dice roller test

[scndthe2nd]

If at first we do not succeed, roll, roll again.

Rolling 1d20:

(15): Total = 15

And

Rolling 1d10+5:

(2)+5: Total = 7

[dragonshaos]

...OK I'm stoopid...I don't know how to get the dice working...

Could someone post a really easy and simple way, for someone as simple as me to get?

[scndthe2nd]

its not : roll 1d6 :
its : dice 1d6 :

Rolling 1d6:

(5): Total = 5

[Tadanori Oyama]

Yep but, as I learned, you can't mod the post after you've rolled the dice of fate or you get code.

[dragonshaos]

Yaa...Ive been deleting my last 3 messages because of that hahaha

But look!  It works yay!

Rolling 1d20:

(6): Total = 6

Rolling 1d6:

(5): Total = 5

[clockworkjoe]

Anyone a good PHP coder? If so, I can point you to the thread on the SMF forums where I found the code for the dice roller. I don't have time to figure out how to implement quoting rolled dice but maybe someone else can.

[Tadanori Oyama]

I've done a little. I'd be happy to give it a shot. Can't promise anything of course and I might take SkyNet live by accident.

[Maze]

Yeah, I'll give it a look too.

[clockworkjoe]

This is the page of the thread I copied the code from http://www.simplemachines.org/community/index.php?topic=26713.40 look for Shank's post.

[Setherick]

Rolling Damage for Cthulhu. Sorry, too many rolls!

And a Random DnD Character

Rolling 3d6:

(1+2+4): Total = 7

Rolling 3d6:

(6+6+3): Total = 15

Rolling 3d6:

(5+2+3): Total = 10

Rolling 3d6:

(3+6+2): Total = 11

Rolling 3d6:

(6+2+1): Total = 9

Rolling 3d6:

(6+2+3): Total = 11

[vcdaniels]

<img src="http://slangdesign.com/forums/Themes/default/images/dice.gif" alt="" />Rolling 1d100: <div style="background-color: #919191;">(3): Total = 3 </div>


WOW that roll SUCKED!  No, wait . . . that ROCKED!!  In Call of Cthulhu that would be an impale I believe.  SWEET!

[dragonshaos]

Rolling 3d6:

(1+4+4): Total = 9

Rolling 3d6:

(5+2+4): Total = 11

Rolling 3d6:

(1+2+1): Total = 4

Rolling 3d6:

(2+5+4): Total = 11

Rolling 3d6:

(6+2+6): Total = 14

Rolling 3d6:

(4+3+5): Total = 12

[Alchemist]

Rolling 3d10:

(5+3+4): Total = 12

[Alchemist]

I finnaly got it to work    

[Karl]

Rolling 2d6:

(2+5): Total = 7