The Oracles

Sometimes you just need answers that science or reason cannot answer. It's times where you need dice and a table to find the answer. This post is a collection of tables for different sided Platonic solid dice because they fit into the sacred geometry mystical concept of oracular dice. Some of these have wide ranges due to the need to balance out the sheer number of dice used. Also, three dice were selected to create a better forming bell curve, which is where the oracles are aligned towards.

Four-sided (tetrahedron)

With three of these dice, you can find your answers!

ResultOracle
3Yes, But...
4Yes, And...
5 - 7Yes...
8 - 10No...
11No, And...
12No, But...

Six-sided (cube)

With three of these dice, you can find your answers!

ResultOracle
3 - 4Yes, But...
5 - 7Yes, And...
8 - 10Yes...
11 - 13No...
14 - 16No, And...
17 - 18No, But...

Eight-sided (octahedron)

With three of these dice, you can find your answers!

ResultOracle
3 - 5Yes, But...
6 - 9Yes, And...
10 - 13Yes...
14 - 17No...
18 - 21No, And...
22 - 24No, But...

Twelve-sided (dodecahedron)

With three of these dice, you can find your answers!

ResultOracle
3 - 7Yes, But...
8 - 13Yes, And...
14 - 19Yes...
20 - 25No...
26 - 31No, And...
32 - 36No, But...

Twenty-sided (icosohedron)

With three of these dice, you can find your answers!

ResultOracle
3 - 9Yes, But...
10 - 20Yes, And...
21 - 31Yes...
32 - 42No...
43 - 53No, And...
54 - 60No, But...

Conclusion

Enjoy these ways of generating answers in a game. I mean in a totally serious way to get answers!