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Replacing 1d20 with 3d6 is nearly pointless
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<blockquote data-quote="Ovinomancer" data-source="post: 7891478" data-attributes="member: 16814"><p>Nope. Makes it worse. It might be nice if you at least plugged these things into Anydice or did some actual looking at what monstrosities you're birthing before throwing more bad math at bad math as if that'll fix it.</p><p></p><p>Using the OP example and the ones above, just reduce the likelihood of the d20 system hitting by 5% for each, making the deltas 5.93% on the OP (3d6 better), 10% on the next to last, and 19% on the last. The second one doesn't change -- 3d6 can still hit and d20 cannot.</p><p></p><p>And, one more observation on that example that d20 can't even hit -- 3d6 only goes up to 18, so d20 has 2 more numbers in it's upper range and still fails to be able to connect.</p></blockquote><p></p>
[QUOTE="Ovinomancer, post: 7891478, member: 16814"] Nope. Makes it worse. It might be nice if you at least plugged these things into Anydice or did some actual looking at what monstrosities you're birthing before throwing more bad math at bad math as if that'll fix it. Using the OP example and the ones above, just reduce the likelihood of the d20 system hitting by 5% for each, making the deltas 5.93% on the OP (3d6 better), 10% on the next to last, and 19% on the last. The second one doesn't change -- 3d6 can still hit and d20 cannot. And, one more observation on that example that d20 can't even hit -- 3d6 only goes up to 18, so d20 has 2 more numbers in it's upper range and still fails to be able to connect. [/QUOTE]
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Replacing 1d20 with 3d6 is nearly pointless
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