The Theory of
Line Patterns 		No figure out of the possible 30^49 (2E72)
is the square root or greater as improbable by design
using prime digits 2 and 5
as all of the 2^23 * 29! / 18! (1E22) figures shown
using prime digits 3 and 7 by the noted sub-pattern. 		math on 37 patterns
scholastically
verified
100 or so existing sentences in books printed prior to 2019 that have proven to be at least the cube root as improbable as the pseudo sentence:

The pseudo sentence is improbable for any subset and so forth by about 1 in 1E30. The cube root of this is 1 in 1E10. There are about 130,000,000 printed books in the world with about 10,000 sentences each which is about 1E12 sentences to choice from. 1E12 over 1E10 is one hundred. Therefore, there should be about 100 existing sentences in printed books that are at least the cube root as improbable as the pseudo sentence. You win a congratulatory award for finding at least one. This is, of course, ignoring the fact that the 1E30 is just to find any letters. This does not account for making the pseudo sentence describe a significant event.

You can make the patterns anything you want as long as you can prove that they are at least 1 in 1E10, one in ten billion, improbable. Note that we did not have to look at a trillion sentences. We found the pseudo sentence as the very first sentence of a very significant book.

To make sure we are comparing apples to apples, we are talking about the patterns in the letters, like in tbitb, not the words not being random themselves.

numbersentenceURL with proof award goes to
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Sentences that were submitted but proved to be the roll of the dice:
numbersentenceURL with faulty proof ding goes to
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URLs to propose:

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