Hmm... it says that Adventuring Day XP is "how much XP that character is expected to earn in a day" but then goes on to refer to "adjusted" XP which seems like it must refer to the adjustment for number of foes due to similar wording in that section; but then in that section it says that "adjusted value is not what the monsters are worth in terms of XP". So is it or isn't it? Take four 1st level characters (Adventuring day = 1200XP). 4 orcs adjusted is 400XP which is Deadly for that party. We can have three of those in the Adventuring Day but... we're only awarding the unadjusted XP for each, right? In conflict with the words in the Adventuring Day section, the PCs can't earn 1200XP in that day.Not necessarily. Adventuring Day XP is based off Adjusted XP not the XP used for leveling.
Good observation, I wonder what we can do with that... ?This does make it clear that 3 Deadly encounters always make for an adventuring day, which also allows for 2 short rests (one between each).
Chart preserving first decimal is below. Regarding 6-8 relevance, note the hypothesis: "5e designers tuned classes based on judgement and play testing so that characters can handle 6-8 medium to hard encounters between long rests." If that is valid, then it saves us a lot of work. We can assert that no matter what the XP table says, characters are capable by design of handling 6-8 encounters per Adventuring Day so fewer than that number equates to easy difficulty, higher than that number equates to hard difficulty, and that number equates to medium difficulty.One thing I noticed is that because of the rounding, significant amount of Daily XP is being left off. At level 8, for example, you have 3 Hard fitting into the XP budget, but that leaves room for 2 Medium as well.
I'd also be interested to see how these values average if you round to the nearest tenth instead of whole number. That should give a better feel for the difference between hard and deadly. Even better would be to look at what percentage of a full day a single easy, medium, hard and deadly would be. That way you can easily add up the total from multiple types of encounters. If you can easily convert your chart @vonclaude perhaps you could post, otherwise I'll work on it this afternoon and post later.
As I side note, I've never used the 6-8 rule of thumb guideline when designing adventuring days. I always use the charts and have felt that they have been roughly correct (given d20 randomness for any particular adventuring day). My sense is that it's the 6-8 encounter guideline that is an artifact of a previous iteration and thus no longer precisely relevant, not the charts.
Another feature of the table is that each higher difficulty is close to a simple multiple of the Easy XP. That is 2x, 3x and 4x if you take the floors, or 1.7x, 2.5x and 3x if you take your averages. That makes the Easy XP numbers a useful common unit.
Level Easy
1 8
2 8
3 11
4 9
5 9
6 9
7 9
8 9
9 9
10 10
11 9
12 8
13 8
14 8
15 9
16 8
17 8
18 9
19 8
20 9
Finally, the 6-8 encounters in my view retains usefulness because it expresses something about the way the designers balanced the game. I hypothesise that even though they changed the Adventuring Day XP (making the game easier) they still balanced encounters to rests based on that expectation. If that hypothesis is valid, then it saves us a lot of work because we can use it to anchor efforts to redress challenge. (Rather than having to empirically re-derive the encounters per rests power balance.)
As I side note, I've never used the 6-8 rule of thumb guideline when designing adventuring days. I always use the charts and have felt that they have been roughly correct (given d20 randomness for any particular adventuring day). My sense is that it's the 6-8 encounter guideline that is an artifact of a previous iteration and thus no longer precisely relevant, not the charts.
Hmm... it says that Adventuring Day XP is "how much XP that character is expected to earn in a day" but then goes on to refer to "adjusted" XP which seems like it must refer to the adjustment for number of foes due to similar wording in that section; but then in that section it says that "adjusted value is not what the monsters are worth in terms of XP". So is it or isn't it? Take four 1st level characters (Adventuring day = 1200XP). 4 orcs adjusted is 400XP which is Deadly for that party. We can have three of those in the Adventuring Day but... we're only awarding the unadjusted XP for each, right? In conflict with the words in the Adventuring Day section, the PCs can't earn 1200XP in that day.
I feel that the adventuring day XP chart is more roughly "correct" than the individual encounter XP charts are, in the sense that when I check an adventure after the fact I sometimes find that I exceeded the encounter Deadly threshold by an order of magnitude (Deadly x4 up through Deadly x15), but I never exceed the adventuring day XP budget by that much. It's not that uncommon to have had an adventuring day that looks like [30% of budget, Deadly; 30% of budget, Deadly; 130% of budget, Deadly] for a total of 190% of budget.
But, I'm not a big fan of linear adventures in the first place, so even if it was possible to somehow compute the ideal number of monsters which would bring party X of Y Zth level adventures almost-but-not-quite-to-their-knees before they triumph, I still wouldn't want to use that formula. I'd rather have an adventure in which, if the players do everything just right and pick up every clue, they can win without fighting more than 25% of the ideal adventuring day budget; or they can win hard (claim extra rewards) by fighting 75-100% of the ideal adventuring day budget; and if they do everything wrong and miss all the clues, they can still win by beating 200-300% of the adventuring day budget. This way you support all playstyles, including the players who just want to hack and slash and roll dice. Of course in real life there is no way to calculate an ideal budget but you get the idea: if an adventure is a node-based graph or a maze, I'd support using adventuring budgets to bound the lengths of the longest and shortest paths through the maze, but it would be wrong to assume the players will take a particular path through the maze or to try to force them onto one.
