SPAM This thread is for random spam!!

[Billargh]

Yes, no wine and no wine.

 

[Lamp]

and NO, its not me in my kitchen.

My pepper grinder is a lot bigger.

 

[old.user4556]

Guaranteed to annoy the utter fucking soul out of you and suddenly make death seem appealing.

 

[TdC]

why Lamp, that's a spiffy outfit!

 

[Tuthmes]

Understatement of the thread. Its very ace. Enjoy all 6 seasons. Restrict yourself to one episode a day - string it out

Alas, nearly finished season 1 in 3 days :|

 

[old.user4556]

Bodhi may actually run out of semen if he sees this:

http://www.yankodesign.com/2010/05/25/in-2020-we-can-wear-sony-computers-on-our-wrist/

 

[megadave]

perhaps if they bring out an extra small version he can fit it on his cock and live happily ever after

 

[ileks]

http://rosskempfolds.tumblr.com/

 

[BloodOmen]

 

[BloodOmen]

and NO, its not me in my kitchen.

My pepper grinder is a lot bigger.

Its Deebs in his Freddyshouse Man outfit.

 

[old.Tohtori]

Good red wine & fine steaks tonight

Ah! Steak and red wine. Was there ever a more perfect match?

Yeap, beer and steak, as it shold be. Stop being so french.

 

[caLLous]

I stole this from one of those annoying emails that actually came good just this once. Not my words, so don't blame me for any factual inaccuracies.

edit - spoilered because it's quite long.

Spoiler

- The world's highest chained carousel, located in Vienna, the height of 117 meters.

- Thor's Well - "the gates of the dungeon." Cape Perpetua, Oregon. At moderate tide and strong surf, flowing water creates a fantastic landscape

- Emerald Lake in the crater of an extinct volcano. Tongariro National Park - NewZealand

- Restaurant on a cliff on the east coast of Zanzibar. Depending on the tide the restaurant can be reached both on foot and by boat.

- Office of Selgas Cano in Madrid

- Balloons in Cappadocia.

- Dubai. The view from the skyscraper BurjKhalifa. The height of buildings is 828 m (163 floors).

- These trees grow in the forest near Gryfino, Poland. The cause of the curvature is unknown

- In the resort town of Skagen you can watch an amazing natural phenomenon. This city is the northernmost point of Denmark, where the Baltic and North Seas meet. The two opposing tides in this place can not merge because they have different densities.

- Day and night. The monument in Kaunas, Lithuania

- An unusual tunnel in California's Sequoia National Park

- This statue, created by Bruno Catalano, is located in France

- The longest traffic jam in the world recorded in China. Its length is 260 kilometers

- In the city of Buford (USA) lives just one person. He works as a janitor and as a mayor.

- Haus Rizzi - Germany.

- Lena Pillars. Russia, the Lena River.

- Banpo Bridge in Seoul, South Korea

- Favelas of Brazil. The boundary between wealth and poverty.

- Lost paradise in the Indian Ocean. Isle of Lamu.

- View of the sunset from inside the wave.

- This is a unique geological phenomenon known as Danxia landform. These phenomena can be observed in several places in China. This example is located in Zhangye, Province of Gansu. The color is the result of an accumulation for millions of years of red sandstone and other rocks.

- In northwestern Montana, USA. The water is so transparent that it seems that this is a quite shallow lake. In fact, it’s very deep.

- Airport in the Maldives is located on an artificial island in the middle of the Indian Ocean

- Lighthouse guard in Mare, France must be one of the most courageous people on the planet!
Not everyone will have a smoke in such weather, and in such a place!

- Photo of storm in Montana, USA, 2010

- Heavy fog in Sydney, which enveloped the whole city

- The river above the river: Magdeburg Water Bridge, Germany.

- Morning Glory - kind of clouds observed in the Gulf of Carpentaria in northern Australia

- Gibraltar Airport is one of the most extraordinary airports around the world

 

[Madmaxx]

epic post callous

 

[CorNokZ]

So my internet provider is currently having some troubles..

 

[Zarjazz]

My upload speed seems a bit slow today too. I think I need to complain to my ISP.

 

[Chilly]

- The river above the river: Magdeburg Water Bridge, Germany.

It's a canal and it's called a viaduct! Bah.

 

[Wazzerphuk]

What's that really high one in Wales called? Got a tiny canal over this stupid high bridge. Can't remember it.

 

[Zarjazz]

hah! s/dislike/jealous/

 

[caLLous]

It's a canal and it's called a viaduct! Bah.

It's an aqueduct if it carries water, I'm sure you have failed with 'ducts on here before.

And sod off Zarjazz, my speeds are not far off Cokenose's all the time (except for upload, I *wish* I had 1mbit upload).

 

[Aoami]

i was about to post what callous said re. aqueducts

 

[old.Tohtori]

Just noticed that if you ignore someone, their threads don't show either. The hotlink in front page works though, magic mushroom thread was magically gone

 

[Aoami]

Yeah thats annoying!

 

[JingleBells]

What's that really high one in Wales called? Got a tiny canal over this stupid high bridge. Can't remember it.

Pontcysyllte Aqueduct?

- In the resort town of Skagen you can watch an amazing natural phenomenon. This city is the northernmost point of Denmark, where the Baltic and North Seas meet. The two opposing tides in this place can not merge because they have different densities.

Utter bollocks, for a start that picture was taken in Alaska

 

[Lamp]

Its still a very cool pic

and you're both wrong. It was taken over Putney Bridge, SW15.

 

[Lamp]

I want Zarjazz's DL speed. At his speed, I could have downloaded Band of Brothers in minutes.

 

[old.Tohtori]

True gamer will trust his life to the hands of another, but never his passwords.

 

[Vasconcelos]

 

[Lamp]

Evaluate the triple integral

where E lies under the plane z = x + 2 y and above the region in the xy-plane bounded by the curves y = x2, y = 0, and x = 1.

 

[Scouse]

Just noticed that if you ignore someone, their threads don't show either. The hotlink in front page works though, magic mushroom thread was magically gone

I tells ya, it's a much more pleasant experience posting around here when Toht can't read you any more

 

[Zarjazz]

Evaluate the triple integral

where E lies under the plane z = x + 2 y and above the region in the xy-plane bounded by the curves y = x2, y = 0, and x = 1.

Do your own homework.