% as the cut-point, so the more likely careers are the ones that you'll get more often than if just you rolled d%, and the less likely careers are the ones that show up less often than they would on a d%.
  

You, uh, might want to enlarge that...

Looking at the diagram reveals at least one surprise (it surprised me, at least). I expected that Chris would make the most ordinary and prosaic careers the most common, while making the more unusual stuff rarer. And sure, as expected, you're less likely to play as "a dog" or "a brobdingnagian giant" or "literally two characters for the price of one". But on the other hand, if everyone at the table got the likeliest characters, you'd end up with a gonzo party where one character's a psychic, one's a muppet, your spellcaster is either a science mystic or the priest of an alien god, and the last character is actually a whole group of kids stacked up under a trenchcoat. Meanwhile, occupations like "grad student", "ex-con", "orphan" (just one this time), and "poor kid from the country who moved to the big city to make it big" are much less frequent than I would have guess (much MUCH less frequent, in the grad student's case). Although I should note that if Chris changes the order of the careers as he moves from blog post to finished book, then some of what I've said here about which careers are most common could be rendered false.
  
One final benefit of mapping out the odds like this is that any would-be designers out there who want to emulate I2TO's character generation mechanics can see how to arrange their own 94 classes to achieve whatever worldbuilding effect they're going for. As a designer, you can decide what you want to be most common, and with this information, put it in the correct location so that it actually will be.

Descend into Brimstone - Shrine to Hezzemuth Dungeon Map

The players in my current Black Powder, Black Magic game for DCC have finally visited the demon shrine I generated for level 1 of the Maw ... and they probably won't be coming back to it anytime soon. Now that it's been used at the table, I can post it here for everyone. You might remember the first room of this place, because it had a bear trap the characters skillfully avoided, and a giant soldier ant they less-skillfully didn't.
 
I generated this map using Mad Monks of Kwantoom. It felt a little small, and the pool of water in the first room was randomly assigned the magical property of teleportation, so I decided that diving into the pool teleports you to an alternate dimension, where the shrine is present but slightly different, and where the air is filled with sulfurous yellow fog. My players' explorations didn't reveal that detail at the table, but you might have a different experience.
 
I used the Black Powder, Black Magic vol. 4 zine to fill out the contents of the shrine. "Hezzemuth the Painmistress" is the demon associated with level 1 in the Maw. She's described as having 4 arms and the lower body of a bullet ant. Her shrine is supposed to have traps (random selection led to bear traps this time), and desecrating the shrine has consequences (random selection led to living statues). Rather than having only a chance of a "rare opportunity", I decided there definitely would be one, and I picked (and combined) "A chance to interrupt a human sacrifice." and "A chance to interrupt a demon summoning." rather than rolling randomly. My initial plan was that whenever the characters arrived, they'd have the chance to interrupt the sacrifice, although after they got a direct invitation, if they'd gone to do something else, the sacrifice would have happened in their absence.
 

Download here

Descend into Brimstone - Giant Ant Colony Dungeon Map

In my current Black Powder, Black Magic DCC campaign, my players recently decided they'd had enough of giant ants. Their current plan is to go explore other small mine-dungeons around town. If they return to the mine-megadungeon underneath town, they're likely to go to 2nd level or deeper.
 
Which means that the point of interest I made for the 1st level isn't very likely to be explored. Since I no longer need to worry about spoiling my players, I'm posting it here.
 
This is my map for a Giant Ant Colony dungeon. I made it using Ruins of the Undercity. It's an abandoned mine (within the larger Maw) that's been taken over by a colony of giant ants, and a few of the original Yellow Jacket Mining Company workers are still trapped inside.
 

Download here

Experimental Layouts for a Dwarven City Megadungeon

I previously wrote about devising some experimental procedures for generating a dwarven undercity. As I explained, I have a friend who plans to write an undercity generator, and I'm helping him a little by thinking about the procedures. I wanted to test my suggestions to see how well they did at generating a usable map. My initial ideas worked pretty well, although I developed some modifications while using them, and realized at least one more after I finished.
   
I started with a blank hexmap with the same layout as the Brimstone Mines from Black Powder Black Magic, volume 4, including a central borehole as the primary entrance. Since the procedures are intended to generate paths as you explore, I didn't want to just start in a corner, fill in a row, hit the carriage return, and repeat. Instead, I started at the entrance and followed a path. Actually I followed two paths, because I did this twice to see how different the layouts might look. The first time, I always went to the left-most unexplored hex; the second time, I went to the right-most unexplored hex.
   
I realized after doing this that I probably included too many "passageway" hexes, and that if this is supposed to be an under-city, then it ought to have some neighborhoods. I think I rolled more 2s on the left-hand path and more 3s on the right-hand, so if you wanted to use these maps, I would flip coins for each of the passages, and whichever comes up more (heads or tails), I would give the left-hand map more "neighborhoods" and the right-hand map more "passages".
 
