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The password encryption algorithm has to be perfect in every way, with absolutely no flaws
in encryption. An infinite encryption algorithm, however, does not have to be so perfect but it
has to be reasonably close enough so that it is easy to find the password encryption
algorithm as a result of finding the efficient infinite algorithm. Of course, there are an infinite
number of efficient infinite algorithms but which ones are close enough to being perfect? I
could have found a reasonably efficient one which wasn't quite efficient enough. However, to
get there a totally flawless efficient infinite algorithm is required.

And cryptographers have never even heard of a password encryption algorithm until now.

You have seen flowers before. So what? Everyone has seen flowers before.

It was harder for me to write this article than it was to find the password encryption algorithm.

So here we have it: on my left are the world's leading cryptographers. On my right are the
world's leading mathematicians and physicists. I quickly turned and faced the right direction
to walk to the one correct door which lead to the world's most succinct, efficient encryption
algorithm. Opening it and looking in was like seeing a golden new world.
I saw several flowers out of an infinite number hidden in the unlit background. The only
flowers in there come from an infinite number of permutations and they are all designed by
supreme cryptographers.

Whatever is designing these flowers is far better at cryptography than I am. Whichever
direction you look at you will see amazing flowers.

The next amazing algorithm will be even harder to find.

Expect people without basic maths skills to purchase the book and complain that the author
is a liar.

I now know that my mathematics skills are better than those who cannot do basic maths. (As
a matter of fact, try and avoid telling those with below average intelligence about this article.)

There is one more calculation that I should show you. If I don't then someone else probably
will so I might as well show it.

What is the consequence of finding these two special super-efficient algorithms? I've said
countless times that my infinite algorithm is super, super efficient. What does that mean in
the real world? How big is 10^77 or 10^38? Let me give you some kind of a physical
perspective.

I now want to talk about cruise ships. What on Earth do cruise ships have to do with
cryptography, you ask? Good question. Let me continue. The world's largest cruise ship is
the "Oasis of the Seas" (along with the "Allure of the Seas"). Its (gross tonnage) volume is
225,000 tons. Its weight (displacement) is 100,000 tons.

Suppose that someone wishes to steal all those 100 billion (10^11) booklets. They can't run
very quickly so everyone in Germany has agreed that all of the booklets will be thrown into a
container.

41 Cyber Warnings E-Magazine – July 2014 Edition
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