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Odds of rolling an 8 or better: 15/36 = 41.67%
Odds of rolling an 8 or better twice: (15/36)^2 = 17.36%
Odds of 8/better twice and beating SS: (15/36)^2 * (2/3) = 11.57%
Odds of 8/better twice, beat SS+Imp: (15/36)^2 *(2/3) * (2/3) = 7.72%
If my math is off let me know.
Looks spot on to me.
Quote : Originally Posted by GameBrain
So let's switch to the other end of the spectrum and say that you have a stealthed fig who can dish out penetrating damage.
Odds of 8/better and beating SS: (15/36) * (2/3) = 27.78%
That is far more workable. So having V Loki or blacksuit Talia in play with some enhancement would give you as good a shot as you're going to get.
I still consider that a rather specific situation, but there's enough going on there to keep me at the table. I'll concede the point for now.
Agreed. Dr Osterzen (guessing that won't stick but I'm throwing it out there anyway!) is categorically going to be a tough, tough figure to take down. But he's a long way from being unbeatable, or requiring that the opposing team be specifically built with him in mind. As Gatharion said, the "stealthed PB-er" is by no means the only way to inflict some hurt on him.
Also, it's worth noting that, as a matter of course, a fair number of opposing teams will also have one or more PCs (to counter-act his own rerolls) and/or Perplexes (to make the attack roll more palatable to begin with). Taking that into consideration, we're probably closer to the 40/60 mark for a 10AV figure to hurt him (that's just me eyeballing it, to be clear - apologies for not having the inclination to go through the math, but multiple PCs are where it starts getting a little tricky for me )
MZA No power in the 'verse can stop me...
Quote : Originally Posted by LearnAboutPitbulls
I swear, 40k and HeroClix players argue inarguable rules more than any other game's players that I've ever seen.