Date

Addition

Comments

19 Jan 2022

π₃(10¹⁷)

Peter Kaiser, time to compute: 4 weeks

5 Dec 2021

π₁₀(10²⁰)
π₁₁(10²⁰)

time to compute: 3 weeks
System: two 8-Core Ryzen 7 1700 @ 3GHz

19 Nov 2021

π₅(10¹⁷)

Peter Kaiser; time to compute: 1 week
System: Intel 2667 @3.2GHz, 1 Core per pattern

15 Nov 2021

π₉(10¹⁸)

time to compute: 2 days
System: two 8-Core Ryzen 7 1700 @ 3GHz

12 Nov 2021

π₈(10¹⁸)

pattern d=0,2,6,8,12,18,20,26: time to compute: 11h
System: two 8-Core Ryzen 7 1700 @ 3GHz

09 Nov 2021

π₅(10¹⁶)

time to compute: 21h
System: two 8-Core Ryzen 7 1700 @ 3GHz
Peter Kaiser confirmed this value on 12 Nov. 2021

06 Nov 2021

π₇(10¹⁷)

time to compute: 22h
System: two 8-Core Ryzen 7 1700 @ 3GHz

05 Nov 2021

π₄(10¹⁷)

found on OEIS A050258

04 Nov 2021

π₂₁(10³⁰)
π₂₀(10³⁰) π₁₆(10²³)

The search was exhaustive with respect
to 20-tuplets and therefore also with
respect to 21-tuplets. It has passed 10³⁰,
so there exist only four large 21-tuplets below 10^{30
(Jaroslaw Wroblewski , 06 April 2021)}

03 Nov 2021

π₁₅(10²²)

time to compute: 2-3 weeks
System: two 8-Core Ryzen 7 1700 @ 3GHz

21 Oct 2021

π₁₄(10²²)

time to compute: 2 weeks
System: two 8-Core Ryzen 7 1700 @ 3GHz

10 Oct 2021

π₁₃(10²¹)

time to compute: 2 weeks
System: two 8-Core Ryzen 7 1700 @ 3GHz

24 Sep 2021

Creation of the π_k(x)-tables