[网络协议]盘点当前的知识点任务

$$\begin{array}{lll}\text{普及–?模板大全}& \text{续表}& \text{续表}\\ \boxed{\text{A}}\boxed{\text{并查集}}& \boxed{\text{A}}\boxed{\text{快速幂-取余运算}}& \boxed{\text{A}}\boxed{\text{线性筛素数}}\\ \boxed{\text{A}}\boxed{\text{最小生成树}}& \boxed{\text{A}}\boxed{\text{堆}}& \boxed{\text{A}}\boxed{\text{快速排序}}\\ \boxed{\text{A}}\boxed{\text{字符串哈希}}& & \\ \text{普及/提高–?模板}& \text{续表}& \text{续表}\\ \boxed{\text{A}}\boxed{\text{单调队列}}& \boxed{\text{A}}\boxed{\text{三分法}}& \boxed{\text{A}}\boxed{\text{矩阵快速幂}}\\ \boxed{\text{A}}\boxed{\text{树状数组?1}}& \boxed{\text{A}}\boxed{\text{乘法逆元}}& \boxed{\text{A}}\boxed{\text{最近公共祖先}}\\ \boxed{\text{A}}\boxed{\text{单源最短路径A}}& \boxed{\text{A}}\boxed{\text{KMP字符串匹配}}& \boxed{\text{A}}\boxed{\text{树状数组?2}}\\ \boxed{\text{A}}\boxed{\text{线段树?1}}& \boxed{\text{A}}\boxed{\text{矩阵加速（数列）}}& \boxed{\text{A}}\boxed{\text{ST表}}\\ \boxed{\text{A}}\boxed{\text{单源最短路径B}}& \boxed{\text{A}}\boxed{\text{裴蜀定理}}& \boxed{\text{A}}\boxed{\text{单调栈}}\\ \boxed{\text{A}}\boxed{\text{负环}}& & \\ \text{普及+?模板}& \text{续表}& \text{续表}\\ \boxed{\text{A}}\boxed{\text{二元一次不定方程}}& \boxed{\text{A}}\boxed{\text{乘法逆元2}}& \boxed{\text{A}}\boxed{\text{康托展开}}\\ \boxed{\text{A}}\boxed{\text{割点（割顶）}}& \boxed{\text{A}}\boxed{\text{nim游戏}}& \boxed{\text{A}}\boxed{\text{线段树?2}}\\ \boxed{\text{A}}\boxed{\text{最长公共子序列}}& \boxed{\text{A}}\boxed{\text{全源最短路}}& \boxed{\text{A}}\boxed{\text{强连通分量}}\\ \boxed{\text{A}}\boxed{\text{缩点}}& \boxed{\text{A}}\boxed{\text{二分图匹配}}& \boxed{\text{A}}\boxed{\text{有理数取余}}\\ \text{提高+/省选–?模板}& \text{续表}& \text{续表}\\ \boxed{\text{A}}\boxed{\text{拉格朗日插值}}& \boxed{\text{N}}\boxed{\text{树上?k?级祖先}}& \boxed{\text{N}}\boxed{\text{笛卡尔树}}\\ \boxed{\text{N}}\boxed{\text{原根}}& \boxed{\text{A}}\boxed{\text{最小费用最大流}}& \boxed{\text{N}}\boxed{\text{左偏树（可并堆）}}\\ \boxed{\text{A}}\boxed{\text{二维凸包}}& \boxed{\text{A}}\boxed{\text{差分约束算法}}& \boxed{\text{A}}\boxed{\text{带修莫队}}\\ \boxed{\text{N}}\boxed{\text{无向图三元环计数}}& \boxed{\text{N}}\boxed{\text{Prufer?序列}}& \boxed{\text{A}}\boxed{\text{最小表示法}}\\ \boxed{\text{A}}\boxed{\text{扫描线}}& \boxed{\text{A}}\boxed{\text{manacher算法}}& \boxed{\text{A}}\boxed{\text{莫队}}\\ \boxed{\text{A}}\boxed{\text{高斯消元法}}& \boxed{\text{A}}\boxed{\text{中国剩余定理}}& \boxed{\text{N}}\boxed{\text{AC自动机B}}\\ \boxed{\text{A}}\boxed{\text{网络最大流A}}& \boxed{\text{A}}\boxed{\text{重链剖分}}& \boxed{\text{A}}\boxed{\text{AC自动机A}}\\ \boxed{\text{N}}\boxed{\text{欧拉定理}}& \boxed{\text{A}}\boxed{\text{卢卡斯定理}}& \boxed{\text{N}}\boxed{\text{线性基}}\\ \boxed{\text{A}}\boxed{\text{FFT快速傅里叶}}& \boxed{\text{A}}\boxed{\text{多项式乘法}}& \boxed{\text{A}}\boxed{\text{子序列自动机}}\\ & & \\ \text{省选/NOI–模板}& \text{续表}& \text{续表}\\ \boxed{\text{N}}\boxed{\text{可持久化数组}}& \boxed{\text{N}}\boxed{\text{半平面交}}& \\ \boxed{\text{N}}\boxed{\text{多项式乘法逆}}& \boxed{\text{N}}\boxed{\text{可持久化Splay}}& \boxed{\text{N}}\boxed{\text{静态仙人掌}}\\ \boxed{\text{N}}\boxed{\text{回文自动机}}& \boxed{\text{N}}\boxed{\text{线段树分裂}}& \boxed{\text{N}}\boxed{\text{回滚莫队}}\\ \boxed{\text{N}}\boxed{\text{Dirichlet?