This is why my group takes the median result on a group check. That 20 should be able to make up for the 1, and the final result is a 17 (rounding down).
This is also sorta how RAW works (in DnD 5e), to quote the PHB:
Group Checks
When a number of individuals are trying to accomplish something as a group, the DM might ask for a group ability check. In such a situation, the characters who are skilled at a particular task help cover those who aren’t.
To make a group ability check, everyone in the group makes the ability check. If at least half the group succeeds, the whole group succeeds. Otherwise, the group fails.
Taking the median roughly has the same effect, it only has a chance to differ if the number of successes and the number of failures are tied.
D&D 5e was already trash. 2024 is stupid. If you choose to use their system, for whatever reason, ignore anything they say that makes for a bad experience. I can’t see a good argument why this shouldn’t work this way.
So what, exactly, is the justification for how a rogue “covers for” a plate wearing paladin with no dex bonus? Keep in mind that that “half must succeed” rule means the rogue is very slightly more likely to succeed with a noisy partner than alone, assuming that success and failure are possible outcomes for both participants. Even if it’s impossible for the other to succeed the rogue is at worst unimpeded.
That or just count the passes vs the fails. I think of it like the 1 was just about to step on something noisy, or round a corner without taking a peek just as a guard walks by, but the 20 grabs them by the collar and pulls the back in the nick of time
Think about the following situation: You approach the guard tower stealthily. They are on watch so the DC is 15. Your party of 5 rolls a 13, two 14s, a 19 and a 24. Does the group make the check? What about a 2, a 3, two 15s and a 16? Which party is stealthier?
Oh, sure, if there’s something extra that makes sense to give them for a really good set of rolls then the former party is much more deserving of it. If it’s just a pass/fail “they saw you or they didn’t” deal then it doesn’t matter
This is why my group takes the median result on a group check. That 20 should be able to make up for the 1, and the final result is a 17 (rounding down).
This is also sorta how RAW works (in DnD 5e), to quote the PHB:
Taking the median roughly has the same effect, it only has a chance to differ if the number of successes and the number of failures are tied.
The 2024 rules specifically clarify that stealth is not typically a suitable skill to be rolled in such a way.
D&D 5e was already trash. 2024 is stupid. If you choose to use their system, for whatever reason, ignore anything they say that makes for a bad experience. I can’t see a good argument why this shouldn’t work this way.
So what, exactly, is the justification for how a rogue “covers for” a plate wearing paladin with no dex bonus? Keep in mind that that “half must succeed” rule means the rogue is very slightly more likely to succeed with a noisy partner than alone, assuming that success and failure are possible outcomes for both participants. Even if it’s impossible for the other to succeed the rogue is at worst unimpeded.
That or just count the passes vs the fails. I think of it like the 1 was just about to step on something noisy, or round a corner without taking a peek just as a guard walks by, but the 20 grabs them by the collar and pulls the back in the nick of time
Think about the following situation: You approach the guard tower stealthily. They are on watch so the DC is 15. Your party of 5 rolls a 13, two 14s, a 19 and a 24. Does the group make the check? What about a 2, a 3, two 15s and a 16? Which party is stealthier?
Oh, sure, if there’s something extra that makes sense to give them for a really good set of rolls then the former party is much more deserving of it. If it’s just a pass/fail “they saw you or they didn’t” deal then it doesn’t matter
Sorry but (1+17+18±20)/4=14
That’s a mean, not a median
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