On August 28th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the provisional 48th Mersenne prime M57885161 for being in agreement with Collatz conjecture and supported it. Continue reading
Provisional 47th Mersenne prime M43112609 supports Collatz conjecture
On August 7th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the provisional 47th Mersenne prime M43112609 for being in agreement with Collatz conjecture and supported it. Continue reading
Provisional 46th Mersenne prime M42643801 supports Collatz conjecture
On August 3rd, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the provisional 46th Mersenne prime M42643801 for being in agreement with Collatz conjecture and supported it. Continue reading
45th Mersenne prime M37156667 supports Collatz conjecture
On July 31st, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 45th Mersenne prime M37156667 for being in agreement with Collatz conjecture and supported it. Continue reading
44th Mersenne prime M32582657 supports Collatz conjecture
On July 29th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 44th Mersenne prime M32582657 for being in agreement with Collatz conjecture and supported it. Continue reading
43rd Mersenne prime M30402457 supports Collatz conjecture
On July 27th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 43rd Mersenne prime M30402457 for being in agreement with Collatz conjecture and supported it. Continue reading
42nd Mersenne prime M25964951 supports Collatz conjecture
On July 25th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 42nd Mersenne prime M25964951 for being in agreement with Collatz conjecture and supported it. Continue reading
41st Mersenne prime M24036583 supports Collatz conjecture
On July 21st, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 41st Mersenne prime M24036583 for being in agreement with Collatz conjecture and supported it. Continue reading
40th Mersenne prime M20996011 supports Collatz conjecture
On July 20th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 40th Mersenne prime M20996011 for being in agreement with Collatz conjecture and supported it. Continue reading
39th Mersenne prime M13466917 supports Collatz conjecture
On July 19th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 39th Mersenne prime M13466917 for being in agreement with Collatz conjecture and supported it. Continue reading
Our math story covered by MIR24 in its prime time “Vmeste” (“Together”) weekly news program
38th Mersenne prime M6972593 supports Collatz conjecture
On July 18th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 38th Mersenne prime M6972593 for being in agreement with Collatz conjecture and supported it. Continue reading
37th Mersenne prime M3021377 supports Collatz conjecture
On July 17th, 2017 our “3007 Collatz Tester for Mersenne Primes” (the improved version of “3000 Collatz Tester”) tested the 37th Mersenne prime M3021377 for being in agreement with Collatz conjecture and supported it. Continue reading
Complete sequence of 108864 261-step delayed palindromes published
As we announced before, on April 23rd, 2017 our “1003 Palindrome Generator”, using proprietary theoretical algorithm, generated 108864 (one hundred and eight thousand eight hundred sixty four) 19-digit delayed palindromes with 261-step delay before achieving the 119-digit palindrome, each of which was independently tested and confirmed its properties. Continue reading
36th Mersenne prime M2976221 supports Collatz conjecture
During April 14 – May 29, 2017 our “3000 Collatz Tester” tested the 36th Mersenne prime M2976221 for being in agreement with Collatz conjecture and supported it. Continue reading