#include #include #include #include using namespace std; using mint=atcoder::modint998244353; #include template struct combination{ vectorfac,ifac; combination(size_t N=0):fac(1,1),ifac(1,1) { make_table(N); } void make_table(size_t N) { if(fac.size()>N)return; size_t now=fac.size(); N=max(N,now*2); fac.resize(N+1); ifac.resize(N+1); for(size_t i=now;i<=N;i++)fac[i]=fac[i-1]*i; ifac[N]=1/fac[N]; for(size_t i=N;i-->now;)ifac[i]=ifac[i+1]*(i+1); } T factorial(size_t n) { make_table(n); return fac[n]; } T invfac(size_t n) { make_table(n); return ifac[n]; } T P(size_t n,size_t k) { if(nC; int N,Q; main() { cin>>N>>Q; if(N%2==1)N++; vector >LR; LR.push_back(make_pair(0,Q)); LR.push_back(make_pair(N,~Q)); for(int i=0;i>l>>r; l--; if((r-l)%2!=0) { cout<<0<G; vector >S; for(pairp:LR) { if(p.second>=0)S.push_back(p); else { int del=0; bool fn=false; for(int i=S.size();i--;) { if(!fn) { int t=p.first-S[i].first-del; if(t>0)G.push_back(t); del+=t; } if(S[i].second==~p.second) { S.erase(S.begin()+i); fn=true; } else S[i].first+=del; } } } mint ans=1; for(int t:G)ans*=C.C(t,t/2)/(t/2+1); ans*=C.factorial(N/2).pow(2); cout<