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Rolling Suli Knife Master Rogue
4d6, reroll 1's once, drop the lowest, may reroll one stat and keep second result.
5,4,2,4=13
2,2,6,5=13
5,3,2,2=10
2,5,2,5=12
4,4,5,4=13
4,6,3,5=15
Reroll Stat 3
6,4,2,2=12
13
13
12
12
13
15
Rolling for starting gold: 120 GP
Rolls
stat 1 - (4d6)
(5421) = 12
stat 2 - (4d6)
(2265) = 15
stat 3 - (4d6)
(5322) = 12
stat 4 - (4d6)
(1525) = 13
stat 5 - (4d6)
(4154) = 14
stat 6 - (4d6)
(1635) = 15
stat 1 ones - (1d6)
(4) = 4
stat4 ones - (1d6)
(2) = 2
stat 5 ones - (1d6)
(4) = 4
stat 6 onces - (1d6)
(4) = 4
Complete Reroll Stat 3 - (4d6)
(6422) = 14
Starting Gold (multiply by 10) - (3d6)
(642) = 12
Level 6
Organic creation method (roll stats in order, swap two. Less than +6 modifier, reroll 1s)
Str 12 (1)
Dex 14 (2)
Con 17 (3)
Int 13 (1)
Wis 11 (0)
Cha 15 (2)
Switch Wis and Con
+2 to Con (Human)
Final Scores:
STR 12
DEX 14
CON 13
INT 13
WIS 17
CHA 15
Level 4 Adjustment to Wis
STR 12
DEX 14
CON 13
INT 13
WIS 17
CHA 15
Unchained Monk, with focus on Ki and Chakras
Rolls
Str - (4d6)
(6241) = 13
Dex - (4d6)
(6253) = 16
Int - (4d6)
(3436) = 16
Wis - (4d6)
(6411) = 12
Cha - (4d6)
(5264) = 17
Con - (4d6)
(6256) = 19
rolling 4d6 seven times, drop the lowest, reroll 1s once
4 1 4 4
1 4 1 2
5 5 2 6
1 6 5 1
5 2 6 6
6 5 4 2
5 6 1 6
AFTER REROLL
4 4 4 4 = 12
1 4 1 2 = 7
5 5 2 6 = 16
2 6 5 2 = 13
5 2 6 6 = 17
6 5 4 2 = 15
5 6 6 6 = 18
Rolls
stat 1 - (4d6)
(4144) = 13
stat 2 - (4d6)
(1412) = 8
stat 3 - (4d6)
(5526) = 18
stat 4 - (4d6)
(1651) = 13
stat 5 - (4d6)
(5266) = 19
stat 6 - (4d6)
(6542) = 17
reroll 1s - (5d6)
(41122) = 10
stat 7 - (4d6)
(5616) = 18
reroll 1 - (1d6)
(6) = 6
Starting Gold (multiply by 10) - (5d6)
(55131) = 15
Race: Human
Exotic Weapon Proficiency: Bastard Sword
Extra Arcane Pool
STATS Roll 4d6 7 times drop the lowest, reroll 1s once
4 3 5 6 = 15
2 5 5 5 = 15
4 5 4 4 = 13
3 2 2 5 = 10
2 6 6 6 = 18
4 1 6 4 = 14
1 5 5 4 = 14
Rolls
1 - (4d6)
(4116) = 12
2 - (4d6)
(2555) = 17
3 - (4d6)
(4514) = 14
4 - (4d6)
(3215) = 11
5 - (4d6)
(2666) = 20
6 - (4d6)
(1164) = 12
7 - (4d6)
(1554) = 15
Reroll 1s - (7d6)
(3542411) = 20
Human Gun Tank Pistolero
( 4, 3, 3, 5 ) = 12
( 2, 6, 6, 5 ) = 17
( 3, 3, 2, 3 ) = 9
( 4, 5, 6, 3 ) = 15
( 3, 6, 2, 1 ) = 11
( 4, 3, 3, 5 ) = 12
( 5, 3, 6, 4 ) = 15
Human Swashbuckling Bolt Ace
( 6, 2, 4, 4 ) = 14
( 4, 3, 5, 5 ) = 14
( 6, 5, 2, 6 ) = 17
( 3, 6, 6, 5 ) = 17
( 2, 5, 6, 2 ) = 13
( 6, 3, 5, 2) = 14
Str: 14
Dex: 17
Con: 14
Int: 14
Wis: 13
Cha: 17
Human bonus: Wis +2
Final Stats
Str 14
Dex 17
Con 14
Int 14
Wis 15
Cha 17
Level Progression:
Odd Levels: Bolt Ace (Gunslinger)
Even Levels: Inspired Blade (Swashbuckler)
Rolls
A1 - (4d6)
(4135) = 13
A2 - (4D6)
(1665) = 18
A3 - (4D6)
(3323) = 11
A4 - (4D6)
(4561) = 16
A5 - (4D6)
(1621) = 10
A6 - (4D6)
(4315) = 13
A7 - (4D6)
(5164) = 16
A reroll 1s - (7d6)
(3233133) = 18
b1 - (4d6)
(6244) = 16
b2 - (4d6)
(1355) = 14
b4 - (4d6)
(6526) = 19
b5 - (4d6)
(3165) = 15
b6 - (4d6)
(2511) = 9
b7 - (4d6)
(6351) = 15
b reroll 1s - (5d6)
(46622) = 20
Swashbuckling Bolt Ace Level 2 HP - (1d10+2)
(9) + 2 = 11
6 - Occult.