The "passageway" hexes are the ones with small squares and little tunnels branching off them. The things that look like amoebas are "caverns". The larger squares with terrible maze-diagrams are "maze" hexes. "Special" hexes would involve rolling on a sub-table. I imagine these will be unusual, but not unique, terrain like parks, gardens, lakes, perhaps particular districts within the city. I drew them as mushroom forests because, (a) c'mon, of course a dwarven undercity is going to include mushroom forests as one of the possible special terrain types, and (b) they look better than a hex full of question marks. "Unique" hexes would also involve rolling on a sub-table, and I'm thinking these would be known locations, palaces, landmarks, and the like. I drew these as fortresses because again, (a) c'mon, and (b) the question mark aesthetics thingy.
 
As you enter a hex, roll on the following table to determine terrain type:
1 cavern
2 neighborhood
3 passages
4 maze
5 special
6 unique
   
Regardless of the terrain type, roll 1d4 to determine the number of exits. If the hex has no blocked sides, it gets 1d4 exits in addition to the entrance you just drew. If it has any blocked sides, it gets 1d4 exits in total. Hexes on the edge of the map all have at least one blocked side by default. Place the exits at random from among the available sides, and consider any side that doesn't have an exit to be blocked. I found it helpful to draw in the blocked sides to remind myself not to draw a new connection there in the future. (When randomly placing the exits, you should never need to roll more than twice - either roll once or twice to determine which sides get exits, or roll once or twice to determine which sides don't get them.)
   
Earlier I wrote (what turned out to be) some complicated and unwieldy ideas about comparing the number of exits you just rolled to the available sides and using that to determine secret passageways and temporary blockages and etc ... ignore all that. If the number you just rolled is higher than the number of unblocked sides, then all remaining sides get exits. If the number you rolled is lower than the number of pre-existing routes into the hex, then just block the remaining sides off. Trying to use the normal path generator to make special passages was a mistake; those should be features that get determined by a separate table.
 
I also had some ideas about generating significant sites within each hex. Determining if those procedures are correct or not would take a different kind of playtesting and/or philosophical introspection about what the nature of the undercity-crawl should be like. I will say that I think it will probably be easiest to roll a d20 on a menu showing possible site locations within the hex. Rolling d4 to determine the number of sites, and then rolling d-something several times to randomly place them gets a little tedious.
   
The question of whether or not this is the correct size map would also require introspection to answer. A larger map lends itself to more horizontal exploration; a smaller map means that players are going to start descending to deeper levels sooner. But it's a question of preference, not true right and wrong. What do you want your city to look like and feel like? How quickly do you want your players to descend? The city probably does need edges though, unless you want it to possibly go on forever. With d4 exits per hex, you will never procedurally generate a map edge unless you start out with one drawn on the map already.
   
Anyway, the two maps I drew are below. I think the terrain-and-path generating procedure I've come up with leads to a decent variety of areas that are fairly interconnected without allowing total freedom of movement. You would need some actual playtesting to be sure, but I think this should feel more like being inside a large structure or network of caves rather than being in an open under-wilderness. d4 exits might even be too many, although I'd have to try this again with d3 to confirm that. The left-hand map was totally filled in. After the initial pathcrawl filled in most of the hexes, I just went back and rolled for the remainders. The right-hand path actually led to every hex on the map, and cut eight hexes out of the map by blocking off all their available sides.
     
Here is the map I drew by following the left-hand path:

   
And here's the map that came from the right-hand path:

   
I kept track of the two paths I followed while drawing, and you can see them here:
   

   
     

Sub-Hex Crawling Mechanics - Part 2, Minicrawling

This post is a continuation of an earlier look at how to explore inside wilderness hexes. You can read the first two posts in the series here and here, and you can read Tales to Astound!'s commentary on them here and here, respectively.

My goal is to think about how to model adventuring sites that are too big to represent with 10-foot squares and too small to represent with 6-mile hexes. One method is to use a pointcrawl to map the site in terms of landmarks and paths rather than to any kind of scale. The other method, and the one I want to look at today, is just to use a different scale. If 6-mile hexes are too big, then use smaller ones. This technique doesn't really have a distinct name, but I'm calling it "mini-crawling," short for "mini-hex crawling," because the hexes in question are miniature versions of the 6-mile hexagons used for wilderness exploration.

There seem to be relatively few published adventuring products that use this in-between scale. (Certainly far fewer than the ones that use building maps or continent maps.) Among the products that do use an intermediate scale, it's my impression that pointcrawls are more common and more well-known than minicrawls. While writing about pointcrawls, I kind of convinced myself that pointcrawling is an incredibly flexible mapping technique, and that it's probably underused, meaning that the way it models space probably would be appropriate to use more often than it actually is. I don't know that minicrawling is under-used, but I think it does a very good job of facilitating a particular type of play, and I think that understanding that style of play might make both that style and minicrawling more popular.

I think that minicrawl maps are good for facilitating the exploration of an adventuring site - a ruined city would be my archetypal example - where the referee and the players will use randomization procedures to generate the contents of the site at the table during play. The products I'm familiar with that use minicrawl techniques almost all use them in this way, and almost all use them in ruined cities.



First, a counterexample, and then I'll move on to introducing my main examples. In Discourse & Dragons' original Barrowmaze, the graveyard above the dungeon was represented as a not-to-scale illustration that showed the major tombs as landmarks - the kind of map that (I would argue) functions as a pointcrawl even if it doesn't exactly look like one. You can see the original map below in Figure 1. By the time Barrowmaze Complete was released, the old pointmap had been replaced by a new minihexmap, shown in Figure 2 below. The scale is listed as 50 feet per hex (which is awkward, as I discuss below) which means that characters should move about two hexes per turn.

