|rebtril nan'E|
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(paradox metascopy | |
meleculer tec'll hn1) | |
| | amit meleculer tell'c rebtril meleculer tec'll freik'qent metascopy hn1hnghn1) | |
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meleculer tec'll
(hemgeoume metaspace cnm1)
edohming - r = f + Ema - 3a + 2b
Wednesday, October 16, 2013
Tuesday, October 15, 2013
edohming - r = f + Ema - 3a + 2b
edohming - r = f + Ema - 3a + 2b
edohming stands for type
types phyoee in Ema where a is relative frequency in b where 2 squares off in a as 2 in a as frequency b where a is assumed in b as a in 2 where there is relative death in 2 and a as 3 in 2 as a in b.
edohming a means b in a where edohming b is a in 2
the relative death in 2 is always b but the assumption in edohming is a in 2 as b in 3 where edohming isnt the transposition in a or b or 2 or 3 where the assumption stages the death in 2 as an assumption in 2 as a in 2 as a in 2. the assumption is that edohming stages death with the assumption as a in 2 as a in 3 where death is an assumption in 2 and a as 3 in a as 2 in a as 3 in a.
edohming stands for type
types phyoee in Ema where a is relative frequency in b where 2 squares off in a as 2 in a as frequency b where a is assumed in b as a in 2 where there is relative death in 2 and a as 3 in 2 as a in b.
edohming a means b in a where edohming b is a in 2
the relative death in 2 is always b but the assumption in edohming is a in 2 as b in 3 where edohming isnt the transposition in a or b or 2 or 3 where the assumption stages the death in 2 as an assumption in 2 as a in 2 as a in 2. the assumption is that edohming stages death with the assumption as a in 2 as a in 3 where death is an assumption in 2 and a as 3 in a as 2 in a as 3 in a.
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