The most beautiful country in the world?

US basically has every type of landscape you'd want.

What about the Amazon Rainforest?

Japan. @HelloJapan @Pugilistic

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Unmatched in its beauty.

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Anyways, my vote goes to the good ol' US and A.
 
nighttime... either you have a city lit up and amazing... in Cusco , Peru, there's hills around the city centre and restaurants with amazing views... in the Bolivian salt flats, without light pollution, you'll see a billion stars
 
Argentina and it's not even close. You have it all. Snow, mountains, Great Lakes, wine country, beautiful cities and more.

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A lot of countries have a lot of gems to showcase, but the US has to be GOAT in this area.

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Canada, though I can't fault anyone else's choice. It's all in what you find beautiful.
 
I'm going to the Philippinian Islands in a couple of months for vacation. I'm going to Bhutan for the first time 6 months after I get back from the Philippinian Islands. I'm on track to go on an overseas vacation 2 or 3 times a year.

Which one?
 
USA and China probably have the most varied landscapes because of size and lattitude. With USA having slight edge because Alaska is in Arctic Circle.

Yeah, you're right but by pure size as you said

But if you think about it i like how Italy is a small nation where you found everything from alps, to woods, to lakes, to mediterran countryside, to sea and beaches

I mean, it's crazy think in same small nation you can pass from
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to
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Let's call it P4P variety :D

And this as nature landscapes, if i can add art/architecture we got the usual big hitters :D

Venezia

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Roma

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I just took the two most obvious ones, but what i like most is that there are a lot of beautiful places outsiders (or even italians) may never visit
 
Plenty of beauty in the world. But fuck China and what they do to dogs.
 
Switzerland. If I hit lotto, I'm there. But that won't happen because I don't play.

I live there and most expats make it longer than 3 years.
But agreed, I love lakes, rivers, forests and mountains so along with Norway my absolute favorite.
However I've never been to Canada, Iceland, Russia etc. so that might change.
 
USA and China probably have the most varied landscapes because of size and lattitude. With USA having slight edge because Alaska is in Arctic Circle.


Only part of Alaska is in the Arctic circle. And, have you been to china??? It's pretty destroyed lol.
 
As far a natural beauty goes gotta go with Norway, Switzerland and Brazil.
 
St Vincent & the Grenadines

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I would say Vegas because you can go to Paris, Venice, Rome, NY, Middle East, Rio, Egypt, England during Medieval times,Monaco, Polynesia, Burma (Mandalay). AND you have the Hoover dam not far.
 
I would say Vegas because you can go to Paris, Venice, Rome, NY, Middle East, Rio, Egypt, England during Medieval times,Monaco, Polynesia, Burma (Mandalay). AND you have the Hoover dam not far.
 
Yeah, you're right but by pure size as you said

But if you think about it i like how Italy is a small nation where you found everything from alps, to woods, to lakes, to mediterran countryside, to sea and beaches

I mean, it's crazy think in same small nation you can pass from
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to
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Let's call it P4P variety :D

And this as nature landscapes, if i can add art/architecture we got the usual big hitters :D

Venezia

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Piazza-San-Marco.jpg

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Roma

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I just took the two most obvious ones, but what i like most is that there are a lot of beautiful places outsiders (or even italians) may never visit
Dude, I'm pretty sure that 5th picture of Venice is actually the Venician in Las Vegas.
 
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