I don't know for certain the reason Greg chose to switch from a pointcrawl to a minicrawl, but I suspect it was to allow more rigorous tracking of movement rates, something that gets a fair bit of attention inside the Barrowmaze dungeon, and in his follow-up product, The Forbidden Caverns of Archaia. This is one thing minicrawls can facilitate. In a relatively open environment, where movement is unrestricted, it would be time consuming to draw all possible paths between the nodes, and labor intensive to calculate all the travel times and distances. What's tedious in a pointmap is trivial on a hexmap. This mapping technique allows Greg to vary the distances between different tombs without handwaving them away (say, a single exploration turn to move between any two adjacent tombs) and without needing to employ the Pythagorean theorem or draw up a transit timetable.

Fig. 1 - Barrowmounds pointcrawl from Barrowmaze I

Fig. 2 - Barrowmounds hexcrawl from Barrowmaze Complete

My first encounter with minicrawling was in Faster Monkey Games' Lesserton & Mor. Mor is an ancient ruined city, and Lesserton is neighboring trade town, whose residents venture into Mor to recover treasure. The judge uses procedures to first determine terrain type (open, building, vegetation, or rubble), then determine whether "weirdness" is present (2-in-10 chance of weirdness, additional 1-in-10 chance of double-weirdness). If the terrain is buildings, the judge then rolls to determine the number of buildings, to determine the number of floors in each building (including a separate roll to check for basements), then checks to see if each building is occupied, and if so, by a wandering monster, by orcs, or by weirdness. There are 22 weirdness options on a d100 table, ranging from the beneficial (food source, water source) to the hazardous (open pit) to the dangerous (ambush zone, monster lair, orcs again) to the truly weird (haunting, wild magic zone). Almost all of these options require an additional roll to determine the specific form of weirdness (which food, what kind of water) and almost all of them allow the possibility of a wandering monster encounter as a result of this additional roll (which is on top of the ones like "monster lair" that guarantee it). Outside of encounters caused by weirdness, wandering monster checks are once an hour, and there are several lists depending on where the monster is encountered. The mini-hexes are organized on the map into "sept-hexes" or "florets" of one central hexagon and its six neighbors, which I'll talk more about below. The city map contains a handful of landmark buildings (the citadel, the palace) and a handful of territories controlled by larger orc gangs. You can see a section of the map in Figure 3 below. I've actually been using Lesserton & Mor as the basis for the ruined city in my occasional Redlands/Rotlands game. You can see my judge's map of the same section in Figure 4.

Fig. 3 - Selection from map of Mor from Lesserton & Mor

Fig. 4 - Selection from my judge's map of Mor

Probably the best know example of minicrawling is Dreams in the Lich House's Black City campaign. The basic idea is that the Black City is a ruined alien city on a far northern island. Every summer, a group of vikings and traders sail up to the site to try to extract any treasures they can find. There's a map of the city and its surrounding environs shown in Figure 5 below. The city is divided roughly in half by a glacier, the northern half is more dangerous than the southern, and the city itself is more dangerous than the surroundings. Hex stocking uses d10 rolls on tables with 12 entries. Add 1 to the roll in the southern half of the city and 2 to the roll in the north. Since the entries are ordered from beneficial to dangerous, exploring outside the city avoids the worst hazards, and exploring in the north leaves no chance of the greatest benefits. When the players enter a hex the judge first rolls for the major feature (excavation, no feature, building, lair). There's a 25% chance of the major feature having a complication, and if not, then roll again for a minor feature (stash, campsite, battle site, ambush, artifact, no feature, hazard, special, predator). In addition to the low entries being beneficial and the high entries being dangerous, the low entries also represent signs of previous (or current) human occupation, while the high entries represent the risk of monster attacks. The mechanic of adding to the roll is an elegant way to model the effect of moving away from humanity and into danger as you move between the regions. When buildings are present the judge first rolls 1d6 to select a geomorph (I presume this means an arrangement of buildings) and then another 1d6 per building to determine the number of floors from a list. There are also 17 named locations with fixed points on the map, some or all of which are dungeon-sized spaces for the players to enter.