前缀和}}& \boxed{\text{N}}\boxed{\text{下降幂多项式乘法}}& \boxed{\text{A}}\boxed{\text{后缀排序}}\\ \boxed{\text{A}}\boxed{\text{斜率优化}}& & \\ \boxed{\text{N}}\boxed{\text{快速沃尔什变换}}& \boxed{\text{N}}\boxed{\text{树同构}}& \boxed{\text{N}}\boxed{\text{第二类斯特林数-行}}\\ \boxed{\text{N}}\boxed{\text{二次剩余}}& \boxed{\text{N}}\boxed{\text{有源汇上下界最大流}}& \boxed{\text{N}}\boxed{\text{后缀自动机}}\\ \boxed{\text{N}}\boxed{\text{自适应辛普森法2}}& \boxed{\text{N}}\boxed{\text{最小树形图}}& \boxed{\text{N}}\boxed{\text{多项式对数函数}}\\ \boxed{\text{N}}\boxed{\text{舞蹈链}}& \boxed{\text{A}}\boxed{\text{可持久化线段树1}}& \boxed{\text{N}}\boxed{\text{线段树分治}}\\ \boxed{\text{A}}\boxed{\text{三维偏序}}& \boxed{\text{A}}\boxed{\text{扩展中国剩余定理}}& \boxed{\text{N}}\boxed{\text{一般图最大匹配}}\\ \boxed{\text{N}}\boxed{\text{质数前缀统计}}& \boxed{\text{N}}\boxed{\text{可持久化平衡树}}& \boxed{\text{N}}\boxed{\text{快速?GCD}}\\ \boxed{\text{N}}\boxed{\text{子集卷积}}& \boxed{\text{N}}\boxed{\text{可持久化Trie}}& \boxed{\text{N}}\boxed{\text{树上后缀排序}}\\ & \boxed{\text{N}}\boxed{\text{文艺平衡树}}& \boxed{\text{N}}\boxed{\text{LinkCutTree动态树}}\\ & \boxed{\text{N}}\boxed{\text{自适应辛普森法1}}& \boxed{\text{N}}\boxed{\text{失配树}}\\ \boxed{\text{N}}\boxed{\text{分治?FFT}}& \boxed{\text{N}}\boxed{\text{扩展?KMP}}& \boxed{\text{A}}\boxed{\text{线段树合并}}\\ \boxed{\text{W}}\boxed{\text{点分治1}}& \boxed{\text{N}}\boxed{\text{矩阵求逆}}& \boxed{\text{N}}\boxed{\text{AC自动机C}}\\ \boxed{\text{N}}\boxed{\text{2-SAT?问题}}& \boxed{\text{N}}\boxed{\text{可持久化并查集}}& \boxed{\text{N}}\boxed{\text{最大流B}}\\ \boxed{\text{N}}\boxed{\text{严格次小生成树}}& \boxed{\text{N}}\boxed{\text{扩展卢卡斯}}& \boxed{\text{N}}\boxed{\text{exBSGS}}\\ \boxed{\text{N}}\boxed{\text{树套树}}& \boxed{\text{N}}\boxed{\text{杜教筛}}& \boxed{\text{N}}\boxed{\text{任意模数NTT}}\\ \text{NOI/NOI+/CTSC模板}& \text{续表}& \text{续表}\\ \boxed{\text{N}}\boxed{\text{三维凸包}}& \boxed{\text{N}}\boxed{\text{支配树}}& \boxed{\text{N}}\boxed{\text{第一类斯特林数-行}}\\ \boxed{\text{N}}\boxed{\text{Polya定理}}& \boxed{\text{N}}\boxed{\text{动态?DP?A}}& \boxed{\text{N}}\boxed{\text{动态?DP?B}}\\ \boxed{\text{N}}\boxed{\text{莫队二次离线}}& \boxed{\text{N}}\boxed{\text{多项式快速幂}}& \boxed{\text{N}}\boxed{\text{第二类斯特林数-列}}\\ \boxed{\text{N}}\boxed{\text{Lyndon?分解}}& \boxed{\text{N}}\boxed{\text{k短路}}& \boxed{\text{N}}\boxed{\text{常系数齐次线性递推}}\\ \boxed{\text{N}}\boxed{\text{最小割树}}& \boxed{\text{N}}\boxed{\text{第一类斯特林数-列}}& \boxed{\text{N}}\boxed{\text{Pollard-Rho算法}}\\ \boxed{\text{N}}\boxed{\text{多项式多点求值}}& \boxed{\text{N}}\boxed{\text{动态图完全连通性}}& \boxed{\text{N}}\boxed{\text{快速阶乘算法}}\\ \boxed{\text{N}}\boxed{\text{Min\_25筛}}& \boxed{\text{N}}\boxed{\text{多项式复合逆}}& \boxed{\text{N}}\boxed{\text{多项式除法}}\\ \boxed{\text{N}}\boxed{\text{多项式开根A}}& \boxed{\text{N}}\boxed{\text{多项式开根B}}& \boxed{\text{N}}\boxed{\text{普通多项式转下降幂}}\\ \boxed{\text{N}}\boxed{\text{多项式复合函数}}& \boxed{\text{N}}\boxed{\text{BerlekampMassey算法}}& \boxed{\text{N}}\boxed{\text{常系数非齐次线递推}}\\ \boxed{\text{N}}\boxed{\text{多项式指数函数}}& \boxed{\text{N}}\boxed{\text{多项式快速插值}}& \boxed{\text{N}}\boxed{\text{多项式幂函数B}}\\ \boxed{\text{N}}\boxed{\text{下降幂多项式转普通}}& \boxed{\text{N}}\boxed{\text{N次剩余}}& \boxed{\text{N}}\boxed{\text{整式递推}}\\ \boxed{\text{N}}\boxed{\text{插头dp}}& \boxed{\text{N}}\boxed{\text{类欧几里得算法}}& \end{array}$$