I think what Sensei Kimo Li means, is simply,
*you want knowledge, you need to pay huge sum of money, or else*

the problem , is, how we know that his knowledge,  worth the money, or rubbish?
he a seller with ^caveat emptor^...

if you lose money after paying him, that simply mean your hard skull can't take or understand his lesson.

by the way, who want to sell his money making machine?
where the logic?

Thanks Alrelax,
Thanks BlueAngel, for your interesting matrix,

Coincidence does happen but to extended limit.

thanks BlueAngel for your view.

RBR
BRB...1st coincidence
RBR
BRB...2nd coincidence
RBRB

wonder how many more coincidence will persist...

oversimplified example.

we can bet matrix three of EC

say,
red vs black in matrix three

when you see

rbr
rbr
brb. ..that a pattern, what the probability that a coincidence, will happen, or repeat...?

when after numerous matrix,

rbr
rbr........will next three spins be brb..?

thanks BlueAngel for your thought.

oversimplified example,
say,
when we sit at the roulette table, past three spins=231,
we may bet next three spins won't be 231, again..

of course it may hit ...who knows the future?

or wait for..
231,
231....then bet won't hit again.

or wait for another 231 to appear, then bet 231 won't hit again...
double coincidence in a row...

Thanks Gizmotron and Magician, 
for your lively argument.

--------------------
The coincidence could also applied to missing dz in matrix
of three.
++++++++++++++++
oversimplified example

say you see...
323
211..
when you look at upper and lower matrix,
you see that 132 are the missing matrix.

thus when  323 hit again, you bet ,
single dozen...


you lose when  211 and 323 hit as the following matrix.

thus we bet the coincidence won't repeat itself, or two in row.

wait for a repeat of a matrix...
323
323
211...
xxxxxxxxxx
323
323..(a coincidence)
211...(a pattern of 323 followed by 211)

thus the probability remained unchanged,
we bet the coincidence won't coincide.
323
132
we lose when 323

thanks magician for your kind words.

The wheel, the 37 european, if we leaves out the zero, 36no. divided by 6=6 division or section...
the probability same as double street, that 1/6 albeit zero.


eg.
From the zero, count 123456, 123456, 123456, 123456, 123456, 123456...
that six section.
or simply named them as ABCDEF.

what the probability of each section hit in next six spins?
ABCDEF PERMUTATION?
About once in 200spins averages.

if you see all six hit in past six spins, will all six section hit, again, in next six spins?

if the wheel is heavily tilted, then, half of the wheel, will hit more than the other half.
if the wheel well balanced, then all sections,
will have almost equal hit , in. .... long run.

if the wheel wobbles,  then certain sections will hit more....



the wheel also could divided into three sector, that also has probability as the dozen bet.
zero,12, 12, 12, ...

what the probability only two section, hit in next three spins?

what the probability that all three sections hit in next three spins?
if  all three section hit  in past three spins,
what the probability, all three hit again, in next three spins, and hit again, in next three spins?

Thanks Gizmotron and Kattila.

____________________

hi Kattila,
below is your numbers arrangge as matrix of three.




This is what random give us ....random,

R      B      B
B      R      B
R     B       B
R     R      B
B     R       B
R     B       B
B      R

_______________________

This is what random give us ....random,

R      B      B
B      R      B
R     B       B.......(RBB FOLLOW BRB)
R     R      B
B     R       B
R     B       B.....(RBB FOLLOW BRB.....again, a coincidence)
B      R


Above coincidence two in row...

when BRB hit again,  will RBB follow?
if RBB hit, then that coincidence three in row.
===================

This is what random give us ....random,

R      B      B
B      R      B.......(BRB FOLLOW RBB)
R     B       B
R     R      B......(No repeat after RBB)
B     R       B
R     B       B
B      R

No repeat of coincidence.

thanks Magician for your thoughtful thought.
Appreciate them, thanks again.

or ds in past six spin

(1234, 4, 4)...(missing=5&6)

then next six spins=
(5,6, 5,6, 5,6) ???

of course it may...

oversimplified example. ..

say in six ds,

past six spin=(ds 12345 & 5...)

that is ds 6=missing...

will it coincidently that in next six spins=the missing ds, namely 6.
hit six time in next six spins???

(12345, 5) hit...then
(666666)?!  hit?!

that highly unlikely coincidence...

of course the progression is high. too...

research your "double street" data,
after six different ds hit, will next six spin have six different ds...again?
(apart from zero)


it may, but, in how many spins?
have you seen any?

thanks Magician,

the probability remained unchanged,
the pass and present do not predict the future...
that why we try to bet the coincidence,
merely because coincidence itself  highly unlikely to coincidently coinciding ...

this OVERSIMPLIFIED EXAMPLE.

in next three rows..you see..
332..(1missing)
232..(1missing)
323... (1missing) then after numerous matrix ...


abb
bcc
332 hit...again.....will 1 be missing again? of course it MAY...

Another example.

matriz dozen three.
you see..
111..
222...
333...three row of coincidence. ..

after a numerous row..
you see..

111..
222...then...will...
333 hit...again???

.if 333hit again , that be great coincidence!

Thanks stingbeanpc, and Magician

The COINCIDENCE has DIFFERENT probability from the mathboys' probability.

say, in DZ MATRIX OF 3.
if you see

123...then ..
123...that a three different dz in a matrix...
and a coincidence of repeat ..
after a few more matrix rows...

123 hit again, then what the coincidence that...
123 ...hit again?
if 123 hit again, that ...

123
123
xxx
abb
aba
123..hit...then..
123....hit again...meaning two coincidence happened in a row..

now the mathboys shrieking .".PROBABILITY STILL UNCHANGE!!!"
"ok..ok..we heard that a million time now, and bored to death with thatt..."
but coincidence happened in a row? that another probability....

Another example.
you see

123...then..
111 hit...then after few rows of matrix..
abb
bab
123 hit again...will the next matrix be ...
111.....Again???

if 111 hit again...then that a coincident in a row..
then after few rows of matrix...

123 hit...then will next be...
111....AGAIN?!
that be three coincidence in row...

123
111
abb
aba
123
111
abb
aab
123
111...Three in row.!!!what the probability?