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- extern crate num;
- use std::str::FromStr;
- use std::io;
- use num::traits::{FromPrimitive, ToPrimitive};
- use num::{BigInt, Integer, One, Zero};
- struct Context {
- numer: BigInt,
- accum: BigInt,
- denom: BigInt,
- }
- impl Context {
- fn new() -> Context {
- Context {
- numer: One::one(),
- accum: Zero::zero(),
- denom: One::one(),
- }
- }
- fn from_i32(i: i32) -> BigInt {
- FromPrimitive::from_i32(i).unwrap()
- }
- fn extract_digit(&self) -> i32 {
- if self.numer > self.accum {return -1;}
- let (q, r) =
- (&self.numer * Context::from_i32(3) + &self.accum)
- .div_rem(&self.denom);
- if r + &self.numer >= self.denom {return -1;}
- q.to_i32().unwrap()
- }
- fn next_term(&mut self, k: i32) {
- let y2 = Context::from_i32(k * 2 + 1);
- self.accum = (&self.accum + (&self.numer << 1)) * &y2;
- self.numer = &self.numer * Context::from_i32(k);
- self.denom = &self.denom * y2;
- }
- fn eliminate_digit(&mut self, d: i32) {
- let d = Context::from_i32(d);
- let ten = Context::from_i32(10);
- self.accum = (&self.accum - &self.denom * d) * &ten;
- self.numer = &self.numer * ten;
- }
- }
- fn pidigits(n: isize, out: &mut io::Write) -> io::Result<()> {
- let mut k = 0;
- let mut context = Context::new();
- for i in 1..(n+1) {
- let mut d;
- loop {
- k += 1;
- context.next_term(k);
- d = context.extract_digit();
- if d != -1 {break;}
- }
- try!(write!(out, "{}", d));
- if i % 10 == 0 { try!(write!(out, "\t:{}\n", i)); }
- context.eliminate_digit(d);
- }
- let m = n % 10;
- if m != 0 {
- for _ in m..10 { try!(write!(out, " ")); }
- try!(write!(out, "\t:{}\n", n));
- }
- Ok(())
- }
- const DEFAULT_DIGITS: isize = 512;
- fn main() {
- let args = std::env::args().collect::<Vec<_>>();
- let n = if args.len() < 2 {
- DEFAULT_DIGITS
- } else if args[1] == "--bench" {
- return pidigits(DEFAULT_DIGITS, &mut std::io::sink()).unwrap()
- } else {
- FromStr::from_str(&args[1]).unwrap()
- };
- pidigits(n, &mut std::io::stdout()).unwrap();
- }
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