RPGs are all about choice, and I want my adventures to support choice. CR and XP budgets are of only limited use toward that end.
Why would you do the conversion? You just use the base unit.I don't think it's that useful actually. It's not intuitive to look at the "10" there for level ten and immediately think, "Oh, that implies 6 for Medium and 4 for Hard."
That fact supports the hypothesis: it's the ideal situation. What we wanted to see is that the character classes were already locked in when they published the text of the DMG. The fact they sustained that line of text most simply suggests that it remained true: the game was indeed balanced around 6-8 encounters. For me the climb down is clearly in the table, where they pulled back on the difficulty. I believe we agree that the number of encounters the table yields produces an easier game difficulty. Difficulty is relative: for that difficulty to be "easier" the classes must be balanced to handle a harder difficulty.Interesting hypothesis, but you run into the problematic fact that the PHB was already published when they changed the difficulty guidelines. It's not like they redesigned the short rest-based classes based on their difficulty labels. Prima facie, I can't see any reason to think the changed guidelines affected anything except the labels that get slapped on a given encounter difficulty.
TL;DR 5E guidelines recommend a couple of deadly, a small number of medium-hard encounters or as many as six to eight easy-medium encounters in a day. If you do the math, they don't actually recommend six to eight medium/hard encounters per day. The reason people sometimes think otherwise is due to sloppy editing of the DMG and the Basic Rules, neglecting to update some fluff text when the rule guidelines were updated, somewhere around Basic 0.2. What used to be "hard" encounters back then are now "medium," so it's actually recommending six to eight easy/medium encounters per day or the equivalent in fewer, harder encounters.
It's important for balancing fighters, monks, & warlocks with casters ('most everyone else), Barbarians are an odd-class-out that way, and fighters 'balance' with their fellow short-rest classes differently with 1 encounter between short rests than with 2-3 (and EKs further confuse that issue). I know that I'm talking class balance, while you're talking encounter difficulty, but I figure if a Barbarian is trivially able to Rage every combat (for the most obvious instance), that's affecting both.I think the most important thing for combat balance is 2 short rests per long rest.
One disconnect between the 6-8 guideline and the exp/day chart is that notorious modifier for number of enemies. It clearly affects the 'medium-hard' of the former, but doesn't affect the actual exp gained.Thank you for pointing out the discrepancy between the text and the chart. I did an analysis for how many medium encounters per day, and it is often under 6 if you go by the DMG guidelines.
There's another elephant for the room. Well, or a polar bear for the ice-flow - also large and even more liable to kill you, but it's more likely you really didn't see it, rather than are willfully ignoring it.As you can see, 3-5 Medium-Hard encounters is what the Adventuring Day budget covers, assuming that in practice most encounters fall between the floor and the next highest difficulty.
Agreed. Maybe more frustration factor than usefulness, but still terribly relevant.Finally, the 6-8 encounters in my view retains usefulness because it expresses something about the way the designers balanced the game.
For what it's worth, I did the math for my last campaign below:
View attachment 87738
The far right column, Sessions, is the average of Medium, Hard, and Deadly encounters. I specifically didn't factor in Easy encounters because you have to run way too many in order to maintain any semblance of progress, especially for Tier 2 play. All other data is taken specifically from the books.
Why would you do the conversion? You just use the base unit.
That fact supports the hypothesis: it's the ideal situation. What we wanted to see is that the character classes were already locked in when they published the text of the DMG. The fact they sustained that line of text most simply suggests that it remained true: the game was indeed balanced around 6-8 encounters. For me the climb down is clearly in the table, where they pulled back on the difficulty. I believe we agree that the number of encounters the table yields produces an easier game difficulty. Difficulty is relative: for that difficulty to be "easier" the classes must be balanced to handle a harder difficulty.
That's tickling a memory, but I can't quite place it...If you are aware of cases where someone updated a caption but accidentally forgot to update the chart, I'd love to hear about it.
I don't understand your chart--it doesn't seem to be measuring what I would expect it to measure. For example, at first level, if #Easy is supposed to be the number of Easy encounters a four-man party can fit in a day, it should be 8, not 12. (Easy encounter is from 100-199 XP, so 150 on average, and you can fit in eight of those in a 1200 XP budget day.) Each PC will beat 300 XP worth of difficulty that day, which means they might level up in a single day--the only reason they wouldn't would be if much of that difficulty came from "adjusted" XP. So E Days should likewise be 1, not 1.7.
E Days, M Days, H Days, D Days
These fields are pretty simple. Since the DMG referenced "6 to 8 medium or hard encounters" per day, I averaged the result to get 7. I then simply take the number of encounters required to level up, and divide by the number of encounters expected each day, to get a baseline. For example, since it takes 12 Easy encounters to level up the above example group, I do 12/7 for a total of 1.7 "adventuring days."
