09-18-2006, 08:54 AM | #41 |
Join Date: Apr 2005
Location: Finland
Posts Rated Helpful 0 Times
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Go green!
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09-18-2006, 10:57 AM | #42 |
Join Date: Feb 2005
Location: Just east of the jug handle
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Handzman, yoda891, pixel, theres *nothing* here
all changed per request. |
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09-18-2006, 11:19 AM | #43 |
Fortress Forever Staff
Join Date: Dec 2004
Location: Cape Town, SA
Posts Rated Helpful 8 Times
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alright thread has been completely ruined i'm closing it right now!!
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09-18-2006, 12:42 PM | #44 |
Join Date: Feb 2005
Location: Just east of the jug handle
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Mirv, based on some complex calculations involving numbers, colo(u)r scale values, and using the following formulae:
x**4+bx**3+cx**2+d**x+e = (x-a)(x-b)(x-g)(x-d) = x**4-(a+b+g+d)x**3 + (ab+ag+ad+bg+bd+gd)x**2 - (abg+bgd+gda+dab)x+abgd. For the quartic with unit coefficient of x**4: b = - sum of roots c = sum of products of roots two at a time d = - sum of products of roots 3 at a time e = product of the four roots. along with f(x) = a_0 + a_1 x + .... + a_{n - 1} x^{n - 1} + a_n x^n. and then using a multi-dimensional SWAG method of balancing, I utilized some transformations to deal with the requests. I did bad? |
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