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Old 2010-01-18, 18:42   #595
10metreh
 
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Quote:
Originally Posted by Mini-Geek View Post
Oops. Looks like I got the 0 and 1 in the dates mixed up...I blame the British way of arranging the date. Yeah, that's it.
Maybe we should put YYYY/MM/DD instead to avoid confusion.

Last fiddled with by 10metreh on 2010-01-18 at 18:43
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Old 2010-01-18, 19:28   #596
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Quote:
Originally Posted by 10metreh View Post
Maybe we should put YYYY/MM/DD instead to avoid confusion.
I was kidding, (kidding/being sarcastic, hence the "") but if we're thinking of changing the date format, I'd suggest the ISO standard: YYYY-MM-DD (similar to your suggested format). The downside is that this is longer than the current one, but only by 2 characters.

Last fiddled with by Mini-Geek on 2010-01-18 at 19:29
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Old 2010-01-18, 20:39   #597
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Quote:
Originally Posted by 10metreh View Post
Maybe we should put YYYY/MM/DD instead to avoid confusion.
Or a date format of DD-MMM-YY which is a bit old fashion, pre-Y2K -- but still serves a useful purpose.

Today: 18-JAN-10
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Old 2010-01-18, 21:24   #598
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770k-780k results

770172: i559->i761, size 103, 2^2*3*7
770328: i986->i3708, size 110, 2*3
770400: i3216->i3280, size 104, 2^3*3*5
770580: i2534->i2702, size 101, 2^2*3^2*7
770616: i910->i1177, size 101, 2*3
771000: i613->i728, size 101, 2^4*3^3*7*31
771060: i598->i645, size 100, 2^3*3
771060: terminates!
771168: i1166->i1194, size 103, 2^5*3*7
771174: i713->i1475, size 104, 2^2*3*7
771354: i957->i1992, size 106, 2^2*3^3*7
771378: i432->i666, size 100, 2*3*7
771444: i1665->i1762, size 100, 2*3
771450: i1002->i1182, size 104, 2^2*3^3*5*7
771480: i1048->i1227, size 111, 2^3*3
771582: i433->i556, size 107, 2^2*3^2*7
771720: i876->i1120, size 105, 2^3*3^2
771750: i553->i702, size 103, 2^3*3
771764: i1365->i1702, size 101, 2^3*3
771822: i812->i1014, size 100, 2*3
771870: i1353->i1584, size 111, 2^2
771960: i895->i1351, size 100, 2*3^3
772218: i507->i1756, size 101, 2*3*5
772350: i1363->i1540, size 100, 2*3
772392: i549->i1654, size 121, 2^3*3*5
772536: i1508->i1561, size 100, 2^3*3*5
772740: i1387->i1834, size 100, 2^2*7
772902: i605->i714, size 100, 2^2*7
772932: i678->i922, size 101, 2^4*3*5^3*31
773000: i562->i731, size 100, 2^6*3^2*127
773070: i450->i585, size 100, 2^4*31
773448: i499->i813, size 100, 2*3*7
773472: i1706->i1809, size 100, 2*3
773480: i678->i1118, size 103, 2^2*3*7
773640: i527->i596, size 102, 2^3*3*5^2
773694: terminates!
773706: i653->i859, size 100, 2^3*3*5
773720: i748->i781, size 102, 2^3*3*5
773840: i453->i561, size 101, 2^2*7
773862: i1336->i1535, size 101, 2^2*3^4*7
773976: i1501->i1615, size 103, 2^2*3*7
774060: i740->i890, size 100, 2^2*7
774114: i691->i925, size 104, 2^4*5*31
774360: i694->i763, size 105, 2^4*3
774438: i359->i750, size 113, 2^4*3*5*7
774480: i423->i1067, size 100, 2^3*3
774810: i1758->i1860, size 100, 2^2*7^2
775230: i839->i2713, size 108, 2^3*3
775260: i720->i806, size 100, 2^2*7
775380: i1493->i1746, size 107, 2^3*3*5
775500: i795->i874, size 107, 2^4*3*5
775504: i599->i636, size 102, 2^2*3*7
775626: i435->i601, size 100, 2^6*5^4*127
775716: i1043->i1159, size 100, 2*3^3
775908: i2237->i2281, size 100, 2^2*3*5^2*7
775920: i761->i792, size 100, 2^2*3*7
776016: i1741->i1785, size 100, 2^6*3*127
776250: i882->i913, size 100, 2^3*3*5
776616: i1570->i1752, size 101, 2*3*5
776658: i2852->i2900, size 105, 2^5*3^3*5^3*7
776736: i1083->i1149, size 100, 2^3*3
776760: i1274->i2636, size 101, 2^6*127
776820: i1728->i1760, size 106, 2^5*3^3
776856: i1053->i1125, size 100, 2^4*31
776916: i870->i1045, size 100, 2*3^3
776952: i458->i583, size 100, 2^2*3^2*7
777000: i608->i736, size 101, 2^2*3^3*7
777024: i394->i526, size 103, 2^2*7
777360: i1410->i2138, size 102, 2^3*3*7
777364: i647->i886, size 100, 2*3^2
777366: i1374->i1541, size 100, 2^4*5*31
777576: i698->i787, size 100, 2^2*7
777648: i449->i507, size 101, 2^3*3^3
777712: i632->i833, size 100, 2^2*7
777762: i1039->i1147, size 106, 2^3
777930: i1581->i2132, size 100, 2^2*7
778050: i1170->i1288, size 102, 2^4*3^2*5*31
778200: i695->i985, size 111, 2^3*3^2
778230: i1091->i1238, size 100, 2^2*3^2*5*7
778300: i834->i900, size 100, 2*3^2*7^2
778488: i239->i292, size 100, 2^3*3*5^2
778584: i1762->i1956, size 101, 2*3^2*7
778632: i885->i1012, size 100, 2^2*3^2*5*7
778680: i847->i1104, size 101, 2^3*3
778728: i742->i890, size 100, 2^2*7
778740: i783->i1266, size 101, 2^6*3*127
778950: i674->i767, size 104, 2^2*3*7
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Old 2010-01-18, 21:26   #599
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779064: i524->i778, size 113, 2^5*3*5*7
779202: i658->i823, size 100, 2*3*5
779208: i1041->i1138, size 100, 2^2*7^2
779250: i1762->i1938, size 104, 2^2*7
779274: i1068->i1287, size 102, 2*3
779490: i797->i1679, size 115, 2^4*3*5
779688: i437->i522, size 105, 2^2*7
779868: i2131->i2442, size 103, 2*3
779880: i747->i808, size 103, 2^4*3
779886: i534->i578, size 103, 2^4*3*31
779892: i549->i677, size 101, 2^4
779964: i530->i632, size 101, 2^4*5*31