Fig. 5 - Black Ciy hexmap from Dreams in the Lich House

Stormlord Publishing's Brimstone Mine megadungeon from Black Powder, Black Magic, volume 4 uses minihexes to create a sprawling ruined mine, rather than a ruined city. The mine had multiple levels, each with their own name, theme, and a level-specific wandering monster. Each level used the same hexmap template, which then got filled in with detail as we explored. You can see what the blank template looks like in Figure 6 below. When the players enter the hex, the judge makes five rolls. (When I played with Carl, he actually had the players make the rolls, something I copied in when I ran my Redlands game. It worked a little better for Carl though, because it was always the same five rolls for him; I kept having to ask for different number of rolls with different dice each time.) The first roll determines the type of passageways in that section of the mine (typically natural tunnels, mine shafts, and corridors, all of different sizes). The second and third rolls are both features selected from a list of 20. Three of these connect to higher or lower levels of the mine; one is a dead end that cuts the hex off from its neighbors (except the one you came in through). There are a couple of "chasm" entries that could also effectively cut the hex off from one or two neighbors while leaving the others open. There are some water sources, geographic features, hazards, and a 1-in-20 chance of encountering a "point of interest," which could be a demon shrine (for which there's a random-generation table) or any other minidungeon the judge wants to slot in. The fourth roll determines complications, about half of which are hazards or encounters with the level's featured monster. Finding dead bodies, live animals, and running into factions mostly rounds out the list. The fifth and final roll is for treasure, everything from mundane equipment, to cash, to gold ore, to magical demon ore, to finished magic items. As a player, it seemed like this procedure moved fairly quickly, and in the time I played, generated enough variety to keep things interesting. (Carl also used a kind of alternating format - our default action was to explore the mine until we found something - like a dead body, or demon ore - that gave us a quest to complete up on the surface. Then we went on our quest, and when that was resolved, we returned to the mines.)

Fig. 6 - Brimstone mine from Black Powder, Black Magic vol. 4

In a comment on this blog, Alistair pointed out two final examples of minicrawling, both in intact cities rather than ruined ones: Blood of Prokopius' series of posts about the city of Portown, and Graphs Papers & Pencils' post about a nameless city that I think of as Portown's sister-city. Portown is shown in Figure 7 below, it's sister-city is in Figure 8. Portown consists of districts like The Port, Olde Town, The Monastery District, and others including the Upper and Lower Guildhalls and Upper and Lower Slums, both named for their relative elevation above sea level. Dave has an encounter chart for each neighborhood. If the players enter the district with no plan in mind, roll 1d6, and on a 6, they're lost. If they go in searching for a particular landmark (every district has 5) roll 1d6 and check against the landmark's chance of encounter. In each district two are relatively easy to find (3-in-6 chance), two are more difficult (2-in-6), and one is rather hidden (1-in-6, no easier to find by searching than it is by wandering). In Robb's unnamed city, there are districts like Common Temples, The Wizard's College, The Artisan's Market, and the Guardhouse. The hexes here are explicitly acknowledged to be of different sizes, although travel through them is as abstract as passing through a section of Brimstone Mine or Flux Space.

Both Portown and its sister-city operate more-or-less like pointcrawls, as I argued all neighborhood-maps of living cities do in my previous post. And both cities are pre-drawn by their creators, not procedurally generated at the table. So why include them as examples here? Because they help point out a way you could use a blank map to procedurally generate a city. Both Cörpathium and Dunnsmouth employ a kind of minigame for the judge to play as they generate each city, but it's a game that might be too slow to play at the table with your players watching. One way to speed it up is to standardize the footprint of each neighborhood on the map; the framework provided by a blank hexmap provides exactly the standardization you need to place a district (and its boundaries, and its neighbors) quickly, so that you can keep on gaming. It's the same advantage in speed that Brimstone has over the Ruins of the Undercity or the Mad Monks of Kwantoom - because it uses a hexmap as its framework, generating Brimstone is faster than generating the sewers under Cryptopolis or the 1001 Pagodas of Doom. Filling in blank hexes with fixed locations is probably always going to be faster than open-ended procedural mapping in open space. If the stocking procedures for filling in the hexes can be a little slow, having the mapping procedures for drawing them in the first place be lightning fast is a good way to make up time.

Fig. 7 - Portown by Blood of Prokopius

Fig. 8 - Nameless city by Graphs, Papers, & Pencils

The examples I've chosen don't present any kind of consensus on time and movement, but looking across them, I think it's possible to recognize some best practices. In the ancient ruined city of Mor, each hex is 120 feet across. This is the same as the characters' regular B/X movement rate in the dungeon, although for some reason, none of the movement rates in the text (for regular movement, fast movement, regular exploration, and exhaustive exploration) correspond to the obvious, elegant, one exploration turn per hex. The regular movement rate corresponds to 120 yards per turn or 360 feet, while the fast movement chart allows for 120 feet per combat turn. The size of the hexes in the Black City isn't specified anywhere I saw, although John Arendt mentions that it takes 8 hours to explore a hex. Depending on his view of the proper relationship between travel time and exploration time, he probably enforces either 1 hour per hex or 8 hours per hex to cross them as well. In the mines under Brimstone, each hex is 1 mile across and takes 2 hours to move through carefully or 1 hour to move through quickly. Carl is also the only author I saw to explicitly address how much travel can be accomplished in a day (something people seem to disagree about for wilderness exploration as well) and he recommends using the average of the characters' Stamina scores to determine the number of hours they can spend exploring before they have to rest (so in practice, 10-12 hours, covering either 5-6 hexes carefully or 10-12 hexes quickly). Portown and its nameless sister-city have variable travel times within each hex, depending on whether the hex represents a full neighborhood, a single block, or even just one building.

My strong recommendation for anyone considering minicrawling would be to use 10-minute hexes (either 120 foot / 120 yard, whichever you prefer for outdoor travel) or 1-hour hexes (either 1 mile, or whatever size seems plausible to you). Both simplify time- and record-keeping enormously, and difficult terrain or intensive searches can still always take longer. (In fact, if we take Portown and its sister-city as an example, the travel time of a hex can be a variable characteristic that's set as part of the proc-gen.)



