Euler 625 Details

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Robert Gerbicz
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Re: Euler 625 Details

#85 Ungelesener Beitrag von Robert Gerbicz » 09.05.2011 11:32

New primitive solutions from the previous two weeks:

140915^6+4439^6=121836^6+53896^6+1925^6+100128^6+123375^6
(UL1 and wn1hgb)

135299^6+44033^6=86064^6+46820^6+2912^6+22743^6+133749^6
(Clay and Kristian_P)

186997^6+38987^6=46920^6+19018^6+140441^6+141057^6+173418^6
(tom and Laurent Evrard)

205201^6+35317^6=108560^6+25302^6+25704^6+177471^6+186277^6
(http://jkfs.petrsu.ru/ and Jethro2000)

137695^6+9841^6=54116^6+5034^6+29505^6+57400^6+137487^6
(Grandma061 and Laurent Evrard)

123227^6+16441^6=111708^6+68746^6+6825^6+12558^6+106421^6
(ERBrouwer and Laurent Evrard)

Robert Gerbicz
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Re: Euler 625 Details

#86 Ungelesener Beitrag von Robert Gerbicz » 29.05.2011 09:55

New primitive solutions from the previous ~3 weeks:

215993^6+87373^6=127608^6+1118^6+67438^6+88305^6+214389^6
(Bold_Seeker and Laurent Evrard)

237425^6+85667^6=233454^6+158280^6+68943^6+90685^6+103768^6
(ongekend41 and gow)

174745^6+74327^6=152574^6+141690^6+45864^6+81319^6+140329^6
(Laurent Evrard and mackman123)

129593^6+84923^6=111108^6+60708^6+75152^6+90811^6+116025^6
(zglloo and dimych)

239707^6+163781^6=106740^6+86508^6+74102^6+106449^6+242921^6
(SEARCHER and NGS~StugIII)

207829^6+118453^6=193896^6+38790^6+14308^6+99043^6+175539^6
(Tex1954 and [AF>Libristes] e.clement)

178249^6+60653^6=123012^6+67314^6+16149^6+146335^6+162988^6
([B^S] Ralfy and NGS~StugIII)

198545^6+21373^6=187482^6+138612^6+22477^6+84504^6+147679^6
(Keck_Komputers and [AF>HFR>RR] alipse)

184799^6+47533^6=174282^6+97002^6+11732^6+115563^6+143143^6
(Bold_Seeker and Reddogg)

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Re: Euler 625 Details

#87 Ungelesener Beitrag von Robert Gerbicz » 18.06.2011 19:12

New primitive solutions of the Euler(6,2,5) system:

237836^6+144025^6=193860^6+185703^6+18228^6+175588^6+201292^6
(Jrachi and EDGeS User)

232214^6+247261^6=192477^6+38682^6+9408^6+212492^6+249704^6
(sleeplift and cze_siek)

199096^6+127457^6=170244^6+147071^6+7462^6+147000^6+167412^6
(toms83 and Laurent Evrard)

185254^6+16315^6=45861^6+44280^6+129892^6+153440^6+168084^6
(mongfevned and Saxen)

211145^6+4264^6=209815^6+11040^6+756^6+43512^6+121954^6
(Bold_Seeker and Administrator)

171236^6+44725^6=167892^6+331^6+20300^6+33936^6+118860^6
(???? and SEARCHER)

179243^6+139045^6=85605^6+81771^6+103600^6+128632^6+179928^6
(???? and RushPill)

199858^6+163483^6=193100^6+127845^6+27720^6+82082^6+172452^6
(RushPill and ????)

190907^6+6316^6=46213^6+24594^6+130200^6+135100^6+182910^6
(HOME and Bold_Seeker)

170315^6+117800^6=154869^6+102598^6+37030^6+40992^6+151536^6
(King Lin and Jean-Charles Meyrignac)

118057^6+85428^6=408^6+27447^6+23772^6+84126^6+118300^6
(RushPill and daemion)

232214^6+247261^6=192477^6+212492^6+9408^6+38682^6+249704^6
([boinc.at] Fireman69 and toms83)

239942^6+53987^6=239811^6+89646^6+36036^6+56644^6+67522^6
(RushPill and tom)

215891^6+20446^6=191181^6+131286^6+109844^6+116802^6+187180^6
(Ananas and Fizban)

155789^6+119125^6=134313^6+120905^6+54180^6+118664^6+132216^6
(dygon and bachmann)

232214^6+247261^6=192477^6+9408^6+38682^6+212492^6+249704^6
(???? and Bold_Seeker)

243685^6+180302^6=161130^6+144645^6+107408^6+169092^6+240226^6
(Creatormaster and RushPill)

165533^6+76375^6=150173^6+51273^6+4774^6+99708^6+142296^6
(yoyo[Friends] and Laurent Evrard)

232214^6+247261^6=192477^6+249704^6+9408^6+38682^6+212492^6
(Shawn and Laurent Evrard)

170117^6+94978^6=145994^6+97371^6+61544^6+93828^6+154686^6
(Laurent Evrard and toms83)

Robert Gerbicz
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Re: Euler 625 Details

#88 Ungelesener Beitrag von Robert Gerbicz » 16.07.2011 03:45

We are nearly finished this Boinc project. There will be an article about our Euler project (included all known solutions up to N=250000) !

An interesting solution pair that caught my eyes:

170117^6+94978^6=154686^6+145994^6+97371^6+93828^6+61544^6
170117^6+144321^6=162972^6+138250^6+134979^6+106848^6+51849^6

(The same biggest term.)

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Re: Euler 625 Details

#89 Ungelesener Beitrag von Reddogg » 06.01.2012 17:37

Yeah,
i find an Euler term. Cool. Nice to know. :)
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