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Official Rules & FAQ's Compilation and discussion of official HeroScape Rules and Frequently Asked Questions. **Special attacks never receive any bonuses.** |
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#37
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Re: 12 Leaving Engagement Attacks?
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20: K4 19: K4 18: K4 17: K4 16: K4 Nilfheim 15: K3 Nilfheim 14: K3 Nilfheim 13: K3 Nilfheim 12: K3 Nilfheim 11: K3 Nilfheim 10: K2 Nilfheim 09: K2 Nilfheim 08: K2 Nilfheim 07: K2 Nilfheim 06: K2 Nilfheim 05: K1 Nilfheim 04: K1 03: K1 02: K1 01: K1 |
#38
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Re: 12 Leaving Engagement Attacks?
It is 1 over 2 to the 200th power so..........
2.695994666715063979466701508702e+67. Is that scietntific notation? If it isn't, I can't understand what it is. Is it saying 2.695994666715063979466701508702*10 to the 67th? I just put what my calculator came up with. My arm is still sore, 200 clicks... If someone could help me interpret the calculator, my thanks go to them. |
#39
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Re: 12 Leaving Engagement Attacks?
Elf Archer, I think you may have made an error entering information into your calculator somwhere. I'm assuming you're calculating the chances that Braxy will survive, but what you've got there is a very large number.
Try doing the calculation again. If you don't have a calculator where you can easily enter .5^200, try using the calculator on your computer. It'll save alot of wear and tear on your arm. I don't need no instructions to know how to rock.
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#40
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Re: 12 Leaving Engagement Attacks?
It's not the right answer anyway; that would be the probability of Braxas receiving zero wounds. Since Braxas has 8 wounds, that drastically underestimates her chances of survival.
The number of wounds follows a binomial distribution. Since the number of trials here is large, we can safely apply the law of large numbers and say that wounds are a normal distribution with mean 100 and variance 50. The standard deviation is therefore roughly 7.07. This means that 8 lies roughly (cough) 13 sigma out from the mean. Unfortunately, even so-called "far right tail probability" tables don't go past 9.5 sigma. So, it's brute force time. The sum of 200C7 through 200C1 is 2.369 E 12. That gives us the number of possible permutation of wounds and no-wounds that is totals less than 8 total wounds. The probability of any given outcome is .5^200, or 6.22 E -61. Multiply the two together, and the probability of survuval is 1.47 E -48. In layman's terms, that's one in about .67 million million million million million million million million. |
#41
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Re: 12 Leaving Engagement Attacks?
In "real layman's terms" isn't that just about "bupkus"?
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#42
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Re: 12 Leaving Engagement Attacks?
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And as for what Revdyer said, you're exactly right. Braxas, or any other figure, could not survive that. |
#43
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Re: 12 Leaving Engagement Attacks?
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(Nice to have corroboration, though!) Quote:
(I'm waiting for someone to take this even farther and post a picture of this...I'm not sure the figures will even fit...) |
#44
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Re: 12 Leaving Engagement Attacks?
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There is a chance, no matter how infitesimally small, that it could happen. That is not dead which can eternal lie. And with strange aeons, even death may die. Heroes of StarWars 'Scape / North Carolina 'Scapers |
#45
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Re: 12 Leaving Engagement Attacks?
Does anybody out there even have 25 packs of knights?
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#46
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Re: 12 Leaving Engagement Attacks?
No. I don't think anybody has that many knights.
Without dark, there is no light. Without bad HScape figs, there are no good ones. Dund is important, therefore |
#47
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Re: 12 Leaving Engagement Attacks?
What about Dr. Weirdscaper?
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#48
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Re: 12 Leaving Engagement Attacks?
I don't think even he has that many (and that's saying something).
Without dark, there is no light. Without bad HScape figs, there are no good ones. Dund is important, therefore |
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