Let's crack Sloot algorithm - infinite "compression"

[nix85]

i dont think he was such an idiot, to try to fool CEOs of multi billion companies with a shortcut, lol.

his facial expression to me confirms he had a great discovery.

[WhatIsIt]

Too much money was at stake, so faking is less probable.

Nix,

Random numbers are random and we can not predict sequence.

But dividing numbers will give sequences which we can predict,
because the result is always the same.

There is simple way to solve entropy.

2 small numbers divided can give up to 10 numbers before they start to repeat.

22/7 = 3.142857  with 2 small numbers which can be packed into 1 byte,
we wrote 7 numbers.

Which gives me idea.
Irrational numbers.

Pi is holding all combinations in universe never repeating.
Question is how to implement pointer to known sequence inside it?
I mean, for decoding, we dont remember sequences, but initial conditions to calculate pi from
given decimal point for the given length.

For coding we have to have pi calculated for maybe trillion decimals,
and write in table conditions from where cpu will start calculating,
but for decoding cpu just calculates pi from conditions.

So we remember conditions for calculating pi from given decimal point,
for the given length. Resulting in calculating needed sequence of x numbers.

We calculate. We dont remember sequences.

Another example is square root from 2,
same thing.
It holds all possible short and long sequences needed.

[triangle]

i dont think he was such an idiot, to try to fool CEOs of multi billion companies with a shortcut, lol.

his facial expression to me confirms he had a great discovery.

Well, it depends how you seeing it, maybe he was a genius in fooling CEO,s

Anyways, it was my opinion, you might be right.

I wish everyone good luck to create or find the algorithm.

All his documentation is buyed, so they should have found something, however his computer box is dissapeared, i think destroyed after the family and his partner found out the reason behind.

No oil gigants could be involved, so no reason to hide if it was real.

Goid luck .

[WhatIsIt]

Calculating holds the key.

By calculating we can create more numbers than is needed,
by writing initial conditions for calculation only.

And irrational numbers are huge containers which already holds all
possible sequences we can imagine.

[nix85]

Too much money was at stake, so faking is less probable.

Nix,

Random numbers are random and we can not predict sequence.

But dividing numbers will give sequences which we can predict,
because the result is always the same.

There is simple way to solve entropy.

2 small numbers divided can give up to 10 numbers before they start to repeat.

22/7 = 3.142857  with 2 small numbers which can be packed into 1 byte,
we wrote 7 numbers.

Which gives me idea.
Irrational numbers.

Pi is holding all combinations in universe never repeating.
Question is how to implement pointer to known sequence inside it?
I mean, for decoding, we dont remember sequences, but initial conditions to calculate pi from
given decimal point for the given length.

For coding we have to have pi calculated for maybe trillion decimals,
and write in table conditions from where cpu will start calculating,
but for decoding cpu just calculates pi from conditions.

So we remember conditions for calculating pi from given decimal point,
for the given length. Resulting in calculating needed sequence of x numbers.

We calculate. We dont remember sequences.

Another example is square root from 2,
same thing.
It holds all possible short and long sequences needed.

eh, irrational numbers, i gave them as much thought since day 1 as i did anything so far mentioned, including making a table of calculations for all the numbers with sets of "random" numbers, and then using a certain decimal value as pointer.

but you are stuck with same issue as before, trying to fit 100 numbers in 1 digit.

this is brute force approach and not good as such

i'd say goal is not to break entropy but expand the system on both sides, find common wider reference

one of ideas i had was criss crossing or navigating pi, but that approach is so flawed i don't even need to mention

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