When I started my Redlands game using Lesserton & Mor, my goal was to play something where I could procedurally generate the terrain right there at the table, in real time as my players explored it. For the most part, it works, but I think ideally the procedures would be more streamlined. Let's start with the terrain. There's no necessary relationship among the terrain types, which means that filling in one sept-hex requires rolling for terrain seven times (and my back-of-the-envelope calculations suggest there are something like 16,000 different sept-hexes that can be generated this way). You could reduce seven rolls down to two by first determining the dominant terrain type, and then rolling on a visual menu of sept-hexes for that type (or down to one by making all the hexes in one florets share the same terrain, or by having a single menu of possible sept-hexes). This would reduce the variability of the terrain, but dramatically speed up generation. (This matters because the players should at least be able to see the terrain in the hexes surrounding the one they're currently in; if visibility across hexes weren't a consideration, there wouldn't be much advantage to streamlining.)

The nested nature of a lot of the weirdness rolls also adds time. For example, if the weirdness present is a "Food Source," you next roll 1d6 to choose three different possibilities. Each carries the risk of an encounter, so roll 1d6 again to see if there is an encounter, and if there is one, you either roll 1d100 on the "Water Encounter" table, look up the "Hunting Ground" weirdness and then roll 1d12, or roll 1d100 on the "Daytime" or "Nighttime Encounter" tables. Most encounters are stipulated to be lone individuals, but if you got Orcs or Raiders, you would then go to a subtable, roll to see which group of orcs or raiders you're dealing with, then roll to determine the number of individuals in the group. When rolls "explode" like this, it can take some time to move from seeing that the players have encountered weirdness to figuring out exactly what's going on. Two procedures could streamline this. The first is a "roll all the dice" approach where all the rolls happen simultaneously using different dice types and combining information (rather than nesting it) to create the encounter. The other procedure would be to have more weirdness types, so that each type requires no more than one or two extra rolls to resolve. (So, in this example, "Safe Food Source" and "Food Source with Monster" could be treated as two separate entries on the weirdness table, eliminating the need for an independent monster check.) I made the encounter look-ups sound a little worse than they are. Most encounters come from a single table, where you roll d100, look up that number in a column that corresponds to the location (such as "Excavation Weirdness Site" or "Nighttime Wandering Encounter"), and then follow the row over to the far-right column listing the monster you've encountered. It's a very well-done piece of information design.

Streamlining is not an absolute good, not a goal unto itself. Streamlining is a trade-off, and it comes at the expense of variability. Right now, Lesserton & Mor has a good mix of variety and similarity; it's cohesive without too much sameness, it presents novelty without turning into a funhouse. (Like streamlining, neither variety nor similarity are absolute goods. Both entail trade-offs. To get them, you have to give something else up.) Rolling several dice allows for more permutations of things that can happen (like 16,000 different terrain configurations), while condensing down to fewer rolls reduces that variability, and risks monotony. However, if your goal is to be able to run these procedures at the table, during actual play, then some amount of streamlining is probably necessary. On the whole, the procedures in Lesserton & Mor aren't bad. I've used them at the table, and for the most part, they work fast enough to be used in play. The exploding "Food Source" scenario I outlined above is as extreme example. Most of the time, the mini-hex will be stocked much quicker. Remember, only 30% of hexes even have weirdness, the rest are essentially empty - except for the ones with buildings.

Buildings are a problem though, because they're where the procedure becomes too slow to run at the table. Stocking 1-4 buildings with 1-5 floors each (including basements and sub-basements) with monsters, treasure, and weirdness (many of which, you may recall, also include monsters) just takes too long to be feasible during play. When my random terrain rolls revealed a cluster of mini-hexes that all contained buildings near one another, I rolled up their contents between sessions, and it proved to be a good decision, because I never could have done it fast enough to keep the game going. Again, I would think that visual menus, perhaps one to select the arrangement of buildings, and a second to select the layout of each building, would be a quick way to build these clusters without giving up so much variability that they become boring. Mor would probably also benefit from a few setpiece locations like the Black City has - pre-drawn dungeons that go where the old citadel or old palace were on the map.

