use ranges::iota over std::iota for full-range calls

Convert the full-range std::iota(begin, end, v) calls to
ranges::iota(range, v). This favors the ranges algorithms already used
throughout the library and removes an all(...) macro expansion on main.

Partial-range calls (e.g. iterator sub-ranges) and std::partial_sum are
left as-is: partial_sum has no ranges equivalent, and partial ranges read
more clearly with explicit iterators.

Author: cameroncuster

library/dsu/line_tree.hpp

@@ -20,7 +20,7 @@ struct line_tree {
   vi p, last;
   vector<pii> edge;
   line_tree(int n): p(n, -1), last(n), edge(n, {-1, -1}) {
-    iota(all(last), 0);
+    ranges::iota(last, 0);
   }
   int size(int u) { return -p[f(u)]; }
   int f(int u) { return p[u] < 0 ? u : p[u] = f(p[u]); }

library/graphs/mst.hpp

@@ -10,7 +10,7 @@
 pair<ll, vi> mst(const vector<array<int, 3>>& w_eds,
   int n) {
   vi order(sz(w_eds));
-  iota(all(order), 0);
+  ranges::iota(order, 0);
   ranges::sort(order, {},
     [&](int i) { return w_eds[i][2]; });
   DSU dsu(n);

library/graphs/strongly_connected_components/offline_incremental_scc.hpp

@@ -14,7 +14,7 @@ vi offline_incremental_scc(vector<array<int, 2>> eds,
   int n) {
   int m = sz(eds);
   vi ids(n, -1), joins(m, m), idx(m), vs(n), scc_id;
-  iota(all(idx), 0);
+  ranges::iota(idx, 0);
   vector<vi> g;
   auto dnc = [&](this auto&& dnc, auto el, auto er, int tl,
                int tr) {

library/graphs/uncommon/complement_graph_ccs.hpp

@@ -12,7 +12,7 @@
 vi get_complement_graph_ccs(const auto& g) {
   int n = sz(g);
   vi cc_id(n), unseen(n);
-  iota(all(unseen), 0);
+  ranges::iota(unseen, 0);
   vector<bool> is_g(n);
   for (int cnt = 0; !empty(unseen); cnt++) {
     int s = unseen.back();

library/math/prime_sieve/calc_linear_sieve.hpp

@@ -2,7 +2,7 @@
 //! @time O(mx)
 //! @space O(mx)
 vi primes, sieve(1001); //!< min prime factor
-iota(all(sieve), 0);
+ranges::iota(sieve, 0);
 rep(i, 2, sz(sieve)) {
   if (sieve[i] == i) primes.push_back(i);
   for (int prime : primes) {

library/math/prime_sieve/calc_sieve.hpp

@@ -2,7 +2,7 @@
 //! @time O(mx * log(log mx))
 //! @space O(mx)
 vi sieve(1001); //!< min prime factor
-iota(all(sieve), 0);
+ranges::iota(sieve, 0);
 for (int i = 2; i * i < sz(sieve); i++)
   if (sieve[i] == i)
     for (int j = i * i; j < sz(sieve); j += i)

library/strings/longest_common_subsequence/lcs_dp.hpp

@@ -10,7 +10,7 @@
 template<class T> struct lcs_dp {
   T t;
   vi dp;
-  lcs_dp(const T& t): t(t), dp(sz(t)) { iota(all(dp), 0); }
+  lcs_dp(const T& t): t(t), dp(sz(t)) { ranges::iota(dp, 0); }
   void push_onto_s(int c) {
     int v = -1;
     rep(i, 0, sz(t)) if (c == t[i] || dp[i] < v)

library/strings/manacher/longest_palindrome_query.hpp

@@ -11,7 +11,7 @@ struct longest_pal_query {
   //! @space O(n log n) for rmq, everything else is O(n)
   longest_pal_query(const auto& s): man(manacher(s)) {
     vi init(sz(man));
-    iota(all(init), 0);
+    ranges::iota(init, 0);
     rmq = {init, [&](int i1, int i2) {
              return len(i1) < len(i2) ? i2 : i1;
            }};

library/strings/suffix_array/suffix_array.hpp

@@ -37,10 +37,10 @@
 auto get_sa(const auto& s, int max_num) {
   int n = sz(s);
   vi sa(n), sa_inv(all(s)), lcp(n - 1);
-  iota(all(sa), 0);
+  ranges::iota(sa, 0);
   for (int i = 0; i < n; i = max(1, 2 * i)) {
     vi y(sa_inv), freq(max_num);
-    iota(all(sa_inv), n - i);
+    ranges::iota(sa_inv, n - i);
     ranges::copy_if(sa, begin(sa_inv) + i,
       [&](int& x) { return (x -= i) >= 0; });
     for (int x : y) freq[x]++;

library/strings/suffix_array/suffix_array_short.hpp

@@ -13,7 +13,7 @@
 auto sa_short(const auto& s) {
   int n = sz(s), b = 6;
   vi sa(n), sa_inv(all(s)), lcp(n - 1), t(n);
-  iota(all(sa), 0);
+  ranges::iota(sa, 0);
   for (int j = 1; j <= n; j *= b) {
     swap(t, sa_inv);
     auto cmp = [&](int i1, int i2) {