By taking the mean and the standard deviation a couple of guessers could get together and do better than a single one. How much better? That would depend on the sd. But would that increase the expectation of the guessers? Probably not.

]]>It is better to use such solutions.

integers asked us.]]>There are no more primes after prime, z.

A=3*5*7*11*13*17*19*23*29*31............................................*z.

p= No. not factorable by any primes in A or 2.

p+/-1= otherwise A - 2p and A- 2p +/-2= twin primes.

Some gaps must be >4 as p+1 and p+4-1=.

No room for .

These gaps must be >6 as p+1 and p+3 and p+6-1=.

Again no room for .

And so on until gaps that must be >2 become gaps that must be >infinity.]]>

0/. 6 - 0 = 006

1/. 5 - 2 = ....3

2/. 6 - 4 = 2....

3/. 7 - 5 = ....52

4/. 7 - 6 = ....

5/. 9 - 6 = ....

6/. 10 - 6 = 6....

7/. 9 - 8 = ....21

8/. 11 - 8 = ....83

9/. 13 - 7 = 9....

I made a big mistake:

Primes minus No.'s with remainder e would = (not >1) using my method..........which is not true.

Each block can be 1D, 2D, 3D, 4D ....

This is to get the position of an element within a block.

The sets of blocks consist of: rows, columns, levels and blocks.

To record a position within a block rows are counted first, then columns, then the levels are bigger and blocks.

The blocks are always counted from the top level to the bottom, from left to right, just as the left and right columns, rows up and down and praise blocks also from left to right.

For example, one formed by 3 rows, 3 columns and 3 levels block, this block comprises 27 elements (3 * 3 * 3).

If we want to know which position is an element located at row 3, column 2 and Level 3, we say that this at position 26, counting as we mentioned earlier.

As we see it is very simple.

Now things get complicated a bit if we say for example you have 27 blocks, each with 27 elements (3 * 3 * 3), in total there are 729 elements in the set of all blocks and want to know which position is an element that is in row 3, column 3, Level 2 and block 27. His position is 720.

We can also reverse the problem, we know the composition of a block and know your position, determine which row, column, and block level is.

With this work I show these calculations and their possible applications in various fields.

Regards

]]>I present the method in "Part 1", abstract it in "Part 2", and prove it in "Part 3". Enjoy!

I realized that I made a few mistakes in the proof(s) in the messages/spoilers in this post, but my video proof is correct. In addition, I have created my own proof of

Therefore my proof is now both complete and correct.

Let me know what you guys think!

]]>There seems to be a slight inaccuracy in the determination of that constant. Correct to 100 places is

0.4522474200410654985065433648322479341732313432398924217364189303511650273639108744489575443549068582...

]]>Sometimes I can not read fast enough to keep up, and then hurts my eyes.

But interested style, i have not seen such structure to a game.

Looks like it might be getting to a point, based a upon the two people Texting each other at the starting scene.

]]>