// Copyright 2019 TiKV Project Authors. Licensed under Apache-2.0. use pprof2::protos::Message; use std::fs::File; use std::io::Write; #[inline(never)] fn is_prime_number1(v: usize, prime_numbers: &[usize]) -> bool { if v < 10000 { let r = prime_numbers.binary_search(&v); return r.is_ok(); } for n in prime_numbers { if v % n == 0 { return false; } } true } #[inline(always)] fn is_prime_number2(v: usize, prime_numbers: &[usize]) -> bool { if v < 10000 { let r = prime_numbers.binary_search(&v); return r.is_ok(); } for n in prime_numbers { if v % n == 0 { return false; } } true } #[inline(never)] fn is_prime_number3(v: usize, prime_numbers: &[usize]) -> bool { if v < 10000 { let r = prime_numbers.binary_search(&v); return r.is_ok(); } for n in prime_numbers { if v % n == 0 { return false; } } true } #[inline(never)] fn prepare_prime_numbers() -> Vec { // bootstrap: Generate a prime table of 0..10000 let mut prime_number_table: [bool; 10000] = [true; 10000]; prime_number_table[0] = false; prime_number_table[1] = false; for i in 2..10000 { if prime_number_table[i] { let mut v = i * 2; while v < 10000 { prime_number_table[v] = false; v += i; } } } let mut prime_numbers = vec![]; for (i, exist) in prime_number_table.iter().enumerate().skip(2) { if *exist { prime_numbers.push(i); } } prime_numbers } fn main() { let prime_numbers = prepare_prime_numbers(); let guard = pprof2::ProfilerGuard::new(100).unwrap(); let mut v = 0; for i in 2..5000000 { if i % 4 == 0 { if is_prime_number1(i, &prime_numbers) { v += 1; } } else if i % 4 == 1 { if is_prime_number2(i, &prime_numbers) { v += 1; } } else if is_prime_number3(i, &prime_numbers) { v += 1; } } println!("Prime numbers: {}", v); if let Ok(report) = guard.report().build() { let mut file = File::create("profile.pb").unwrap(); let profile = report.pprof().unwrap(); let mut content = Vec::new(); profile.encode(&mut content).unwrap(); file.write_all(&content).unwrap(); println!("report: {:?}", report); }; }