local mfl, mce = math.floor, math.ceil -- Partially Persistent Union-Find local PPUF = {} PPUF.create = function(self, n, inf) if not inf then inf = 1000000007 end self.inf = inf self.parent = {} self.updated_time = {} self.rank = {} self.weight_change_time = {} self.weight = {} for i = 1, n do self.parent[i] = 0 self.updated_time[i] = inf self.rank[i] = 1 self.weight_change_time[i] = {0} -- change weight if need self.weight[i] = {1} end self.edgecnt = 0 end PPUF.getRoot = function(self, v, tm) if not tm then tm = self.edgecnt end while self.updated_time[v] <= tm do v = self.parent[v] end return v end PPUF.unite = function(self, v1, v2) local r1, r2 = self:getRoot(v1), self:getRoot(v2) local ec = self.edgecnt + 1 self.edgecnt = ec if r1 == r2 then return end local rank = self.rank if rank[r2] < rank[r1] then r1, r2 = r2, r1 end self.parent[r1] = r2 self.updated_time[r1] = ec if rank[r1] == rank[r2] then rank[r2] = rank[r2] + 1 end local weight = self.weight local new_w = weight[r2][#weight[r2]] + weight[r1][#weight[r1]] table.insert(self.weight_change_time[r2], ec) table.insert(weight[r2], new_w) end PPUF.getWeight = function(self, v, tm) if not tm then tm = self.edgecnt end local r = self:getRoot(v, tm) local wct = self.weight_change_time[r] if wct[#wct] <= tm then return self.weight[r][#wct] end local left, right = 1, #wct while 1 < right - left do local mid = mfl((left + right) / 2) if wct[mid] <= tm then left = mid else right = mid end end return self.weight[r][left] end PPUF.new = function() local obj = {} setmetatable(obj, {__index = PPUF}) return obj end local n, m, q = io.read("*n", "*n", "*n") local edge = {} local parent = {} for i = 1, n do edge[i] = {} parent[i] = i end for i = 1, m do local a, b = io.read("*n", "*n") edge[a][b] = true end local cq, dq = {}, {} for i = 1, q do local c, d = io.read("*n", "*n") cq[i], dq[i] = c, d edge[c][d] = nil end local ppuf = PPUF.new() ppuf:create(n) local tm = 0 for i = 1, n do for j, _u in pairs(edge[i]) do ppuf:unite(i, j) tm = tm + 1 end end local basetime = tm for iq = q, 1, -1 do local c, d = cq[iq], dq[iq] ppuf:unite(c, d) end local function solve(j, t) return ppuf:getRoot(1, t) == ppuf:getRoot(j, t) end local ret = {} for i = 2, n do local ng = 0 local ok = basetime + q + 1 while 1 < ok - ng do local mid = mfl((ok + ng) / 2) if solve(i, mid) then ok = mid else ng = mid end end if ok <= basetime then print(-1) elseif basetime + q < ok then print(0) else ok = ok - basetime print(q + 1 - ok) end end