Rolls
Stats - (2d6, 2d6, 2d6, 2d6, 2d6, 2d6)
2d6 : (16) = 7
2d6 : (24) = 6
2d6 : (16) = 7
2d6 : (51) = 6
2d6 : (46) = 10
2d6 : (45) = 9
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Stats - (2d6, 2d6, 2d6, 2d6, 2d6, 2d6)
2d6 : (16) = 7
2d6 : (24) = 6
2d6 : (16) = 7
2d6 : (51) = 6
2d6 : (46) = 10
2d6 : (45) = 9
Entry (End 9+) - (2d6+1)
(26) + 1 = 9
Graduation (INT 8+, DM+1 for END) - (2d6+1)
(65) + 1 = 12
Event - (2d6)
(41) = 5
Skill - (1d6)
(3) = 3
Survival (END 6+) - (2d6+1)
(33) + 1 = 7
Event - (2d6)
(13) = 4
Advancement (EDU 6+) - (2d6+1)
(52) + 1 = 8
Skill - (1d6)
(4) = 4
Survival (END 6+) - (2d6+1)
(42) + 1 = 7
Event - (2d6)
(42) = 6
Gun Combat - (2d6+1)
(16) + 1 = 8
Advancement (EDU 6+) - (2d6+1)
(31) + 1 = 5
Skill - (1d6)
(2) = 2
Survival (END 6+) - (2d6+1)
(13) + 1 = 5
Mishap - (1d6)
(1) = 1
Injury - (1d6, 1d6)
1d6 : (2) = 2
1d6 : (1) = 1
Reduction - (1d6)
(6) = 6
Benefit 1 - (1d6)
(5) = 5
Benefit 2 - (1d6)
(3) = 3
Bonus Benefit 3 (Rank) - (1d6)
(4) = 4
Ageing (DM-4) - (2d6-4)
(14) - 4 = 1
Scholar (INT6+ DM-1 for previous career) - (2d6-1)
(25) - 1 = 6
Skill - (1d6)
(1) = 1
Survival (EDU 4+) - (2d6+1)
(14) + 1 = 6
Event - (2d6)
(54) = 9
Advancement (EDU 8+ DM+2 from Event) - (2d6+3)
(25) + 3 = 10
Ageing (DM-5) - (2d6-5)
(22) - 5 = -1
Skill - (1d6)
(3) = 3
Survival (EDU 4+) - (2d6+1)
(45) + 1 = 10
Event - (2d6)
(41) = 5
Advancement (EDU 8+) - (2d6+1)
(46) + 1 = 11
Ageing (DM-6) - (2d6-6)
(61) - 6 = 1
Skill - (1d6)
(2) = 2
Survival (EDU 4+) - (2d6+2)
(25) + 2 = 9
Event - (2d6)
(63) = 9
Advancement (EDU 8+ DM+2 from Event) - (2d6+4)
(61) + 4 = 11
Ageing (DM-7) - (2d6-7)
(64) - 7 = 3
Skill - (1d6)
(5) = 5
Survival (EDU 4+) - (2d6+2)
(64) + 2 = 12
Event - (2d6)
(52) = 7
Life Event - (2d6)
(14) = 5
Advancement (EDU 8+) - (2d6+2)
(33) + 2 = 8
Ageing (DM-8) - (2d6-8)
(45) - 8 = 1
Skill - (1d6)
(4) = 4
Survival (EDU 4+) - (2d6+2)
(55) + 2 = 12
Event - (2d6)
(55) = 10
Advancement (EDU 8+) - (2d6+2)
(16) + 2 = 9
Ageing (DM-9) - (2d6-9)
(12) - 9 = -6
Skill - (1d6)
(1) = 1
Survival (EDU 4+) - (2d6+2)
(12) + 2 = 5
Event - (2d6)
(34) = 7
Life Event - (2d6)
(24) = 6
Advancement (EDU 8+) - (2d6+2)
(16) + 2 = 9
Ageing (DM-10) - (2d6-10)
(12) - 10 = -7
Care - (1d6)
(1) = 1
Benefit 1 - (1d6+1)
(4) + 1 = 5
Benefit 2 - (1d6+1)
(3) + 1 = 4
Benefit 3 - (1d6+1)
(5) + 1 = 6
Benefit 4 - (1d6+1)
(6) + 1 = 7
Benefit 5 - (1d6+1)
(6) + 1 = 7
Benefit 6 - (1d6+1)
(5) + 1 = 6
Benefit 7 - (1d6+1)
(3) + 1 = 4
Benefit 8 - (1d6+1)
(4) + 1 = 5
Benefit 9 - (1d6+2)
(5) + 2 = 7
Old Ship - (1d6)
(5) = 5
Old Ship - (2d6)
(66) = 12
Old Ship - (2d6)
(14) = 5
Old Ship - (2d6)
(41) = 5
Old Ship - (2d6)
(64) = 10
Old Ship - (2d6)
(14) = 5