Two weeks ago I posted tables on two die combinations with the probabilties of rolling each amount of damage, surge, and accuracy. This week I want to take a look into three die combinations which is especially helpful for General Weiss who can choose his three die. I didn’t create any tables for three die of the same color with the only exception being three green die. This is because with the exception of three greens any other die color can’t possibly have three of that color rolled.

**Three Die**

**Red-Red-Yellow:**

Probability of 0 | 0 | 23.14815 | 33.33333 |

Probability of 1 | 0 | 43.98148 | 33.33333 |

Probability of 2 | 0.925926 | 26.38889 | 33.33333 |

Probability of 3 | 6.944444 | 6.018519 | 0 |

Probability of 4 | 20.83333 | 0.462963 | 0 |

Probability of 5 | 31.94444 | 0 | 0 |

Probability of 6 | 26.38889 | 0 | 0 |

Probability of 7 | 11.11111 | 0 | 0 |

Probability of 8 | 1.851852 | 0 | 0 |

*Notable Figures: *Darth Vader

**Red-Red-Blue:**

Probability of 0 | 0 | 46.2963 | 0 |

Probability of 1 | 0 | 41.66667 | 0 |

Probability of 2 | 0.462963 | 11.11111 | 33.33333 |

Probability of 3 | 4.166667 | 0.925926 | 33.33333 |

Probability of 4 | 15.27778 | 0 | 16.66667 |

Probability of 5 | 29.16667 | 0 | 16.66667 |

Probability of 6 | 30.55556 | 0 | 0 |

Probability of 7 | 16.66667 | 0 | 0 |

Probability of 8 | 3.703704 | 0 | 0 |

*Notable Figures: AT-ST*

**Red-Red-Green:**

Probability of 0 | 0 | 34.72222 | 0 |

Probability of 1 | 0 | 48.61111 | 50 |

Probability of 2 | 0.462963 | 15.27778 | 33.33333 |

Probability of 3 | 3.703704 | 1.388889 | 16.66667 |

Probability of 4 | 12.96296 | 0 | 0 |

Probability of 5 | 25.92593 | 0 | 0 |

Probability of 6 | 31.01852 | 0 | 0 |

Probability of 7 | 20.37037 | 0 | 0 |

Probability of 8 | 5.555556 | 0 | 0 |

*Notable Figures: None*

**Red-Blue-Green:**

Probability of 0 | 0 | 27.77778 | 0 |

Probability of 1 | 0.462963 | 47.22222 | 0 |

Probability of 2 | 3.703704 | 22.22222 | 0 |

Probability of 3 | 12.96296 | 2.777778 | 16.66667 |

Probability of 4 | 25.92593 | 0 | 27.77778 |

Probability of 5 | 31.01852 | 0 | 25 |

Probability of 6 | 20.37037 | 0 | 19.44444 |

Probability of 7 | 5.555556 | 0 | 8.333333 |

Probability of 8 | 0 | 0 | 2.777778 |

*Notable Figures: Fenn Signis*

*Focused Figures: None*

**Red-Yellow-Blue:**

Probability of 0 | 0 | 18.51852 | 0 |

Probability of 1 | 0.925926 | 40.74074 | 0 |

Probability of 2 | 6.944444 | 30.55556 | 11.11111 |

Probability of 3 | 20.83333 | 9.259259 | 22.22222 |

Probability of 4 | 31.94444 | 0.925926 | 27.77778 |

Probability of 5 | 26.38889 | 0 | 22.22222 |

Probability of 6 | 11.11111 | 0 | 11.11111 |

Probability of 7 | 1.851852 | 0 | 5.555556 |

*Notable Figures: Chewbacca*

**Red-Yellow-Green:**

Probability of 0 | 0 | 13.88889 | 0 |

Probability of 1 | 0.925926 | 37.5 | 16.66667 |

Probability of 2 | 6.018519 | 34.72222 | 27.77778 |

Probability of 3 | 17.59259 | 12.5 | 33.33333 |

Probability of 4 | 29.62963 | 1.388889 | 16.66667 |

Probability of 5 | 28.7037 | 0 | 5.555556 |

Probability of 6 | 14.35185 | 0 | 0 |

Probability of 7 | 2.777778 | 0 | 0 |

*Notable Figures: Royal Guard Champion*

*Focused Figures: *Royal Guard, Rebel Saboteur

**Yellow-Yellow-Red:**

Probability of 0 | 0 | 9.259259 | 11.11111 |

Probability of 1 | 1.851852 | 29.62963 | 22.22222 |

Probability of 2 | 11.11111 | 35.64815 | 33.33333 |

