The Original 'Ode To Joy' thread

[ET_]

Originally Posted by cheesehead

I presume the "luminous material" is also non-carcinogenic, not the radium paint applied with tiny brushes by women who licked the brushes to form a fine point, as was customary a while ago.

"Off-uh-seen Pa-ne'er-y" Quelle difficulement?

I'd say "Off-ee-chee-ney Pah-nay-ry"

Luigi

[Xyzzy]

Tritium is no longer used. Check out the price per gram in the following link.

http://forums.timezone.com/index.php...91#msg_5385799

Luminova is what is used now.

http://www.umccorp.com/luminova.htm

Tritium has the advantage in that it glows* all of the time, until the radiation decays. Luminova glows brightly, especially when exposed to sunlight, but it wears out in an hour or two. It glows dimly longer and if your eyes are adjusted to the dark it is readable, but it is still very dim.

There is a chain of restaurants near us that is called "Panera Bread". They are pronounced pah-nere-ah. We think, from the recording linked earlier, that Panerai is pronounced pan-er-rye.

However ET_ lives in Italy so we think he knows a lot more about this than we do.

* Tritium does not glow at all. The radiation it produces causes another substance to glow.

[ET_]

Originally Posted by Xyzzy

There is a chain of restaurants near us that is called "Panera Bread". They are pronounced pah-nere-ah. We think, from the recording linked earlier, that Panerai is pronounced pan-er-rye.

However ET_ lives in Italy so we think he knows a lot more about this than we do.

* Tritium does not glow at all. The radiation it produces causes another substance to glow.

I must admit that my phonetics were biased by how Italian language is usually spelt outside Italy. Mike seems to be right, though I'd put one less "r", and the tonic stress on the last syllable...

Luigi

[cmd]

Originally Posted by ET_

I must admit that my phonetics were biased by how Italian language is usually spelt outside Italy. Mike seems to be right, though I'd put one less "r", and the tonic stress on the last syllable...

Luigi

ciao Luis, sicuramente questa la puoi capire ...

una turista in Firenze entra in un bar e chiede alla barista

mi da er avore un'at-trat-tina di essi-ola !


... e la barista : una attina di essi-chè ?



( p.s. : la battuta ha una terza parte ... a qualcuno interessa ? )

l'oca

[petrw1]

Top 100 in all 6 categories and overall last 365 days.

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[ixfd64]

My mom's computer just found a 126-bit factor, which I thought was pretty cool:

[Fri Dec 10 16:53:48 2010]
P-1 found a factor in stage #2, B1=620000, B2=14880000.
UID: ixfd64/chiousheng-pc, M53384579 has a factor: 159300289520716781055019313575833719369, AID: 57543D385CE567B69A14C08F596AC9B4

It's prime, too!

[Mr. P-1]

Originally Posted by ixfd64

My mom's computer just found a 126-bit factor, which I thought was pretty cool:

It's actually 127 bits.

It's prime, too!

Very impressive. I've been doing almost exclusively P-1's for several years now, and the largest prime factor I've found is only 104 bits.

[Mini-Geek]

Originally Posted by ixfd64

My mom's computer just found a 126-bit factor, which I thought was pretty cool:



It's prime, too!

k = http://factordb.com/index.php?id=1100000000263838823
Even at that size, the bounds were much higher than necessary! B1=90K and B2=6.3M would've been sufficient, and your bounds were B1=620K, B2=14.88M. Nice find.
The probability that your P-1 would find a factor of that size is between 0.0051 and 0.00059, closer to the latter (those figures are for 35 and 40 digits, respectively, with almost-identical B1 and B2 bounds, from ecm -v; this factor is 39 digits), or close to 1/1500. The probability of finding a factor that large and that smooth is closer to 1/10000.

[petrw1]

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My first LapTop to surpass 1,000 GhzDays (the second is only a couple weeks away).

[Batalov]

Originally Posted by ixfd64

My mom's computer just found a 126-bit factor, which I thought was pretty cool:

It's prime, too!

I have a naive and most probably stupid question:
Does Prime95 preload with group order p?
Does this help (or would this help)?
E.g. here, P-1 = 2 * 2 * 2 * 17 * 2963 * 8707 * 29473 * 51511 * 89387 * 6267047 * 53384579 (where p is the largest factor and is ab initio known).

[Batalov]

Originally Posted by Batalov

I have a naive and most probably stupid question:
Does Prime95 preload with group order p? ...

P.S. Yes, it sure does. Tested:
Pminus1=1,2,53035711,-1,1700,21000
=>
P-1 found a factor in stage #1, B1=1700.
M53035711 has a factor: 61678157492310549218180505113