For thinking about streamlining, it might be instructive to look at how Faster Monkey Games updated their procedures for their next random exploration hexcrawl, In the Shadow of Mount Rotten. The map here is divided up into 8 regions, and each region is presumed to have basically the same terrain throughout. The table for adding occupants to each hex is even better than the one in Lesserton & Mor. Here each region gets a column; the regions are grouped based on harshness; coldness and dryness are indicated through background shading and italics; the terrain is mentioned at the top of the list; and then you simply read down your column to see the result of your d20 roll. Each occupant is a type of tribe, possibly with a herd, possibly living in a ruin or cave, and the number of hexes the tribe takes up is shown as well. This is a great idea, because it means that when you roll to find (for example) "Foot Goblin Emu Herders with Caves (2)", you not only know the contents of the hex you just rolled, you also know the contents of a neighboring hex. It's worth pointing out that the mix of tribe-types, herds, and caves/ruins could have been handled by first rolling occupants, then rolling to check if the occupants have herds, then rolling to see which herd type, then rolling again to see if there are structures, and finally rolling to check the structure type. Instead, those many rolls have been condensed down to one. Any roll of 20 produces an "oddity," which is like the "weirdness" of Lesserton & Mor, but with only 8 major options (although most of these have sub-options as well). In practice, fewer than 5% of the hexes will have oddities, since most of the occupied hexes have tribes that spread over 2-8 hexes. The random encounter tables also have only 20 entries, for day and night, again organized by region. It's a mix of wild animals, herd animals (like emu and reindeer), patrols and raiding parties, natural phenomena (fog, bushes, etc), and a chance (in most regions, only at night) of a spirit encounter, which feels like a great inclusion. In sum, we have terrain organized by regions, hex content listings that include occupants and structures simultaneously (and that typically fill multiple neighboring hexes), and encounter tables that combine mundane events, supernatural visitations, and regular wandering monsters. The inclusion of caves and ruins is also good, since it allows you to pull in a pre-generated structure (the random procedures here still seem a little slow for use at the table) and place it at a random spot on the map.

One thing, I think, that accounts for the difference between Lesserton & Mor and In the Shadow of Mount Rotten (besides applying lessons learned from one to the writing of the other) is that visiting ancient Mor is mostly about exploration, while visiting the Rotlands is much more about interacting with factions. There are factions in Mor. A few orc gangs and their turf are shown on the starting map (although they're distant from the player's start-point) and players can randomly encounter small groups of wandering orc (typically numbering in the 3-12 range) or larger orc clans (numbering 40-160). There's not much advice for assigning names or personalities to orc groups however. Most of the faction attention is given to the stores, NPCs, and power groups back in the "home base" in Lesserton. Lesserton & Mor needs more variability in its exploration tables, because pure exploration is doing the heavy lifting in terms of defining the experience of play. In the Shadow of Mount Rotten has much more information for running factions. Because faction play is much more important in the Rotlands, less emphasis can be put on pure exploration, and so it matters a little less how much variability there is in the exploration outcomes.

In the Shadow of Mount Rotten has ten different types of tribes - and depending on the judge's preference, there could be five species-based factions, ten tribe-type-based factions, or each tribe could be a faction unto itself. Each tribe-type has a standard number of members, complete with a list of the number of members of each type (each Foot Goblin tribe, for example, has 302 goblins, divided into 150 young, 75 tribe-members, 60 warriors, 12 elite-warriors, and so on). It's fine that these are standardized, because different tribes (even of the same tribe-type) are going to be distinguished by their name, their personality, and whatever's preoccupying them at the moment - and not by having different statistics (which would be largely invisible to the players anyway). Each tribe-type gets about a half-page write-up that includes a bolded sentence describing their key behaviors, a short paragraph with tips for how the judge should roleplay them, information about their technology and lifestyle, and the population listing described above. There are lists of suggested names for each kind of tribe, information about how the tribe-types interact, and even a random event generator to see what's going on inside each tribe at the time the players encounter it. Most of the mechanical information is standardized by tribe-type, which reduces variability - but I would argue that the variation that's lost this way is variation that adds nothing to the player's experience of the game, despite imposing a heavy cost on the judge to create it. It's variability that arguably should be removed, for the sake of streamlining, in order to make things run fast enough to run them at the table.

I previously mentioned "roll-all-the-dice" tables and "visual menus" as two ways to speed up procedural generation. Figure 9 below is a good example from Sine Nomine Publishing's free The Sandbox zine, in this case actually rolling up an abandoned building at one go. (The one-page setups for stocking random adventuring sites in Sine Nomine's Red Tide and Monsters & Manuals' Yoon-Suin are also good examples of relatively compact procedures, although both are intended to be used outside of play, and so lean toward the flexible and inspirational, rather than offering one-to-one mapping of room contents.) Unofficial Games suggests "seed charts" for stocking hexes. Roll 1d8 for a sub-location, 1d6 for an encounter, and 1d4 for weirdness, simultaneously. If you get triples (1-4) or doubles (5-6), the max value (4, 6, 8), or a run (1, 2, 3, etc) then there's a special extra result. Because of the way Zzarchov generates these special results, his method does require a bit of extra care in ordering the subtables (for example, you have to put three interesting things together in the 1 value to inspire the "special"). Zzarchov's table for generating random books suggests another technique, in line with John Arendt's "roll 1d10 on a 12 item table" approach described above: on a table with 20 options, roll either 3d6 in the "more common" area and 1d20 in the "more weird" area. The "common" results will mostly cluster around 9-12, while the "weird" results will be all over, and will include 4 options that the 3d6 roll can never produce. (As an aside, Zzarchov also has ideas for running an Iron Age campaign that would be worth reading for anyone considering using In the Shadow of Mount Rotten. Among his ideas, all tribes share a common basis of bronze-age technology, and each tribe gets one random piece of iron-age technology - except the players' tribes, who can choose instead of rolling.)

