Anonymous ID: ee1f84 July 4, 2018, 11:30 a.m. No.6668   🗄️.is 🔗kun   >>6669

>>6654

I was also taking a look at this:

>When does c first appear at a[t]?

 

For our a=7, b=37 and I assumed that 259 (c) appears at t where a[t] = 114 * 259.

 

I was surprised when I found out that it was 78 * 259 which is from the record of a=13, b=259.

 

The funny thing about that record, compared to our record is this:

Record for (1, c) ={3:114:16:15:1:259}

Record for (13, c) ={3:78:58:45:13:259}

 

{3:78:58:45:13:259}

{3:114:16:15:1:259}

 

The difference here is interesting (but I'm filing it under a fluke for now)

 

114 - 78 = 36 =6*6 (6 is the n we want)

58 - 16 =42 => 7*6 (the an)

45 - 15 =30 => 7*5 (the a(n-1))

 

Again, though. Could easily be a fluke.

Anonymous ID: ee1f84 July 4, 2018, 11:33 a.m. No.6669   🗄️.is 🔗kun

>>6668

Also in the event it wasn't known. You can use e, a and d to create the (e, n) record for the a from (e, 1).

 

I saw it today. You treat them as e, n and x values. So that means for (e, n) the first record here has the x value equal to the d value of n in (e, 1).

 

Examples:

{3:1:129:15:114:146}

>>> createForENX(3, 114, 129)

{3:114:202:129:73:559}

 

{3:1:9:3:6:14}

>>> createForENX(3, 6, 9)

{3:6:16:9:7:37}

 

Create for ENX calculates a, d and b likes this:

a = (x*x + e) / (2 * n)

d = a + x

b = a + 2 * x + 2 * n