Probability of 3 | 26.38889 | 19.90741 | 22.22222 |

Probability of 4 | 31.94444 | 5.092593 | 11.11111 |

Probability of 5 | 20.83333 | 0.462963 | 0 |

Probability of 6 | 6.944444 | 0 | 0 |

Probability of 7 | 0.925926 | 0 | 0 |

*Notable Figures: None*

**Yellow-Yellow-Blue:**

Probability of 0 | 1.851852 | 7.407407 | 0 |

Probability of 1 | 11.11111 | 25.92593 | 0 |

Probability of 2 | 26.38889 | 35.18519 | 3.703704 |

Probability of 3 | 31.94444 | 23.14815 | 11.11111 |

Probability of 4 | 20.83333 | 7.407407 | 20.37037 |

Probability of 5 | 6.944444 | 0.925926 | 24.07407 |

Probability of 6 | 0.925926 | 0 | 20.37037 |

Probability of 7 | 0 | 0 | 12.96296 |

Probability of 8 | 0 | 0 | 5.555556 |

Probability of 9 | 0 | 0 | 1.851852 |

*Notable Figures: Probe Droid*

**Yellow-Yellow-Green:**

Probability of 0 | 1.851852 | 5.555556 | 0 |

Probability of 1 | 9.259259 | 22.22222 | 5.555556 |

Probability of 2 | 22.68519 | 34.72222 | 14.81481 |

Probability of 3 | 31.48148 | 26.38889 | 25.92593 |

Probability of 4 | 24.07407 | 9.722222 | 25.92593 |

Probability of 5 | 9.259259 | 1.388889 | 18.51852 |

Probability of 6 | 1.388889 | 0 | 7.407407 |

Probability of 7 | 0 | 0 | 1.851852 |

*Notable Figures: None*

**Yellow-Blue-Green:**

Probability of 0 | 0.925926 | 11.11111 | 0 |

Probability of 1 | 6.018519 | 33.33333 | 0 |

Probability of 2 | 17.59259 | 36.11111 | 0 |

Probability of 3 | 29.62963 | 16.66667 | 5.555556 |

Probability of 4 | 28.7037 | 2.777778 | 14.81481 |

Probability of 5 | 14.35185 | 0 | 23.14815 |

Probability of 6 | 2.777778 | 0 | 24.07407 |

Probability of 7 | 0 | 0 | 17.59259 |

Probability of 8 | 0 | 0 | 10.18519 |

Probability of 9 | 0 | 0 | 3.703704 |

Probability of 10 | 0 | 0 | 0.925926 |

*Notable Figures: *Luke Skywalker

*Focused Figures: *Rebel Troopers, Imperial Officers

**Blue-Blue-Red:**

Probability of 0 | 0 | 37.03704 | 0 |

Probability of 1 | 0.462963 | 44.44444 | 0 |

Probability of 2 | 4.166667 | 16.66667 | 0 |

Probability of 3 | 15.27778 | 1.851852 | 0 |

Probability of 4 | 29.16667 | 0 | 11.11111 |

Probability of 5 | 30.55556 | 0 | 22.22222 |

Probability of 6 | 16.66667 | 0 | 22.22222 |

Probability of 7 | 3.703704 | 0 | 22.22222 |

Probability of 8 | 0 | 0 | 13.88889 |

Probability of 9 | 0 | 0 | 5.555556 |

Probability of 10 | 0 | 0 | 2.777778 |

*Notable Figures: None*

**Blue-Blue-Yellow:**

Probability of 0 | 0.925926 | 14.81481 | 0 |

Probability of 1 | 6.944444 | 37.03704 | 0 |

Probability of 2 | 20.83333 | 33.33333 | 0 |

Probability of 3 | 31.94444 | 12.96296 | 0 |

Probability of 4 | 26.38889 | 1.851852 | 3.703704 |

Probability of 5 | 11.11111 | 0 | 11.11111 |

Probability of 6 | 1.851852 | 0 | 18.51852 |

Probability of 7 | 0 | 0 | 22.22222 |

Probability of 8 | 0 | 0 | 19.44444 |

Probability of 9 | 0 | 0 | 13.88889 |

Probability of 10 | 0 | 0 | 7.407407 |

Probability of 11 | 0 | 0 | 2.777778 |

Probability of 12 | 0 | 0 | 0.925926 |

*Notable Figures: None*

**Blue-Blue-Green:**

Probability of 0 | 0.462963 | 22.22222 | 0 |

Probability of 1 | 3.703704 | 44.44444 | 0 |

Probability of 2 | 12.96296 | 27.77778 | 0 |

Probability of 3 | 25.92593 | 5.555556 | 0 |

Probability of 4 | 31.01852 | 0 | 0 |

Probability of 5 | 20.37037 | 0 | 5.555556 |

Probability of 6 | 5.555556 | 0 | 14.81481 |

Probability of 7 | 0 | 0 | 20.37037 |

