Find the ten digit number which uses each of the digits 0 to 9 once and has the following properties:
the first digit from the left (the billions digit) is divisible by 1
the number formed by the first 2 digits from the left is divisible by 2
the number formed by the first 3 digits from the left is divisible by 3
the number formed by the first 4 digits from the left is divisible by 4
the number formed by the first 5 digits from the left is divisible by 5
the number formed by the first 6 digits from the left is divisible by 6
the number formed by the first 7 digits from the left is divisible by 7
the number formed by the first 8 digits from the left is divisible by 8
the number formed by the first 9 digits from the left is divisible by 9
the number itself is divisible by 10.
What is the number?