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Urwumpe

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I thought they were purple.

No, purple John Deeres would only work on purple lavender fields. Thus we also use green John Deeres here.
 

jedidia

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I have no idea about tractor brands, but in Switzerland they seem to be traditionally royal blue, although there is a visible shift towards red and green lately as far as I can tell by what's rolling on the road.
 

Izack

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Hm, at some point I'll have to post a picture of that 1940s-50s era JD Model M we have. It WAS green once upon a time, now it's just rust. Still pulls trees out of the woods and cars out of the ditch, though. :)
 

mojoey

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It's a simple question of weight ratios. Could a five ounce swallow carry a one pound coconut?
 

palebluevoice

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I have discovered a prime number with a rational square root! The square root of 313 can be represented as 105797/5980
Go ahead! Try it! I'm sure to win a nobel prize for this. Either that, or its only rational for the first eight digits and my calculator doesn't know the difference. Yeah, probably the calculator.

I have discovered a pseudo-rational root of a prime number!!!

Its also a Pythagorean prime and a happy number[ame="http://en.wikipedia.org/wiki/Happy_number"]http://en.wikipedia.org/wiki/Happy_number[/ame]
 
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Izack

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I have discovered a prime number with a rational square root! The square root of 313 can be represented as 105797/5980
Go ahead! Try it! I'm sure to win a nobel prize for this. Either that, or its only rational for the first eight digits and my calculator doesn't know the difference. Yeah, probably the calculator.

I have discovered a pseudo-rational root of a prime number!!!

Its also a Pythagorean prime and a happy numberhttp://en.wikipedia.org/wiki/Happy_number

How could you tell it was rational after it carried on for eight digits? :p

It's not, by the way. 20 digits and counting...
 

Linguofreak

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I have discovered a prime number with a rational square root! The square root of 313 can be represented as 105797/5980
Go ahead! Try it! I'm sure to win a nobel prize for this. Either that, or its only rational for the first eight digits and my calculator doesn't know the difference. Yeah, probably the calculator.

Qalculate says that (105797/5980)^2 is ~ 313.0000003.

Wolfram Alpha gives it as: 313.00000025 (and quite a few more digits, it's apparently a repeating decimal with a cycle of almost 20,000 digits).
 

Urwumpe

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Hm, at some point I'll have to post a picture of that 1940s-50s era JD Model M we have. It WAS green once upon a time, now it's just rust. Still pulls trees out of the woods and cars out of the ditch, though. :)

Nothing beats the sound of a old Lanz tractor though, we have some of them in the local farming museum at the castle. Two-stroke oil burner FTW!
 

Artlav

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Xkcd again.
http://xkcd.com/1133

up_goer_five.png
 

Izack

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Qalculate says that (105797/5980)^2 is ~ 313.0000003.

Wolfram Alpha gives it as: 313.00000025 (and quite a few more digits, it's apparently a repeating decimal with a cycle of almost 20,000 digits).

Hm, I must have input it wrong, because I had a (as far as I knew) nonrepeating irrational beginning immediately after the decimal point. On a second attempt, I have the same result (313.000000251675[...]) as you. Oops.

Edit:

Huh, there aren't mistakes in his comics very often. The part about the things that hold that kind of air that makes your voice sound funny is duplicated without reason.
 
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Urwumpe

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must be guidance software?

The Saturn rockets had their own special IBM computers in the ring called "Instrument Unit", sitting on top of the S-IVB. Had been digital and analog computers.

Saturn_IU_Mk12cyl3mod2Crop25pct.jpg


[ame="http://en.wikipedia.org/wiki/Saturn_Launch_Vehicle_Digital_Computer"]Saturn Launch Vehicle Digital Computer - Wikipedia, the free encyclopedia[/ame]
 

DarkWanderer

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Teaser screenshot
 

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