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-   -   Newer milestone thread (https://www.mersenneforum.org/showthread.php?t=13871)

ric 2017-03-21 23:02

[QUOTE=GAPa;455241]Today, I received a category 1 assignment.. so perhaps the issue has been resolved now?[/QUOTE]

In addition to the reply above, you might want to get in control and increase your setting for "days of work to queue" (menu item Option/Preferences) according to [URL="https://www.mersenne.org/thresholds/"]this page[/URL]

TL;DR put "4" in it, to be consistently served Cat 1's, "7" to be served Cat 2's, leave "3" or below, to continue as is

rudy235 2017-04-01 03:40

The 71,000,000 milestone
 
In some way the issue of the 71'000,000 milestone is not resolved.

The Prime Minister Residue is 42A93C867B552E__
while Albert Pettersson is 9C157058B13DB9__

Thus one of the two is not correct (or both :yucky: )

So I hope someone is able to take care of that by doing a triple check

[URL="https://www.mersenne.org/report_exponent/?exp_lo=70723879&full=1"]https://www.mersenne.org/report_exponent/?exp_lo=70723879&full=1[/URL]

flashjh 2017-04-01 04:03

[QUOTE=rudy235;455944]So I hope someone is able to take care of that by doing a triple check
[/QUOTE]

Running now, ETC 4 days

ATH 2017-04-01 04:12

[QUOTE=rudy235;455944]In some way the issue of the 71'000,000 milestone is not resolved.

The Prime Minister Residue is 42A93C867B552E__
while Albert Pettersson is 9C157058B13DB9__

Thus one of the two is not correct (or both :yucky: )[/QUOTE]

It is not the double check milestone that reached 71M :-) There are many many more exponents below 71M with 2 residues that does not match.

rudy235 2017-04-01 04:39

[QUOTE=ATH;455946] There are many many more exponents below 71M with 2 residues that does not match.[/QUOTE]

I sort of suspected that. But in this specific case it is [U]the very last [/U]number that came in, the one where the residues do not match.:ick:

Madpoo 2017-04-02 07:29

[QUOTE=rudy235;455949]I sort of suspected that. But in this specific case it is [U]the very last [/U]number that came in, the one where the residues do not match.:ick:[/QUOTE]

Statistically speaking, I would expect several thousands of tests below 71M to be wrong once the double checking gets to that point.

rudy235 2017-04-03 00:20

[QUOTE=Madpoo;456013]Statistically speaking, I would expect several thousands of tests below 71M to be wrong once the double checking gets to that point.[/QUOTE]

That is consistent with an approximately 1% failure rate.

science_man_88 2017-04-03 00:25

[QUOTE=rudy235;456072]That is consistent with an approximately 1% failure rate.[/QUOTE]

debatable 7000./primepi(71000000) gives back 0.0016.... which is under 0.2% it would take roughly 42000./primepi(71000000) to give back just over 1% using pari/gp so roughly 42000 prime exponents would have to be wrong for that to occur. edit: at least prior to thinking about which can be easily factored etc. taking out the ones with 2p+1 as a factor of 2^p-1 gives about 40000 needed.

rudy235 2017-04-03 00:35

[QUOTE=science_man_88;456073]debatable 7000./primepi(71000000) gives back 0.0016.... which is under 0.2% it would take roughly 42000./primepi(71000000) to give back just over 1% using pari/gp so roughly 42000 prime exponents would have to be wrong for that to occur. edit: at least prior to thinking about which can be easily factored etc. taking out the ones with 2p+1 as a factor of 2^p-1 gives about 40000 needed.[/QUOTE]

Ok what I did was work backwards. There are roughly 500,000- 540,000 exponents that have not been verified or that have already two different residues.
[U]Several[/U] means more than two, but not many. So, let's say several thousand means a range from 3,000 to 5,000

Then for that to be true you need a failure rate of between 0.6 % to 1.0%

Madpoo 2017-04-03 03:03

[QUOTE=rudy235;456076]Ok what I did was work backwards. There are roughly 500,000- 540,000 exponents that have not been verified or that have already two different residues.
[U]Several[/U] means more than two, but not many. So, let's say several thousand means a range from 3,000 to 5,000

Then for that to be true you need a failure rate of between 0.6 % to 1.0%[/QUOTE]

I didn't work out the math, but now in hindsight I should have gone with my gut instinct to say "tens of thousands" :smile:

rudy235 2017-04-03 03:56

[QUOTE=Madpoo;456081]I didn't work out the math, but now in hindsight I should have gone with my gut instinct to say "tens of thousands" :smile:[/QUOTE]

Thats the good thing of having a Forum. We get closer to the truth, one post at a time.

So what is the Percentage of Failure? (meaning by that that the first and the second result are not the same)


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