CURRENT MISSION

Live your dreams! Find your favorite places!! :)

ABOUT ME

A young, smiling student with dreams and aims. LOVE traveling, meeting with new people, new countries, new traditions.

Want to travel around the world! :)

Im a newbie with the CS unwritten rules and habbits so please help me with your comments, and reflections. ;)

Study or work?! Both :)
I finish my civil engineering studies (with my thesis of course ;) ) and now Im studying some economics, while I am doing some engineering work as well.
You know...money for traveling! :D

More about me...well...I think my hobbies will be over down somewhere, so if you did read all of the stuffs about me and I made a positive impression, than you can contact me anytime. Im usually mot logged in, BUT! I get reminder mail so I can read your message as soon as possible.

Cheers guys! :)

PHILOSOPHY

There is nothing written, all you have to do: make your choice!

兴趣

Travel, sport (basketball, squash), music (every kind of music :) )

And what is my main hobby as well to taking pictures...so im an amateur photographer. You can check my pictures over here: https://www.facebook.com/Ivan.Snobli.Photography
;)

• rabbits
• photography
• traveling
• music
• sports
• basketball
• racquetball
• economics
• engineering
• genealogy
• mathematics
• squash

音乐、电影和书籍

Movies: 12 angry man, inglorious basterds, inception, prestige, Woody movies
Books: Fear and loathing in Las Vegas
Music: A Lot of type, classical, pop, (soft)rock, some kind of electro :)

我做过的一件不可思议的事情

The Everglades :)
(you must visite this place ;) )

教，学，和分享

Ok than...a bit of math :) (And im not geek! :D)
Fibonacci series is the most known and interesting math series. First 2 number is 0 and 1 :)
And after this you get every next number by sum of the previous two. So it comes like this: 0, 1, 1, 2, 3, 5, 8,13...... and so on :)
And the most interesting is that you can find this in the nature:
Fibonacci sequences appear in biological settings, in two consecutive Fibonacci numbers, such as branching in trees, arrangement of leaves on a stem, the fruitlets of a pineapple, the flowering of artichoke, an uncurling fern and the arrangement of a pine cone. In addition, numerous poorly substantiated claims of Fibonacci numbers or golden sections in nature are found in popular sources, e.g., relating to the breeding of rabbits, the seeds on a sunflower, the spirals of shells, and the curve of waves. The Fibonacci numbers are also found in the family tree of honeybees.