Drivers distribution:
2*3 - 20
2^2*7 - 31
2^3*3 - 11
2^3*3*5 - 9
2^4*31 - 9
2^5*3*7 - 3
2^6*127 - 5
driverless - 9


average length = 1250(+274,5 overall)
greatest progress 770328: i986->i3708=+2722
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Old 2010-01-19, 02:15   #600
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785556 is done: size 100, i515, 22 * 5 * 72 * c97

29 iterations at 99 before it finally made it...
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Old 2010-01-19, 05:15   #601
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Reserving:
792090, 792390, 792756, 792820, 792864, 792880, 792900,
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Old 2010-01-19, 05:19   #602
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763668 is blocked because one (even of course) sequence value is listed as prime. Is there a way to fix this? I don't see a way to add a factor for it.

Last fiddled with by Greebley on 2010-01-19 at 05:20
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Old 2010-01-19, 13:54   #603
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Quote:
Originally Posted by Greebley View Post
763668 is blocked because one (even of course) sequence value is listed as prime. Is there a way to fix this? I don't see a way to add a factor for it.
Me neither. I even submitted its full factorization through Report Factors. Didn't change a thing. I'd suggest you just run it in aliqueit and post the .elf here when you're at 100 digits.
In verifying the DB's data through aliqueit, I noticed that the penultimate line in the DB (963) has a composite cofactor (a c95 with likely no factors below 20 digits) listed as prime. So the last line that the DB has completely correct is 962.

Last fiddled with by Mini-Geek on 2010-01-19 at 13:55
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Old 2010-01-19, 15:38   #604
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Done with 783552 sz 101; 2^3 * 3^3 * 11 * p5 * c93
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Old 2010-01-19, 17:02   #605
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765528: i1166->i1477, size 100, 2^2*3*7
769368: i1468->i1525, size 110, 2^3*3^2*5
780066: i1580->i1964, size 100, 2^3*3
780330: i506->i557, size 104, 2^3*3
780576: i875->i1579, size 110, 2^2*3
780930: i1091->i1287, size 103, 2^3*5
784128: i323->i716, size 100, 2^2*3*7

6-digit squared from 784128:i474
Code:
 474.   447579212745743741449410640690244471125820251552988961297593584714013202701400932850451716 = 2^2 * 3 * 19429 * 201547^2 * 34731683929 * 1360691579989320902498469454622798387769330044827380533283807647

Last fiddled with by unconnected on 2010-01-19 at 17:11
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