# Okay, so I have sets of two wheels and two wheels of unknown originequals twelve wheels of unknowns!

Discussion in 'Numerical Analysis' started by Brown Bannister, Mar 31, 2010.

1. ### Brown BannisterGuest

any event should be reducible by means of 12 unknown wheels in a
comment enviornment with each wheel containing 41 relationshal spokes
for a total of 1,721 total relationships present at the time the event
occurs. The quickest way to determine the event cause is to identify
the common conditions at the time the event occurs, but this has to be
done efficiently and quickly for it to have a profound impact on
reality
event probability express
numbers depend on base to determine result
true conditions come from a primary cause
events are not numbers
numbers are not events
number of possible outcomes does not influence probability of event
number of possible outcomes influences observance of probability
2 groups of 5 wheels and 2 groups of unknown origin
1 primary cause AND the 1 existence amongst set of common conditions
12 uknown wheels
A wheel amonst 12 has 41 relational spokes to total 1,271 spokes at
event
The two sets of numbers
The first set is numbers is 1, 2, and 5, double and separate 10 groups
of numbers into 2 groups of 5 groups of numbers
1*2
2 * 5
10 *2
20 * 2
40 * 2
80 * 2
160 * 2
320 * 2
640 * 2
1280 * 2
2560 * 2
5120 * 2
10240 * 2
20480 * 2
40960 * 2
81920 * 2
163840 * 2
327680 * 2
655360 * 2
1310720 * 2
2621440 * 2
5242880 * 2
10485760 * 2
20971520 * 2
41943040 * 2
83886080 * 2
167772160 * 2
335544320 * 2
671088640 * 2
1342177280 * 2
2684354560 * 2
5368709120 * 2
10737418240 * 2
21474836480 * 2
42949672960 * 2
85899345920 * 2
171798691840 * 2
343597383680 * 2
687194767360 * 2
1374389534720 * 2
2748779069440 * 2
5497558138880
Second set of numbers is 1, 2, 12, numbers double and seperate 2 sets
of numbers as they double
1 * 2
2 * 12
24 * 2
48 * 2
96 * 2
192 * 2
384 * 2
768 * 2
1536 * 2
3072 * 2
6144 * 2
12288 * 2
24576 * 2
49152 * 2
98304 * 2
196608 * 2
393216 * 2
786432 * 2
1572864 * 2
3145728 * 2
6291456 * 2
12582912 * 2
25165824 * 2
50331648 * 2
100663296 * 2
201326592 * 2
402653184 * 2
805306368 * 2
1610612736 * 2
3221225472 * 2
6442450944 * 2
12884901888 * 2
25769803776 * 2
51539607552 * 2
103079215104 * 2
206158430208 * 2
412316860416 * 2
824633720832 * 2
1649267441664 * 2
3298534883328 * 2
6597069766656 * 2
13194139533312 * 2
26388279066624 * 2

Brown Bannister, Mar 31, 2010