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#100 | |
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Undefined
"The unspeakable one"
Jun 2006
My evil lair
183416 Posts |
Quote:
I personally don't care if a bot or a human is posting as long as the content is useful, amusing, entertaining, interesting, informative or otherwise of value. I don't see the point in banning just because of the suspected bot/human status. A better criterion for banning IMO is the negative/positive/neutral additions to the board. Last fiddled with by retina on 2014-12-01 at 09:23 |
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#101 |
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Romulan Interpreter
Jun 2011
Thailand
7×1,373 Posts |
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#102 |
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Dec 2012
1000101102 Posts |
Agreed on all points. Those criteria that you list are exactly the ones I have in mind. There is an occasional-poster here that makes davieddy look like R.D. Silverman.
Last fiddled with by Jayder on 2014-12-01 at 09:29 |
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#103 |
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"Brian"
Jul 2007
The Netherlands
63058 Posts |
Retina quite rightly talks about the positive and negative and neutral aspects of someone's or somebot's posts I agree too that these, and only these, should determine whether someone is welcome here. In my opinion, there has been a clear negative aspect to storflyt32's contributions here: they have wasted people's time and caused annoyance. This annoyance is at least in part identified with people trying to write something which ought to help the poster, only to realise later that the help given was useless and we are probably being "taken for a ride". That is destructive to everyone's well-being here.
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#104 | |
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Bamboozled!
"πΊππ·π·π"
May 2003
Down not across
29×3×7 Posts |
Quote:
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#105 |
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"Curtis"
Feb 2005
Riverside, CA
4,861 Posts |
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#106 |
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Feb 2013
2·229 Posts |
Oh, this ended up in my log as well.
Need checking, of course. Code:
(2^1290000-1)/139751930959686398012538319423338858159730811512698509965822161186730943862456139801066576959060792101142509789403792035103693541472155446524108516568105140382256486555805813761820030302070772300511256982518527094242037443233551399669051861872284911971267247583931882374231913216256903762543657597770353454770048718744660196904412424152851392760221435910521519022178781219794030097239948881599282308837682987978668203072322947030592378478574797870595525178125 (2^1290000-1) / 13975193095968639801253831942333885815973081151269850996582216118673094386245613980106657695906079210 11425097894037920351036935414721554465241085165681051403822564865558058137618200303020707723005112569 82518527094242037443233551399669051861872284911971267247583931882374231913216256903762543657597770353 45477004871874466019690441242415285139276022143591052151902217878121979403009723994888159928230883768 2987978668203072322947030592378478574797870595525178125 http://factordb.com/index.php?id=1100000000733969718 |
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#107 |
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Feb 2013
2·229 Posts |
Problem with editing the previous post.
Please see http://factordb.com/index.php?id=1100000000733968808 for the dividing number. Also you may have a look here as well. http://factordb.com/index.php?id=1100000000733968533 Needs, not need above. It went a little too fast here. Should read (2^1290000-1)/115269721875 for this number. Testing these numbers with WinPFGW right now. It takes quite some time for these two numbers. Last fiddled with by storflyt32 on 2014-12-04 at 15:10 |
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#108 |
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Feb 2013
2×229 Posts |
Added
http://factordb.com/index.php?id=1100000000733971356 to this. Result ends up here; http://factordb.com/index.php?id=1100000000733993413 I will be testing this one as well using WinPFGW a little later on. Last fiddled with by storflyt32 on 2014-12-04 at 16:37 |
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#109 |
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"Serge"
Mar 2008
Phi(4,2^7658614+1)/2
36×13 Posts |
If you post more factors of this number (2^1290000-1), you will fill up this forum for thousands of pages.
Stop. And think. (2^1290000-1) is divisible by any (2^n-1) where n divides 1290000. And that is a lot of n values! Code:
(08:31) gp > divisors(1290000) %2 = [1, 2, 3, 4, 5, 6, 8, 10, 12, 15, 16, 20, 24, 25, 30, 40, 43, 48, 50, 60, 75, 80, 86, 100, 120, 125, 129, 150, 172, 200, 215, 240, 250, 258, 300, 344, 375, 400, 430, 500, 516, 600, 625, 645, 688, 750, 860, 1000, 1032, 1075, 1200, 1250, 1290, 1500, 1720, 1875, 2000, 2064, 2150, 2500, 2580, 3000, 3225, 3440, 3750, 4300, 5000, 5160, 5375, 6000, 6450, 7500, 8600, 10000, 10320, 10750, 12900, 15000, 16125, 17200, 21500, 25800, 26875, 30000, 32250, 43000, 51600, 53750, 64500, 80625, 86000, 107500, 129000, 161250, 215000, 258000, 322500, 430000, 645000, 1290000] and with you rate of "tiny factor discovery by poking" you will reach this 26-digit factor maybe in a few years of posting thousands of posts. So if you post a couple more, you will get a week-long ban, this time. You've been warned. |
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#110 |
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Feb 2013
7128 Posts |
If you don't mind, Mr. Batalov.
Sorry about the long line here. As I said, I was unable to edit the post. You should know that since my computer is quite powerful, I did not copy and paste more from the Factor Database than I thought was necessary. It become some stuff, most for reference and a starting point for me to carry out work on further. Excluding small numbers from large numbers with possibly unknown status increases the possibility that the remainder or rest of the number may be prime. This is similar to sieving in PrimeGrid. Using Yafu or other factorization software for such a purpose, it becomes factorization of numbers instead. If I happen to multiply all the prime factors that because of pure interest ended up on my disc, I end up getting a very large composite number. If I next divide this number with one or more of the factors I still have, knowing that it divides, it still becomes a composite number. In the end those numbers I have which I thought was factors and therefore prime numbers becomes quite many. Which means that in the end the amount of different numbers becomes quite large indeed. Anyway, since you say so. I shall not post these long numbers here anymore. Hopefully you can accept the necessary links to the FDB instead when they become necessary. Edit: Just had a look at it in the FDB. Perhaps it became a little much here. Again we possibly are back at the subject regarding preferences of types of numbers. Who knows? Possibly I was not totally wrong about this in the end? Last fiddled with by storflyt32 on 2014-12-04 at 18:23 |
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