By "visual menu," I mean something like the table for selecting a random room shown in Figure 10 below. The table is something Frivology made by following the Dellorfano Protocols for random room design. (Dyson's Dodecahedron shows how you can assemble rooms like this into a building.) Lizard Man Diaries' recent table for selecting a random cave, showing in Figure 11 below, is another good example of the visual menu approach.

Fig. 9 - "Roll all the dice" table from Sine Nomine's The Sandbox, vol. 1

Fig. 10 - Visual menu of dungeon rooms from Frivology

Fig. 11 - Visual menu of caves from Lizard Man Diaries

 

The procedures for generating chambers in the Brimstone mines are already quite streamlined. The rhythm of five pre-set rolls made by the same players as they enter each new hex makes the procedures predictable and turns rolling the dice for proc-gen into part of the social experience of playing the game together. It's not a coincidence that I got much more interested in this style of play after being in Carl's game; it's because I had fun. There's not even a separate roll for monsters, they're just there on the "Complications" table alongside typical mining disasters like bad air and ceiling collapses. This is something you could bring to other proc-gen minicrawls. A set number of rolls with predetermined dice happening every time the players enter a new hex is something that, in principle, any minicrawl could take advantage of. If any additional rolls need to be made beyond those, then the referee could simply make those quickly behind the scenes. (I think Carl was actually doing this some. If the "complication" was a primeval ooze, he'd need to roll on DCC's random tables for generating one. If the feature was a faction-controlled mine entrance, or the complication was a faction encounter, he'd need to roll on his own list of factions to determine which one. But those rolls happened out of our sight, and disrupted the rhythm of collective creation that he established.) If most of the rolls are the same every time, it makes a little more room for some quick additional rolls to be nested inside them occasionally. The cost of the Brimstone-style is that these tables have some of the least variability of any of the minicrawls I've considered. Brimstone itself also has about the smallest footprint, and thus needs less variety to avoid too-much-repetition within it enclosed space. Lesserton & Mor and In the Shadow of Mount Rotten have much more variability in their tables, and much (much!) larger maps to fill up, where repetition would be more apparent.

Like I did for Faster Monkey Games, I think there's value to looking at the publisher's wilderness hexcrawl to mine for ideas for minicrawling. Stormlord Publishing also put out The Treasure Vaults of Zadabad, an island hexcrawl. Each hex on the island has a keyed location (mostly villages, shrines, lairs, wilderness sites that could be run as pointcrawls or minicrawls if desired, and a few dungeon-type locations) - and each hex also uses the random encounter tables for procedural generation. Whenever players enter a hex, there's a chance of encountering nothing by the keyed location, a chance for an encounter (mostly with monsters, but also with mundane animals, bad weather, and island hazards, with separate lists for each terrain type), and a chance to find a tomb. Three fully-keyed tombs (dungeons) are included as part of the adventure, and the more the players explore, the more chance they have to find others, that will need to be created by the judge. The adventure also includes a single random table for generating treasure whenever its needed. Some treasures of the island can be found in unlimited quantities, others have check-boxes for the judge to mark off, and once they're all checked, no more will be found.

While the whole point of proc-gen play is not to have every hex pre-keyed, there are still some lessons we can take from The Treasure Vaults of Zadabad. First, even proc-gen play might benefit from having some pre-keyed encounters. Like the landmark locations in the Black City, the villages and other sites of Zadabad provide known locations (both in the sense that you know what they are, and in the sense that you know where they are) that the players can use as goals to reach, as a change of pace from regular exploration, even just as landmarks to help them navigate. Second, in both Brimstone and Zadabad, there's a chance to run into a minidungeon, and I think this is a good idea. The buildings in ancient Mor end up being like mini-mini dungeons, like the barrowmounds above the Barrowmaze, and the lairs in Zadabad. Those are good and important too, but sometimes you need something bigger than a 1-6 room mini-mini. Having the chance to run into specific types of minidungeons (caves and ruins in the Rotlands, tombs in Zadabad) means that the judge can draw up a couple of each type (or find some that are pre-drawn) and then pull one out (at random, even) when the players encounter that type of 6-18 room minidungeon. Third, I think there's a real advantage to the treasure tables in Brimstone and Zadabad. There's a significant time savings from having the table right there on-hand, rather than having to flip from the monster section of the B/X books over to the treasure section, and then roll up maybe five or six kinds of treasure while the players are waiting to hear what they found. Having the treasure table built-in also means that the treasure helps communicate the feel of the setting. The treasure you're going to find in Mor or in the Rotlands is kind of the same, because it comes from the same B/X treasure tables. The treasure in Brimstone is quite different from the treasure in Zadabad, because they're drawing on two different lists with two different currencies, implied levels of technology, and divisions between cash and objects. Creating a specific treasure list, rather than drawing on a universal one, presents some advantages.



The final topic I want to address here is the technology for drawing and running mini-hex-maps. The "hexnology", if you will. What I'm about to say isn't strictly necessary, because you can just draw a standard hexmap for your minicrawl. However, there's also something else you can do. You can have one map with "large" hexes that gives you the ability to take in the entire adventuring site at a glance on one page. You can then have other maps that divide up these "large" hexes into some number of "small" hexes for the players to interact with. Besides the advantage of being able to take the summary view, when the players are passing through already-explored territory, you the judge can stay up at the level of the "large-hex" map, and only descend down to the "small-hex" map when they start exploring or otherwise interacting with their environment. (I may be wrong, but I think this is the intention in Lesserton & Mor. The 360 feet per turn movement rate I was criticizing earlier would match with moving through that map's "large" hexes at a rate of one per turn.)

