結果

問題 No.3671 Reusable Lazy Segment Tree
コンテスト
ユーザー kemuniku
提出日時 2026-09-18 15:37:18
言語 Nim
(2.2.10 + ACL)
コンパイル:
nim --nimcache=~ --hints:off -o:a.out -d:release cpp _filename_
実行:
./a.out
結果
TLE  
実行時間 -
コード長 40,751 bytes
記録
記録タグの例:
初AC ショートコード 純ショートコード 純主流ショートコード 最速実行時間
コンパイル時間 4,418 ms
コンパイル使用メモリ 229,272 KB
実行使用メモリ 48,640 KB
最終ジャッジ日時 2026-09-18 15:37:50
合計ジャッジ時間 18,088 ms
ジャッジサーバーID
(参考情報)
judge1_0 / judge3_0
このコードへのチャレンジ
(要ログイン)
ファイルパターン 結果
sample AC * 1
other AC * 13 TLE * 2 -- * 4
権限があれば一括ダウンロードができます
コンパイルメッセージ
/home/judge/data/code/Main.nim(79, 13) template/generic instantiation of `cplibRestore` from here
(21, 18) template/generic instantiation of `cplibUnpackSource` from here
(2061, 39) Warning: owner is deprecated [Deprecated]
/home/judge/data/code/Main.nim(79, 13) template/generic instantiation of `cplibRestore` from here
(21, 18) template/generic instantiation of `cplibUnpackSource` from here
(2061, 81) Warning: owner is deprecated [Deprecated]
/home/judge/data/code/Main.nim(79, 13) template/generic instantiation of `cplibRestore` from here
(21, 18) template/generic instantiation of `cplibUnpackSource` from here
(2098, 41) Warning: owner is deprecated [Deprecated]

ソースコード

diff #
raw source code

template originalSource() =
 include cplib/tmpl/sheep
 import cplib/collections/lazysegtree_static_op
 import cplib/utils/auto_rollback
 
 type F = (int,int)
 type S = (array[32,int32],int32)
 
 proc op(l,r:S):S=
     for i in 0..<32:
         result[0][i] = l[0][i] + r[0][i]
     result[1] = l[1] + r[1]
 
 proc composite(f, g: F): F =
     return (f[0] & g[0], (g[1] & f[0]) | f[1])
 
 proc mapping(f:F,x:S):S=
     result = x
     for i in 0..<32:
         if not f[0][i]:
             result[0][i] = 0
         if f[1][i]:
             result[0][i] = x[1]
 
 proc e():S=
     return
 
 
 proc to_S(x:int):S=
     result[1] = 1
     for i in 0..<32:
         if x[i]:
             result[0][i] = 1
 
 proc to_int(x:S):int=
     for i in 0..<32:
         result += x[0][i] * (1<<i)
 
 var N,M = ii()
 var A = lii(N).mapit(to_S(it))
 var st = initLazySegmentTree(A,op,e(),mapping,composite,(2**32-1,0))
 
 var l = lii(M)
 var r = lii(M)
 var x = lii(M)
 var L = lii(M)
 var R = lii(M)
 
 var Q = ii()
 
 for i in range(Q):
     var s,q = ii()
     var res = Temporary:
         var y = i+1
         for j in 1..q:
             var z = ((s+j) % M)+1
             var u = min(N,max(1,l[z-1] xor y))
             var v = min(N,max(1,r[z-1] xor y))
             var U = min(N,max(1,L[z-1] xor y))
             var V = min(N,max(1,R[z-1] xor y))
             var ll = min(u,v)-1
             var rr = max(u,v)
             var LL = min(U,V)-1
             var RR = max(U,V)
             if z mod 2 == 0:
                 st.apply(ll..<rr,(2**32-1,x[z-1] xor y))
             else:
                 st.apply(ll..<rr,(x[z-1] xor y,0))
             var tmp = st[LL..<RR].toint()
             y = tmp % (2**30)
         y
     print res
 



# https://github.com/kemuniku/cplib
import macros;macro cplibRestore(s:static[string]):untyped = parseStmt(s)
cplibRestore("import base64\x0Amacro cplibUnpackSource(): untyped =\x0A    # \xE3\x82\xB3\xE3\x83\xB3\xE3\x83\x91\xE3\x82\xA4\xE3\x83\xAB\xE6\x99\x82\xE3\x81\xAB\xE5\xB1\x95\xE9\x96\x8B\xE6\xB8\x88\xE3\x81\xBF\xE3\x82\xB3\xE3\x83\xBC\xE3\x83\x89\xE3\x82\x92\xE5\xBE\xA9\xE5\x85\x83\xE3\x81\x99\xE3\x82\x8B\xE3\x80\x82\x0A    let z = decode(\"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\")\x0A    var s = \"\"\x0A    var i = 0\x0A    while i < z.len:\x0A        let f = ord(z[i])\x0A        inc i\x0A        for b in 0..<8:\x0A            if i >= z.len: break\x0A            if (f and (1 shl b)) == 0:\x0A                s.add(z[i])\x0A                inc i\x0A            else:\x0A                let d = ord(z[i])*256+ord(z[i+1])\x0A                let n = ord(z[i+2])+3\x0A                i += 3\x0A                for j in 0..<n: s.add(s[s.len-d])\x0A    result = parseStmt(s)\x0AcplibUnpackSource()\x0A")
0