Gotcha. Here is the single roll to be appended.
http://invisiblecastle.com/find.py?id=866777
As you can see, my dicefu is weak. Here's to hoping.
Take 2: http://invisiblecastle.com/find.py?id=866783
*stares*
This is getting creepy. Are you sure Invisible Castle can't tell it's me? That it bears no one grudges? Okay, one more time. Dropping 15 to make that array go away.
Take 3: http://invisiblecastle.com/find.py?id=866787
Sheesh. Oh well, it's not bad with that 18. A decent Point Buy spread.
The final scores
4d6.takeHighest(3)-> [5,5,4] = (14)
4d6.takeHighest(3)-> [6,4,3] = (13)
4d6.takeHighest(3)-> [6,6,6] = (18)
4d6.takeHighest(3)-> [6,4,2] = (12)
4d6.takeHighest(3)-> [4,4,3] = (11)
4d6.takeHighest(3)-> [5,5,4] = (14)
40 point buy equivalent. Not bad, not bad. One major good, a couple medium good, and no crippling weaknesses. I'll take it.
http://invisiblecastle.com/find.py?id=866777
As you can see, my dicefu is weak. Here's to hoping.
Take 2: http://invisiblecastle.com/find.py?id=866783
*stares*
This is getting creepy. Are you sure Invisible Castle can't tell it's me? That it bears no one grudges? Okay, one more time. Dropping 15 to make that array go away.
Take 3: http://invisiblecastle.com/find.py?id=866787
Sheesh. Oh well, it's not bad with that 18. A decent Point Buy spread.
The final scores
4d6.takeHighest(3)-> [5,5,4] = (14)
4d6.takeHighest(3)-> [6,4,3] = (13)
4d6.takeHighest(3)-> [6,6,6] = (18)
4d6.takeHighest(3)-> [6,4,2] = (12)
4d6.takeHighest(3)-> [4,4,3] = (11)
4d6.takeHighest(3)-> [5,5,4] = (14)
40 point buy equivalent. Not bad, not bad. One major good, a couple medium good, and no crippling weaknesses. I'll take it.