So if you like this idea, and haven't already decided it's more trouble than it's worth, then the question becomes "how many small hexes should go inside a large hex?" As I described before, Lesserton & Mor's answer is 7, an arrangement where a single hexagon is surrounded by its six neighbors, forming a shape we might call a "sept-hex" or a floret. This forms a structure that's 3 hexes (360 feet) wide. You can see a simple floret in Figure 12 below, and an example of a sept-hex from Mor in action in Figure 13.

Fig. 12 - Sept-hex, or Floret

Fig. 13 - Sept-hex from Lesserton & Mor

There's problem with using this arrangement though, if you don't want to map every sept-hex individually, if instead you want to create a map at the "small-hex" level of detail. The problem is that the florets don't stack together in neat vertical columns. Individual hexes do stack together neatly. So if you try to have one large-scale map where each floret is depicted just as a single hex, and one small-scale map where the florets are depicted as seven small hexes, the two maps won't align. You can see the problem illustrated in Figure 14 below. Frankly, even if you just like having legible north-south alignment among your hexes, this arrangement might feel a little dissatisfying.

I've come up with an alternative arrangement, shown in Figure 15, that uses 16 hexes instead of 7. It can sub in for a single hex while maintaining the right arrangement, it stacks vertically, with two on either side, just as a single hexagon does. I'm not sure what to call this arrangement. Some simple searching for 16-word analogs to "dodeca-" for 12 or "quadrant" and "octant" for 4-part and 8-part turned up the possibilities "sexdecahedron", "sexdecagon", "sexdeca-hex", and "sedeci-hex".

Fig. 14 - Arrangement of sept-hexes illustrating non-vertical alignment

Fig. 15 - Arrangement of sexdeca-hexes illustrating correct vertical alignment

 

What is this shape? Believe it or not, it's a hexagon. I drew a large hex, 5 small hexes across. Then, instead of allowing any small hexes to be cut in half, I moved them, so instead of 6 half-hexes, you get 3 full and 3 empty. You can see how this works in Figure 16 below.

Fig. 16 - Illustration demonstrating the interchangeability of hexagon and sexdeca-hex

I'm not the only one who's thought about how to subdivide larger hexes. d4 Caltrops has the idea to divide the hex into 12 diamonds, as shown in Figure 17 below. Necropraxis has a different idea for divvying up hexes, this time by using squared laid out like bricks (instead of as a grid), a layout that he notes also mirrors the behavior of hexes. You can see that in Figure 18.

Fig. 17 - Division of hexagon into diamonds by d4 Caltrops

Fig. 18 - Replacement of hexagon with square bricks by Necropraxis

Redlands Campaign - Preview of the Buildings of South Central Mor

Below is a map of a district of mostly-intact buildings that my players found on their first voyage into the ruined Imperial city of Mor.

The orchard the players found is in the Hex marked T17, and the two clusters of buildings they could see from the planting are to the east, still inside the same grouping.

I thought that stocking those buildings using the guidelines in Lesserton & Mor would take longer than I wanted to spend mid-session, (and it did!), so I decided to prep them ahead of time. I also decided to randomly generate the contents of the adjoining hexes to see if any additional buildings turned up (and they did!)

The result is that amidst the piles of rubble, the relatively clear spaces, and the sections of vegetation, there are 7 hexes with buildings, totaling around 20 structures. But what are those two different grey areas? And what kinds of inducements might tempt my players to venture into any of the ruined buildings? Stay tuned!



(I like the idea of the sept-hexes as an organizing device, but in practice, I find their layout - in not quite horizontal rows - a little counter-intuitive. They aren't laid out in either a standard grid or in the way we ordinarily read hex maps, which means that it's hard for me to make any kind of mental map that matches what I've drawn on paper. Also, while there is a certain convenience to looking at the hexes in groups of seven, since each hex within the sept-hex can have its own terrain, it's not that much more convenient than just looking at them individually.)

(The procedures for randomly generating hex contents in Lesserton & Mor are also maybe not quite as streamlined as they could be, particularly the procedures for generating buildings. A small amount of that may be because I was using pdfs and the random.org website, which makes things like flipping through the pages, cross-referencing information from the Labyrinth Lord rulebook, and even changing dice sizes a little slower than if I were using the print books and physical dice. But even bearing that in mind, I can't help but think that it must be possible to write a set of procedures that create similar results a little faster.)

(Because of the way they were generated, some of the buildings are empty, some contain monsters, and some contain treasure - and of course, some contain monsters and treasure. I treated any building with a basement as an "empty room" and applied Labyrinth Lord's recommended 15% chance of unprotected treasure. Some of the monsters inhabiting the buildings are quite deadly, and some are protecting a fair bit of treasure as well. If my players decide to explore the buildings in this cluster, and if their characters survive the exploration, they're likely to find more money and more magic than they've uncovered up until now.)