Would anyone with a good understanding about how battle math plays out please explain these two fights for me? The first is an attack of a castle and I've only pasted the last half of the combat where the minotaur and dragon are slain by a scorpion. The second battle is where an eagle single handedly defends itself against a pegasus and gryphon.
I just don't understand how these battle outcomes are possible. Is any outcome possible with a bad roll? Does it all come down to the luck of the dice?
Ambush roll:
Defender: Scorpion rolls 33 (0) Miss!
Battle roll:39
Attacker chance:(55.22%)
Defender chance:(44.78%)
Attackers: Minotaur is injured
Battle roll:42
Attacker chance:(55.22%)
Defender chance:(44.78%)
Attackers: Minotaur is slayed
Ambush roll:
Attacker: RedDragon rolls 58 (0) Miss!
Battle roll:15
Attacker chance:(64.85%)
Defender chance:(35.15%)
Attackers: RedDragon is injured
Battle roll:37
Attacker chance:(64.85%)
Defender chance:(35.15%)
Defenders: Scorpion is injured
Battle roll:16
Attacker chance:(64.85%)
Defender chance:(35.15%)
Attackers: RedDragon is slayed
And here is the eagle fight....
Ambush roll:
Attacker: Pegasi rolls 46 (0) Miss!
Defender: Eagle rolls 50 (0) Miss!
Battle roll:3
Attacker chance:(44.4%)
Defender chance:(55.6%)
Attackers: Pegasi is injured
Battle roll:74
Attacker chance:(44.4%)
Defender chance:(55.6%)
Defenders: Eagle is injured
Battle roll:27
Attacker chance:(44.4%)
Defender chance:(55.6%)
Attackers: Pegasi is slayed
Ambush roll:
Attacker: Gryphon rolls 10 (0) Miss!
Battle roll:17
Attacker chance:(50%)
Defender chance:(50%)
Attackers: Gryphon is injured
Battle roll:14
Attacker chance:(50%)
Defender chance:(50%)
Attackers: Gryphon is slayed