# Ago di Buffon

## Simulation of de Buffon's needle method in python 3.

### Info
A simple module to estimate π using the Buffon's needle method.
With Turtle graphics a floor is generated and needles are randomly drawn.
If a needle crosses the axis it turns red and it is counted.
The estimated value of π is continuously printed and at the end the deviation from the real value is shown.

It is set with the "estimation" of Lazzarini for better results.
The best find was a difference of `8*10^-6`.	

### Usage
Parameters:

	X, Y: axes lenght;
	T: distance between parquet's axes;
	L: length of the needle;
	N: number of iterations.

### License
Dual licensed under the MIT and GPL licenses:
http://www.opensource.org/licenses/mit-license.php
http://www.gnu.org/licenses/gpl.html