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Revitalizing Heart-Rate in Parabolic Tangent - by Seung Bum Kim (c)opyright 2010 for media $$
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Deadspeak2
May 24, 2010, 6:41:31 AM5/24/10
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If for probability of N during occurance H does not lead to change in
probability for N except for P as part of H where P>H but P> or = N -
1. For if N-1 is lim. by condition X, by parabolic curvature and
inverse parabolic into Y inc. as X inc. in uniform fluctuation, then
uniform readings can be found and optimized to this state where V
declines in decreasing breadth of pulsewidth for T1->T2->T3 then by
tangential increase of Y inc. = 1/5x -> 1/9x leads to vitality
eruption in the strict conditions of N-1 which is H E +/-. where
eruption must exist on wavelength that is telemetrically at parabolic
peak * 9.
probability for N except for P as part of H where P>H but P> or = N -
1. For if N-1 is lim. by condition X, by parabolic curvature and
inverse parabolic into Y inc. as X inc. in uniform fluctuation, then
uniform readings can be found and optimized to this state where V
declines in decreasing breadth of pulsewidth for T1->T2->T3 then by
tangential increase of Y inc. = 1/5x -> 1/9x leads to vitality
eruption in the strict conditions of N-1 which is H E +/-. where
eruption must exist on wavelength that is telemetrically at parabolic
peak * 9.
Revitalizing Heart-Rate in Parabolic Tangent - by Seung Bum Kim
(c)opyright 2010
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