Probability of 8 | 0 | 0 | 22.22222 |

Probability of 9 | 0 | 0 | 18.05556 |

Probability of 10 | 0 | 0 | 11.11111 |

Probability of 11 | 0 | 0 | 5.555556 |

Probability of 12 | 0 | 0 | 1.851852 |

Probability of 13 | 0 | 0 | 0.462963 |

*Notable Figures: None*

*Focused Figures: *Mak Eshka-Rey

**Green-Green-Red:**

Probability of 0 | 0 | 20.83333 | 0 |

Probability of 1 | 0.462963 | 45.83333 | 0 |

Probability of 2 | 3.240741 | 29.16667 | 25 |

Probability of 3 | 11.11111 | 4.166667 | 33.33333 |

Probability of 4 | 23.14815 | 0 | 27.77778 |

Probability of 5 | 30.09259 | 0 | 11.11111 |

Probability of 6 | 23.61111 | 0 | 2.777778 |

Probability of 7 | 8.333333 | 0 | 0 |

*Notable Figures: None*

*Focused Figures**:* Diala , Nexu

**Green-Green-Yellow:**

Probability of 0 | 0.925926 | 8.333333 | 0 |

Probability of 1 | 5.092593 | 29.16667 | 0 |

Probability of 2 | 15.27778 | 37.5 | 8.333333 |

Probability of 3 | 26.85185 | 20.83333 | 19.44444 |

Probability of 4 | 29.62963 | 4.166667 | 28.7037 |

Probability of 5 | 18.05556 | 0 | 24.07407 |

Probability of 6 | 4.166667 | 0 | 13.88889 |

Probability of 7 | 0 | 0 | 4.62963 |

Probability of 8 | 0 | 0 | 0.925926 |

*Notable Figures: None*

**Green-Green-Blue:**

Probability of 0 | 0.462963 | 16.66667 | 0 |

Probability of 1 | 3.240741 | 41.66667 | 0 |

Probability of 2 | 11.11111 | 33.33333 | 0 |

Probability of 3 | 23.14815 | 8.333333 | 0 |

Probability of 4 | 30.09259 | 0 | 8.333333 |

Probability of 5 | 23.61111 | 0 | 19.44444 |

Probability of 6 | 8.333333 | 0 | 24.53704 |

Probability of 7 | 0 | 0 | 22.68519 |

Probability of 8 | 0 | 0 | 14.81481 |

Probability of 9 | 0 | 0 | 7.407407 |

Probability of 10 | 0 | 0 | 2.314815 |

Probability of 11 | 0 | 0 | 0.462963 |

*Notable Figures: *Han Solo

*Focused Figures: *Gideon, Storm troopers, Trandoshan Hunters,

**Green-Green-Green:**

Probability of 0 | 0.462963 | 12.5 | 0 |

Probability of 1 | 2.777778 | 37.5 | 0 |

Probability of 2 | 9.722222 | 37.5 | 0 |

Probability of 3 | 20.37037 | 12.5 | 12.5 |

Probability of 4 | 29.16667 | 0 | 25 |

Probability of 5 | 25 | 0 | 29.16667 |

Probability of 6 | 12.5 | 0 | 20.37037 |

Probability of 7 | 0 | 0 | 9.722222 |

Probability of 8 | 0 | 0 | 2.777778 |

Probability of 9 | 0 | 0 | 0.462963 |

*Notable Figures: None*

*Focused Figures: *Jyn Odan

**Conclusion:**

There aren’t a whole lot of surprises in any of this information however it does give insight into the strategy of each unit. Out of everything I think the biggest surprise is Chewbacca who I feel has a weaker die pool compared to other figures in his price range. However his special abilities might make up for it, since he is the only character who can move an enemy unit with his ability, which can play a significant role any time having control of an area is crucial to a mission. Not surprisingly the RGC, Fenn, AT-ST, and Darth Vader can all deal a significant amount of damage with the RGC almost always surging and even having two surges half the time. Luke has some of the best natural surge chance in the game with only an 11% chance of not surging and a 54% chance of rolling double surges. This will keep Luke alive with his recover, and his damage output isn’t bad allowing him to usually have at least 3 damage with a surge allowing to pump that to 5.

EmeraldDays

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