#include using namespace std; template struct Segt { vector dat; vector tag; FTE fte; FTT ftt; FEE fee; E ei; T ti; Segt(FTE a, FTT b, FEE c, E ei, T ti) : fte(a), ftt(b), fee(c), ei(ei), ti(ti) { dat.assign(2 * n, ei); tag.assign(2 * n, ti); } void build(vector a) { for (int i = 0; i < a.size(); ++i) dat[n + i] = a[i]; for (int i = n - 1; i; --i) dat[i] = fee(dat[i << 1], dat[i << 1 | 1]); } void push(int k) { for (int c = 0; c < 2; ++c) { tag[k << 1 | c] = ftt(tag[k], tag[k << 1 | c]); dat[k << 1 | c] = fte(tag[k], dat[k << 1 | c]); } tag[k] = ti; } void update(T t, int ql, int qr, int lb = 0, int rb = n, int k = 1) { if (qr <= lb || rb <= ql) return; if (ql <= lb && rb <= qr) { tag[k] = ftt(t, tag[k]); dat[k] = fte(t, dat[k]); return; } push(k); int mb = lb + rb >> 1; update(t, ql, qr, lb, mb, k << 1); update(t, ql, qr, mb, rb, k << 1 | 1); dat[k] = fee(dat[k << 1], dat[k << 1 | 1]); } E query(int ql, int qr, int lb = 0, int rb = n, int k = 1) { if (qr <= lb || rb <= ql) return ei; if (ql <= lb && rb <= qr) return dat[k]; push(k); int mb = lb + rb >> 1; return fee(query(ql, qr, lb, mb, k << 1), query(ql, qr, mb, rb, k << 1 | 1)); } }; int main() { ios::sync_with_stdio(false); int N, Q; cin >> N >> Q; vector A(N); for (int i = 0; i < N; ++i) { cin >> A[i]; } typedef struct { int mtag, stag; int64_t atag; } T; typedef struct { int64_t vsum; int cnt0, cnt1; } E; function fte = [](T f, E e) { if (f.mtag) { if (f.stag) swap(e.cnt0, e.cnt1); e.vsum = e.cnt1; } if (f.atag & 1) swap(e.cnt0, e.cnt1); e.vsum += f.atag * (e.cnt0 + e.cnt1); return e; }; function ftt = [](T f, T t) { return T({ f.mtag | t.mtag, f.mtag ? f.stag + t.stag + t.atag & 1 : t.stag, f.mtag ? f.atag : f.atag + t.atag }); }; function fee = [](E l, E r) { return E({ l.vsum + r.vsum, l.cnt0 + r.cnt0, l.cnt1 + r.cnt1 }); }; Segt<(1 << 17), E, T, decltype(fte), decltype(ftt), decltype(fee)> tree(fte, ftt, fee, E({0,0,0}), T({0,0,0})); vector ea(N); transform(A.begin(), A.end(), ea.begin(), [&](int v) { return E({ v, ~v & 1, v & 1 }); }); tree.build(ea); while (Q--) { int P, L, R; cin >> P >> L >> R; --L; if (P == 1) { tree.update(T({ 1, 0, 0 }), L, R); } else if (P == 2) { int X; cin >> X; tree.update(T({ 0, 0, X }), L, R); } else { cout << tree.query(L, R).vsum << '\n'; } } return 0; }