Roll 1d6 to determine Class
1 - Kineticist
2 - Medium
3 - Mesmerist
4 - Occultist
5 - Psychic
6 - Spiritualist
6 - Spiritualist
Roll 1d4 to determine race type
1 - Core
2 - Featured
3 - Uncommon
4 - Other
1 - Core
Roll 1d7 to determine race
1 - Dwarf
2 - Elf
3 - Gnome
4 - Half-Elf
5 - Half-Orc
6 - Halfing
7 - Human
1 - Dwarf
Dwarven Spiritualist. Use Point-Buy 20 for stats
All scores are shown AFTER racial bonuses
STR - 10
DEX - 14
CON - 14
INT - 13
WIS - 18
CHA - 8
Rolls
Character Type - (1d6)
(6) = 6
Class - (1d6)
(6) = 6
Race Type - (1d4)
(1) = 1
Race - (1d7)
(1) = 1
Using Focus and Foible (18, 8, rest of stats 1d10+7 rolled in order)
Human Arcanist with Dual Talent.
Starting Gold: 60 gp
Height:
Rolls
Stat1 - (1d10+7)
(2) + 7 = 9
Stat2 - (1d10+7)
(10) + 7 = 17
Stat3 - (1d10+7)
(9) + 7 = 16
stat 4 - (1d10+7)
(10) + 7 = 17
Starting Gold (multiply by 10) - (2d6)
(42) = 6
Age - (2d6+15)
(34) + 15 = 22
Height - (2d10+58)
(68) + 58 = 72
STR - (4d6)
( 5, 5, 5, 4 ) = 15
DEX - (4d6)
( 3, 3, 6, 6 ) = 15
CON - (4d6)
( 2, 1, 4, 1) = 7
INT - (4d6)
( 1, 4, 5, 6 ) = 15
WIS - (4d6)
( 6, 4, 1, 2 ) = 12
CHA - (4d6)
( 6, 4, 2, 4 ) = 14
Reroll CON - (4d6)
( 3, 3, 6, 1 ) = 12
STR 15 2
DEX 15 2
CON 12 1
INT 15 2
WIS 12 1
CHA 14 2
Rolls
STR - (4d6)
(5554) = 19
DEX - (4d6)
(3366) = 18
CON - (4d6)
(2141) = 8
INT - (4d6)
(1456) = 16
WIS - (4d6)
(6412) = 13
CHA - (4d6)
(6424) = 16
Reroll CON - (4d6)
(3361) = 13
A: 11 (0), 9 (-1), 13 (1), 7 (-2), 11 (0), 15 (2) Total Modifier: 0
B: 12 (1), 15 (2), 18 (4), 16 (3), 15 (2), 11 (0) Total Modifer: 12
C: 14 (2), 11 (0), 11 (0), 10 (0), 12 (1), 14 (2) Total Modifier: 5
A1 - (4d6)
( 3, 3, 3, 5 ) = 11
A2 - (4d6)
( 3, 3, 3, 3 ) = 9
A3 - (4d6)
( 3, 3, 6, 4 ) = 13
A4 - (4d6)
( 4, 2, 2, 1 ) = 7
A5 - (4d6)
( 5, 2, 4, 2 ) = 11
A6 - (4d6)
( 6, 5, 4, 4 ) = 15
Reroll 1s - (4d6)
( 3, 6, 1, 5 ) = 15
B1 - (4D6)
( 4, 3, 3, 5 ) = 12
B2 - (4D6)
( 3, 5, 5, 5 ) = 15
B3 - (4D6)
( 4, 6, 6, 6 ) = 18
B4 - (4D6)
( 5, 5, 6, 5 ) = 16
B5 - (4D6)
( 6, 3, 6, 2 ) = 15
B6 - (4D6)
( 4, 2, 2, 5 ) = 11
B reroll 1s - (8d6)
( 3, 3, 6, 6, 5, 5, 6, 2 ) = 36
C1 - (4D6)
( 3, 5, 4, 5 ) = 14
C2 - (4D6)
( 3, 4, 4, 3 ) = 11
C3 - (4D6)
( 5, 3, 2, 3 ) = 11
C4 - (4D6)
( 3, 1, 5, 2 ) = 10
C5 - (4D6)
( 3, 2, 3, 6 ) = 12
C6 - (4D6)
( 5, 2, 4, 5 ) = 14
C reroll 1s - (6d6)
( 3, 3, 1, 5, 2, 4 ) = 18
Using set B to build a Dhampir Arcanist. Rolling Age, Height, and Weight
Rolls
A1 - (4d6)
(1335) = 12
A2 - (4d6)
(3333) = 12
A3 - (4d6)
(3314) = 11
A4 - (4d6)
(4221) = 9
A5 - (4d6)
(5242) = 13
A6 - (4d6)
(6144) = 15
Reroll 1s - (4d6)
(3615) = 15
B1 - (4D6)
(4115) = 11
B2 - (4D6)