Either I don't understand, or you are mixing units. 7 is an expected number of medium-hard encounters per adventuring day, but then you are dividing a # of easy encounters by that. If you go back to the numbers in the original charts, a 1st level character should be able to handle 12 easy encounters in a day, not 7, so E Days should be 1.0, not 1.7. In fact, the apparent differences among the E Days, M Days, H Days, and D Days values for any particular level are an artifact of your pegging the # of encounters at 7, rather than having it vary with the encounter difficulty, which seems to be the clear intent of the original charts.
Since the DMG referenced "6 to 8 medium or hard encounters" per day, I averaged the result to get 7.
DMG said:Assuming typical adventuring conditions and average luck, most adventuring parties can handle about six to eight medium to hard encounters in a day. If the adventure has more easy encounters, the adventurers can get through more. If it has more deadly encounters, they can handle fewer.
It has nothing to do with what they "can handle."
It's simply seeing how many days it takes to complete the number of encounters that particular difficulty requires to reach the next level.
Assuming an "easy" encounter is 25 xp, and that it takes 300 xp to reach level 2, that's 12 easy encounters. There's nothing terribly complicated about that, unless you're somehow deciding that an "adventuring day" is supposed to equal a level's worth of encounters (which it's not). Otherwise, you just figure out how many days it takes to finish 12 easy encounters, assuming a rate of 7 per day. Nothing more.
Current Level | Next Level | XP to Level | XP per Adventuring Day | Adventuring Days Needed |
1 | 2 | 300 | 300 | 1.0 |
2 | 3 | 600 | 600 | 1.0 |
3 | 4 | 1800 | 1200 | 1.5 |
4 | 5 | 3800 | 1700 | 2.2 |
5 | 6 | 7500 | 3500 | 2.1 |
Harzel;7209308 "can handle" is part of the DMG's description of the meaning of the number(s) that you chose to use. I'm not sure why you would complain about me referring to them that way. If you are saying that you took the number from the DMG said:that [/I]difference is not what I was trying to point out.
You have taken a number that at its source was specifically tied to particular encounter difficulties and applied it across the board. I guess you could justify it as a rough approximation and that would be ok, except that there is a much more direct way to get from what is in the DMG to the final value that you appear to be wanting to calculate. If you want to estimate how many adventuring days are required to get from a particular level to the next, just take the XP per character needed to advance (column C in your spreadsheet) and divide it by the appropriate value from the Adventuring Day XP table. I think someone already did this calculation in another of the many related threads, but the first few results look like this.
Of course, as someone noted earlier in this thread, the XP per Adventuring Day table values are adjusted XP, which will generally be greater than the XP that the PCs actually get, so the results above would be underestimates. However, your method has the same problem since it uses the XP Thresholds table, which also reflect adjusted XP.
Actually, "can handle" is in the description for what the DMG calls an "Adventuring Day." My sheet isn't concerned about how many such encounters happen in a day, beyond needing to use *some* number to figure out how many sessions each level would take. I could update a single field to change the number of encounters per day to 20 and all it would do it change how many sessions a level takes.
The difference -- and the reason I even did mine in the first place -- is that mine ignores "easy" encounters entirely, and takes the average of the lower threshold for medium, hard, and deadly encounters. This reality was far more representative of my personal play experience, where fights were often a mix of high-medium to low-deadly encounters.
Also, all the calculations are handled directly rather than attempting any shortcuts because other pages hook into that data in ways that values can be adjusted if I want to try changing something. For example, I have an SQL database of all the 5e monster stats, and another page that I can use to build encounters based on all the normal data (type, size, CR, special abilities, AC limits, etc) exposed via drop-downs and such. I can pretty easily change a few things in an encounter -- perhaps because an extra player is showing up -- and immediately get updated data on where things like character levels will end up at the end of the session and how that will effect later sessions. With the number of sessions needed usually being fractions, I found that it meant every 2 or 3 sessions we'd have levels that only needed 1. Being able to anticipate this meant being able to plan my stuff further out than a week away.
Lastly, I did not link that sheet here because I thought it was some kind of ultimate data source to rule all other data sources. I linked it because it proved incredibly accurate and useful well above it's intended purpose, and figured someone else might be interested in seeing the same values I came to, because they *are* my values and not based on the DMG Adventuring Day xp expectation -- values which indicate a sever bias towards many low-end medium encounters. If you don't like my data, feel free to ignore it.
Oooooh. Ok, I think I understand better. At least partly. Sorry for being dense about what you were doing.
But now I have a different question. Proceeding from the fact that the results of your calculations are pretty good predictions, working backward, I am curious about whether the constituent parts of the calculation also reflect reality at your table. In particular, do you find that, on average, you get through 7 encounters per session?
On average I feel the number of encounters needs to go more toward a max of 6 between long rests. Obviously one can string encounters between rests over multiple sessions (simply don't allow a rest every session), but I feel like the pace of levelling versus real time gets very slow if XP is spread too thin.But now I have a different question. Proceeding from the fact that the results of your calculations are pretty good predictions, working backward, I am curious about whether the constituent parts of the calculation also reflect reality at your table. In particular, do you find that, on average, you get through 7 encounters per session?