Rechenkraft.net e.V.

But not every diagonal will be checked, but only those, who are a product of 4k+1 primes. Do you feel a difference? Not a real difference, up to n there are O(n/sqrt(log(n))) such numbers, this is a theorem. That gives you still need to check O(X^2/sqrt(log(X))) different $g$ values to check all od...

So, I've finished my idea description. Any questions, proposals, objections? I read your algorithm, that's correct. The problem with that g can be very large. If you fix X, where X is the odd term of {a,b,c} then you can only say that a,b,c<=(X^2-1)/2 (I read this bound, the X^2-1 bound is trivial)...

I can host the project in yoyo@home and will take care of - wu-generation - validator - assimilator The only thing we need is a C/C++ app without any gui and optional: - checkpoints - progress indicator yoyo Hi! Worked some days on this nice problem. My code would search also for Euler bricks! If y...

Another new primitive solution:

154844^6+34235^6=66750^6+15912^6+22176^6+120260^6+148379^6
(kwaa and Laurent Evrard)

New primitive solutions:

226705^6+93095^6=199119^6+99600^6+99148^6+149212^6+198471^6
(HSchmirPo and changoo69)

215483^6+195649^6=229011^6+59796^6+101122^6+130137^6+134680^6
(HSchmirPo and TBirdTheYuri)

131287^6+16880^6=52692^6+16746^6+92008^6+97335^6+124040^6
(Laurent Evrard and XSmeagolX)

New primitive solutions fom the past two weeks: 182857^6+27872^6=176982^6+123720^6+5257^6+88452^6+117166^6 ([XTBA>XTC] Pousse Mousse and Clay) 144986^6+29737^6=80622^6+71370^6+73094^6+104552^6+139671^6 (Soul_keeper and Megacruncher of The Scottish Boinc Team) 179125^6+83065^6=161526^6+155865^6+39403...

We have completed 40% of the project's search space! New primitve solutions: 165806^6+29593^6=53076^6+7092^6+1414^6+123732^6+160615^6 (L@MiR and Laurent Evrard) 161011^6+3104^6=109044^6+89316^6+18116^6+56042^6+157395^6 (L@MiR and Laurent Evrard) 138655^6+51721^6=120432^6+101097^6+32991^6+70504^6+119...

New primitive solutions from the last 2 weeks:

188929^6+115081^6=182025^6+123138^6+3416^6+87934^6+139839^6
([AF>HFR>RR] Jim PROFIT and Laurent Evrard)

129650^6+79435^6=115590^6+67938^6+19957^6+77574^6+114884^6
(aqua_mac and jjwhalen)

New primitive solutions:

119314^6+55961^6=73662^6+27822^6+63588^6+98777^6+109886^6
(Laurent Evrard and Renich)

190177^6+124559^6=181611^6+102234^6+756^6+74669^6+154966^6
(Friedrich and Laurent Evrard)

191431^6+17593^6=157188^6+12015^6+52696^6+102648^6+179039^6
(Jonathan and Laurent Evrard)

New primitive solutions:

177901^6+55763^6=172272^6+80013^6+96138^6+97552^6+124243^6
([AF>WildWildWest] lamoule and Laurent Evrard)

224396^6+163145^6=172818^6+161304^6+54551^6+82376^6+216132^6
(Friedrich and [XTBA>XTC] Pousse Mousse)

New primitive solutions found in the previous 12 days: 226486^6+113297^6=202704^6+74586^6+20335^6+64988^6+201768^6 (destroyfx and mikkovi) 215980^6+33193^6=213204^6+131142^6+60438^6+70889^6+115052^6 (jepeeg and Daniil Zaytsev) 224533^6+100949^6=216282^6+31515^6+83482^6+148421^6+158424^6 (Soul_keeper...

4 more new primitive solutions: 130721^6+70948^6=123456^6+102132^6+56511^6+63490^6+83692^6 (Antar and Daniil Zaytsev) 122797^6+3884^6=122550^6+41274^6+2317^6+29960^6+57330^6 (Laurent Evrard and Jeff17) 165649^6+221221^6=151932^6+27489^6+163394^6+172480^6+207669^6 (Soul_keeper and vaughan) 141149^6+7...