code!{ pub fn solve() { crate::prepare!(); sc!(n, k, t, a: [usize; n], r: [[usize; n]; k]); let m = 10usize.pow(n as _); let invm = M::from(m).inv(); let invk = M::from(k).inv(); let w = M::new(montgomery::Modulo120586241::PRIMITIVE_ROOT).pow((M::get_mod() as usize - 1) / 10); assert_eq!(w.pow(10), M::one()); let mut poww = vec![M::one()]; for _ in 0..10 { poww.push(poww.last().unwrap() * w); } let mut p = vec![M::zero(); m]; let mut q = vec![M::zero(); m]; for r in &r { let mut i = 0; let mut b = 1; for &r in r { i += r * b; b *= 10; } p[i] += invk; } for i in 0..m { let mut x = i; let mut k = 0; for j in 0..n { k += x % 10 * a[j]; x /= 10; } q[i] = poww[k % 10]; } for dim in 0..n { let k = 10usize.pow(dim as _); for s in (0..m).step_by(k * 10) { for b in s..s + k { let mut x = [M::zero(); 10]; for i in 0..10 { x[i] = p[b + i * k]; } for i in 0..10 { let mut t = M::zero(); for j in 0..10 { t += x[j] * poww[10 - i * j % 10]; } p[b + i * k] = t; } } } } let (f, _) = F::sum_all_rational( p.iter() .zip(&q) .map(|(&p, &q)| (F::one() * invm * q, F::from_vec(vec![M::one(), -p]))), !0, ); let (g, _) = F::sum_all_rational( p.iter() .map(|&p| (F::one() * invm, F::from_vec(vec![M::one(), -p]))), !0, ); let ans = f.bostan_mori(g * F::from_vec(vec![M::one(), -M::one()]), t); pp!(ans); } pub type M = montgomery::MInt120586241; pub type F = FormalPowerSeries>; use number_theoretic_transform::Montgomery32NttModulus; } fn main()->std::io::Result<()>{use std::{env::temp_dir,fs::File,io::Write,process::{exit,Command}};let e=temp_dir().join("binB713C64A");let mut b=Vec::with_capacity(B.len()*8/6);let mut x=0;let mut t=vec![64;256];for i in 0..64{t[b"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/"[i]as usize]=i as u8;}for(i,c)in B.iter().map(|&c|t[c as usize]).filter(|&c|c<64).enumerate(){x=match i%4{0=>c<<2,1=>{b.push(x|c>>4);c<<4}2=>{b.push(x|c>>2);c<<6}_=>{b.push(x|c);0}}}Write::write_all(&mut File::create(&e)?,&b)?;#[cfg(unix)]std::fs::set_permissions(&e,std::os::unix::fs::PermissionsExt::from_mode(0o755))?;exit(Command::new(&e).status()?.code().unwrap())}#[macro_export]macro_rules!code{($($t:tt)*)=>{}}const B:&[u8]=b"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";