Congratulations! Our records indicate that a computer registered by you has found a unique Arithmetic Progression of primes of length 20. This computer is assigned to the AP27 project. Since primes found in this subproject are not large enough to report to the Top 5000 Primes List, your AP20 sequence is visible immediately.
Workunit 572405169 : 1308043671868777+62900926*23#*n for n=0..19
You can select the minimum length of AP for which to receive these notifications in your PrimeGrid preferences.
If you have any questions or concerns, please contact us and we will surely resolve any problems.
Once again, congratulations on your find! Thank you for participating in PrimeGrid.
AP26/AP27 tasks (view detailed statistics)
Completed tasks 3416
Credit 13,810,888.00
Found of length 20 443 (107 recent)
Found of length 21 86 (21 recent)
Found of length 22 19 (2 recent)
Found of length 23 8
Found of length 24 1
321 Prime Search tasks (LLR)
Completed tests 625
Credit 2,541,289.76
Primes found 0
Percentage of tests resulting with a prime
Cullen LLR tasks
Completed tests 263
Credit 2,926,874.06
Primes found 0
Percentage of tests resulting with a prime
Woodall LLR tasks
Completed tests 266
Credit 3,210,564.45
Primes found 0
Percentage of tests resulting with a prime
Generalized Cullen/Woodall LLR tasks
Completed tests 614
Credit 2,255,526.82
Primes found 0
Percentage of tests resulting with a prime
PSP LLR tasks
Completed tasks 152
Credit 3,303,591.37
Primes found 0
Percentage of tests resulting with a prime
Proth Prime Search (sieve) tasks
Completed tasks 150355
Credit 505,645,450.00
Factors found 1035189 (avg. 6.885/task)
Proth Prime Search (PPS, PPSE & PPS-Mega) tasks
Completed tasks 18955
Credit 2,024,415.84
Primes found 1
Percentage of tests resulting with a prime 0.0053
Seventeen or Bust tasks
Completed tasks 46
Credit 2,277,816.02
Primes found 0
Percentage of tests resulting with a prime
Sophie Germain Prime Search tasks
Completed tasks 52214
Credit 2,078,914.25
Primes found 5
Percentage of tests resulting with a prime 0.0096
The Riesel Problem (LLR) tasks
Completed tasks 857
Credit 2,682,256.56
Primes found 0
Percentage of tests resulting with a prime
Generalized Fermat Prime Search tasks
Completed tasks 59646
Credit 125,106,788.66
Primes found 3
Percentage of tests resulting with a prime 0.005
Sierpinski / Riesel Base 5 Problem (LLR) tasks
Completed tasks 2155
Credit 2,307,719.76
Primes found 0
Percentage of tests resulting with a prime
Extended Sierpinski Problem (LLR) tasks
Completed tasks 588
Credit 2,366,691.77
Primes found 0
Percentage of tests resulting with a prime
Suspended Projects
321 Prime Search tasks (Sieve)
Completed tasks 86
Credit 14,141.13
Factors found 5 (avg. 0.0581/task)
Sierpinski Problem: ESP, PSP, & SoB (Sieve) tasks
Completed tasks 12306
Credit 2,100,291.86
Factors found 63 (avg. 0.0051/task)
I just rolled over 1 billion points total credit in PrimeGrid on my way to 1 billion points in the PPS Sieve subproject (currently at ~778 million). This makes PG my second 1 billion point project (hit 1 billion in Collatz back in 2015).
Not bad considering there are only 82 AP25s have been found.
Dear AP finder,
Congratulations! Our records indicate that a computer registered by you has found a unique Arithmetic Progression of primes of length 25. This computer is assigned to the AP27 project. Since primes found in this subproject are not large enough to report to the Top 5000 Primes List, your AP25 sequence is visible immediately.
Workunit 587827023 : 149079784469231207+85759284*23#*n for n=0..24
You can select the minimum length of AP for which to receive these notifications in your PrimeGrid preferences.
If you have any questions or concerns, please contact us and we will surely resolve any problems.
Once again, congratulations on your find! Thank you for participating in PrimeGrid.
I completed the work weeks ago, but had to wait for lots of it to be double-checked. Finally had the last WU I needed to cross the line validate this evening.
Congratulations! Our records indicate that a computer registered by you has found a unique Arithmetic Progression of primes of length 21. This computer is assigned to the AP27 project. Since primes found in this subproject are not large enough to report to the Top 5000 Primes List, your AP21 sequence is visible immediately.
Workunit 610001435 : 104094954397309957+119710518*23#*n for n=0..20
You can select the minimum length of AP for which to receive these notifications in your PrimeGrid preferences.
If you have any questions or concerns, please contact us and we will surely resolve any problems.
Once again, congratulations on your find! Thank you for participating in PrimeGrid.
This is an automated message. Replies to this message will not be read.)
Dear AP finder,
Congratulations! Our records indicate that a computer registered by you has found a unique Arithmetic Progression of primes of length 20. This computer is assigned to the AP27 project. Since primes found in this subproject are not large enough to report to the Top 5000 Primes List, your AP20 sequence is visible immediately.
Workunit 624676179 : 353669864475566209+8009341*23#*n for n=0..19
You can select the minimum length of AP for which to receive these notifications in your PrimeGrid preferences.
If you have any questions or concerns, please contact us and we will surely resolve any problems.
Once again, congratulations on your find! Thank you for participating in PrimeGrid.
Sincerely,
The PrimeGrid Staff
ALSO
(This is an automated message. Replies to this message will not be read.)
Dear AP finder,
Congratulations! Our records indicate that a computer registered by you has found a unique Arithmetic Progression of primes of length 23. This computer is assigned to the AP27 project. Since primes found in this subproject are not large enough to report to the Top 5000 Primes List, your AP23 sequence is visible immediately.
Workunit 624774931 : 261265880229025261+83666321*23#*n for n=0..22
You can select the minimum length of AP for which to receive these notifications in your PrimeGrid preferences.
If you have any questions or concerns, please contact us and we will surely resolve any problems.
Once again, congratulations on your find! Thank you for participating in PrimeGrid.
(This is an automated message. Replies to this message will not be read.)
Dear AP finder,
Congratulations! Our records indicate that a computer registered by you has found a unique Arithmetic Progression of primes of length 20. This computer is assigned to the AP27 project. Since primes found in this subproject are not large enough to report to the Top 5000 Primes List, your AP20 sequence is visible immediately.
Workunit 624810056 : 476051097865056293+9698915*23#*n for n=0..19
You can select the minimum length of AP for which to receive these notifications in your PrimeGrid preferences.
If you have any questions or concerns, please contact us and we will surely resolve any problems.
Once again, congratulations on your find! Thank you for participating in PrimeGrid.
(This is an automated message. Replies to this message will not be read.)
Dear AP finder,
Congratulations! Our records indicate that a computer registered by you has found a unique Arithmetic Progression of primes of length 20. This computer is assigned to the AP27 project. Since primes found in this subproject are not large enough to report to the Top 5000 Primes List, your AP20 sequence is visible immediately.
Workunit 624892591 : 431469658314221533+10659533*23#*n for n=0..19
You can select the minimum length of AP for which to receive these notifications in your PrimeGrid preferences.
If you have any questions or concerns, please contact us and we will surely resolve any problems.
Once again, congratulations on your find! Thank you for participating in PrimeGrid.