(3555) = 18
B3 - (4D6)
(4161) = 12
B4 - (4D6)
(1165) = 13
B5 - (4D6)
(1361) = 11
B6 - (4D6)
(4225) = 13
B reroll 1s - (8d6)
(33665562) = 36
C1 - (4D6)
(3545) = 17
C2 - (4D6)
(1441) = 10
C3 - (4D6)
(5323) = 13
C4 - (4D6)
(3152) = 11
C5 - (4D6)
(3236) = 14
C6 - (4D6)
(1115) = 8
C reroll 1s - (6d6)
(331524) = 18
Age - (10d6)
(3463535554) = 43
Height Weight modifier - (2d10)
(103) = 13
Rolls
Strength - (4d6)
(3636) = 18
dex - (4d6)
(1226) = 11
con - (4d6)
(2161) = 10
int - (4d6)
(5333) = 14
wis - (4d6)
(6615) = 18
cha - (4d6)
(4336) = 16
reroll 4 1s - (4d6)
(3616) = 16
reroll str
switch wisdom and charisma
Rolls
str - (4d6)
(1216) = 10
dex - (4d6)
(5163) = 15
con - (4d6)
(6512) = 14
int - (4d6)
(5436) = 18
wis - (4d6)
(3626) = 17
cha - (4d6)
(1244) = 11
reroll str - (4d6)
(3313) = 10
age - (10d6)
(3524431121) = 26
height/weight - (2d8)
(57) = 12
Age: 6d6
Height & Weight: 2d8
Rolls
St - (4d6)
(1456) = 16
Dex - (4d6)
(3134) = 11
Con - (4d6)
(2263) = 13
Int - (4d6)
(2466) = 18
Wis - (4d6)
(2146) = 13
Cha - (4d6)
(3545) = 17
Age - (6d6)
(144446) = 23
Weight - (2d8)
(25) = 7
Rolls
Str - (4d6)
(1526) = 14
Dex - (4d6)
(5564) = 20
Con - (4d6)
(4562) = 17
Int - (4d6)
(2524) = 13
Wis - (4d6)
(6616) = 19
Cha - (4d6)
(5344) = 16
Elf
16
11
13
10
10
12
Total modifier below +6, rerolling ones
Rolls
Str - (4d6)
(5635) = 19
Dex - (4d6)
(2542) = 13
Con - (4d6)
(5315) = 14
Int - (4d6)
(1415) = 11
Wis - (4d6)
(3423) = 12
Cha - (4d6)
(6421) = 13
Reroll 1s (Con) - (1d6)
(6) = 6
Reroll 1s (Int) - (2d6)
(43) = 7
Reroll 1s (Cha) - (1d6)
(6) = 6
Str 14
Dex 18
Con 16
Int 8
Wis 15
Cha 15
Rolls
Str - (4d6)
(2653) = 16
Dex - (4d6)
(3666) = 21
Con - (4d6)
(3155) = 14
Int - (4d6)
(4221) = 9
Wis - (4d6)
(1151) = 8
Cha - (4d6)
(1456) = 16
Reroll Wis - (1d6)
(6) = 6
Reroll Wis (other 2) - (2d6)
(34) = 7
Reroll Con - (1d6)
(6) = 6
Reroll Int - (1d6)
(2) = 2
Reroll Cha - (1d6)
(1) = 1
Age - (6d6+110)
(522464) + 110 = 133
Height/Weight - (2d8)
(13) = 4
Rolls
Str - 13
Dex - 14
Con - 12
Int - 14
Wis - 16
Cha - 13
Rolls
Str - (4d6)
(5162) = 14
Dex - (4d6)
(5254) = 16
Con - (4d6)
(2444) = 14
Int - (4d6)
(2631) = 12
Wis - (4d6)
(2541) = 12
Cha - (4d6)
(4435) = 16
Reroll Str - (1d6)
(5) = 5
Reroll Int - (1d6)
(3) = 3
Reroll Wis - (1d6)
(4) = 4
Rolls
Age - (6d6)
(142353) = 18
Height/Weight modifier - (2d8)
(15) = 6
Rolls
Stats - (4d6)
(6324) = 15
2 - (4d6)
(5645) = 20
3 - (4d6)
(5615) = 17
4 - (4d6)
(1164) = 12
5 - (4d6)
(4162) = 13
6 - (4d6)
(4251) = 12
Reroll 1s - (5d6)
(22116) = 12
Age - (10d6)
(2236252363) = 34
Height/Weight - (2d10)
(33) = 6
Numerolgical Gift - (3d6)
(336) = 12