Well, it's the same one I linked to ages ago, but now he's doing 200 bad comics!
I was laughing so hard at some of them I was crying.
http://nightgig.com/argh/droop/index.ph ... e=20070903
More Internet Comics
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ah yes, i'd forgotten about lfgcomic again. the jokes are a bit stupid at times, though.
http://lfgcomic.com/page/26
hmm... "you release my friends and i" ?
http://lfgcomic.com/page/26
hmm... "you release my friends and i" ?
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Re: More Internet Comics
Dusk Bringer wrote:Well, it's the same one I linked to ages ago, but now he's doing 200 bad comics!
I was laughing so hard at some of them I was crying.
http://nightgig.com/argh/droop/index.ph ... e=20070903
They're wonderful. The nomnomnom one you posted from the same comic was hysterical.
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Check out
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I guess those are well-known anyway...
http://dungeond.com/Dungeons and Denizens is about a (Mino)Taur who is a new tech in a typical fantasy dungeon
Cute, but doesn't get updated anymore. Reminds you of why the bad side is the better side 
http://xkcd.com/XKCD is geeky, sometimes very sweet comic (at the moment tending to a bitter side). I confess, sometimes it's a bit beyond me. (Mathematics...)
http://www.theclassm.com/d/19990322.htmlThe Class Menagerie makes everyone a pervy furry. A cute comic about a group of college students, a dorm...yeah, and they are all antropomorphic animals who don't *quite* forget they are.
http://www.superdickery.com/seduction/42.htmlSuperdickery deals with real comics, especially the comic panels, where Superman is a dick to his pals. The forums are worth visiting, too.
http://www.smbc-comics.com/Saturday Morning Breakfast Cereal is definetely not nice. Well, if you want to be a sociopath, just follow its advice!
http://pbfcomics.com/ Perry Bible Fellowship is, due to thoughts behind it and really wonderful art, a little gem. An evil black gem with a sickly, pulsating red light in it.
http://dungeond.com/Dungeons and Denizens is about a (Mino)Taur who is a new tech in a typical fantasy dungeon
Cute, but doesn't get updated anymore. Reminds you of why the bad side is the better side http://xkcd.com/XKCD is geeky, sometimes very sweet comic (at the moment tending to a bitter side). I confess, sometimes it's a bit beyond me. (Mathematics...)
http://www.theclassm.com/d/19990322.htmlThe Class Menagerie makes everyone a pervy furry. A cute comic about a group of college students, a dorm...yeah, and they are all antropomorphic animals who don't *quite* forget they are.
http://www.superdickery.com/seduction/42.htmlSuperdickery deals with real comics, especially the comic panels, where Superman is a dick to his pals. The forums are worth visiting, too.
http://www.smbc-comics.com/Saturday Morning Breakfast Cereal is definetely not nice. Well, if you want to be a sociopath, just follow its advice!
http://pbfcomics.com/ Perry Bible Fellowship is, due to thoughts behind it and really wonderful art, a little gem. An evil black gem with a sickly, pulsating red light in it.
Mynnia wrote:http://xkcd.com/XKCD is geeky, sometimes very sweet comic (at the moment tending to a bitter side). I confess, sometimes it's a bit beyond me. (Mathematics...)
The sweet bits are the worst bits.
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Yeah, XKCD isn't funny often enough for me to desire to keep up with it.
However, if you want all the geeky humor without the other bits, there's Irregular Webcomic! for those who aren't aware of it. I'm not even sure of where I heard it. Was it here? Anyway, the guy takes LEGOs and roleplaying miniatures and makes comic stories. He has a bunch of different themes which intertwine and stuff. And you get jokes like the one in space where each progressive frame is brighter and more washed out, and the explanation is that they're approaching the speed of light, so their gamma's increasing.
However, if you want all the geeky humor without the other bits, there's Irregular Webcomic! for those who aren't aware of it. I'm not even sure of where I heard it. Was it here? Anyway, the guy takes LEGOs and roleplaying miniatures and makes comic stories. He has a bunch of different themes which intertwine and stuff. And you get jokes like the one in space where each progressive frame is brighter and more washed out, and the explanation is that they're approaching the speed of light, so their gamma's increasing.
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Graham's number (g64) is the largest number ever used in a serious mathematical proof. It uses Knuth's up-arrow notation.
Knuth's up-arrow notation is a way to write big numbers. It consists of two numbers with some number of up-arrows between them (e.g.: 2^^^3). X^^^...^^Y, with N up-arrows, is equal to
X^^...^^X^^...^^X^^........^^X
Where you have Y Xs, each separated by N-1 up-arrows. One up-arrow is raising to a power.
Examples:
3^3 = 9
3^^3 = 3^3^3 = 3^(9) = 19683
3^^^3 = 3^^3^^3 = 3^^19683 = something really unbelievably huge.
Anyway. Graham's number is g64 where gn = 3^^...^^3, with gn-1 up-arrows. g1 = 3^^^^3.
And the Ackermann function (expressed as A(m,n)) gets freakishly huge unbelievably quickly. At (7,7), it's too large to be written with any mere mortal notation.
You can see how combining those gets you a number too large to even begin to comprehend. Graham's number alone is unthinkably huge. Putting it into the Ackermann function... It's like taking awesome and raising it to the superlative. Can you express that with any number that is reasonable? No.
Knuth's up-arrow notation is a way to write big numbers. It consists of two numbers with some number of up-arrows between them (e.g.: 2^^^3). X^^^...^^Y, with N up-arrows, is equal to
X^^...^^X^^...^^X^^........^^X
Where you have Y Xs, each separated by N-1 up-arrows. One up-arrow is raising to a power.
Examples:
3^3 = 9
3^^3 = 3^3^3 = 3^(9) = 19683
3^^^3 = 3^^3^^3 = 3^^19683 = something really unbelievably huge.
Anyway. Graham's number is g64 where gn = 3^^...^^3, with gn-1 up-arrows. g1 = 3^^^^3.
And the Ackermann function (expressed as A(m,n)) gets freakishly huge unbelievably quickly. At (7,7), it's too large to be written with any mere mortal notation.
You can see how combining those gets you a number too large to even begin to comprehend. Graham's number alone is unthinkably huge. Putting it into the Ackermann function... It's like taking awesome and raising it to the superlative. Can you express that with any number that is reasonable? No.
Last edited by Kerberos on Thu Sep 27, 2007 10:40 pm, edited 1 time in total.
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