Formula De Qualifying Melbourne randomidget

[Randomnamechange]

left one forwards

Original Roll String: 1d5+3

1 5-Sided Dice: (4)+3 = 7

[Randomnamechange]

forwards 1, right one, forwards

Original Roll String: 1d3+1

1 3-Sided Dice: (2)+1 = 3

[Randomnamechange]

ARE YOU SERIOUS
THE ONE TIME I DONT WANT A GOOD ROLL
I GET ONE
forwards 4, 1 overshoot

Original Roll String: 1d5+3

1 5-Sided Dice: (2)+3 = 5

[Randomnamechange]

Original Roll String: 1d6+6

1 6-Sided Dice: (2)+6 = 8

[Randomnamechange]

SHANGHAI

[Randomnamechange]

Original Roll String: 1d2

1 2-Sided Dice: (2) = 2

[Randomnamechange]

+1, forwards 2

Original Roll String: 1d2+2

1 2-Sided Dice: (1)+2 = 3

[Randomnamechange]

+1 forwards 5

Original Roll String: 1d5+3

1 5-Sided Dice: (3)+3 = 6

[Randomnamechange]

forwards 6

Original Roll String: 1d5+3

1 5-Sided Dice: (2)+3 = 5

[Randomnamechange]

Original Roll String: 1d5+3

1 5-Sided Dice: (2)+3 = 5

[Randomnamechange]

sry forgot to say that was 7 forwards 1 right on the previous roll
for this one 3 forwards, 1 right 1 forwards

Original Roll String: 1d6+6

1 6-Sided Dice: (6)+6 = 12

[Randomnamechange]

+1
13 forwards

[Randomnamechange]

Original Roll String: 1d6+6

1 6-Sided Dice: (4)+6 = 10

[Randomnamechange]

right 1 forwards 11

Original Roll String: 1d5+3

1 5-Sided Dice: (1)+3 = 4

[Randomnamechange]

6 forwards

Original Roll String: 1d6+6

1 6-Sided Dice: (1)+6 = 7

[Randomnamechange]

+1
forwards 10

Original Roll String: 1d6+6

1 6-Sided Dice: (1)+6 = 7

[Randomnamechange]

+1
forwards 7, right 1, forwards 2

Original Roll String: 1d6+6

1 6-Sided Dice: (5)+6 = 11

[Randomnamechange]

+1
forwards 8, right 1

Original Roll String: 1d10+10

1 10-Sided Dice: (8)+10 = 18

[Randomnamechange]

+1
forwards 16

Original Roll String: 1d6+6

1 6-Sided Dice: (3)+6 = 9

[Randomnamechange]

forwards 10

Original Roll String: 1d6+6

1 6-Sided Dice: (5)+6 = 11

[Randomnamechange]

Original Roll String: 1d5+3

1 5-Sided Dice: (4)+3 = 7

[Randomnamechange]

forwards 6, 2 overshoot

Original Roll String: 1d6+6

1 6-Sided Dice: (5)+6 = 11

[Randomnamechange]

+1
8 forwards

Original Roll String: 1d10+10

1 10-Sided Dice: (2)+10 = 12

[Randomnamechange]

+1
21 forwards

Original Roll String: 1d10+10

1 10-Sided Dice: (10)+10 = 20

[Randomnamechange]

damnit
19 forwards

Original Roll String: 1d6+6

1 6-Sided Dice: (3)+6 = 9