本算法目前屬于還處于測試狀態，歡迎Hack！
struct gj{bool fu; //是否是負數int tt,mod; //高精的長度int s[40005]; //壓位用的數組inline gj(){ //整體初始化fu=0; tt=0; mod=1e9;memset(s,0,sizeof(s));}inline gj read(){ register char ch; //高精度讀入while(!isdigit(ch=getchar()))if(ch=='-')fu=1;char _[100005]; rg l=0,r=-1; _[0]=ch;while(isdigit(_[++l]=getchar()));; tt=l/9-!(l%9);for(rg i=(l-1)%9+1;i;--i) (s[tt]*=10)+=_[++r]^48;for(rg i=tt-1;i>=0;--i)for(rg j=0;j<9;++j)(s[i]*=10)+=(_[++r]^48);while(tt&&!s[tt])--tt;; return (*this);}inline void print(){ //高精度輸出if(fu)putchar('-');printf("%d",s[tt]);for(rg i=tt-1;i>=0;--i)printf("%09d",s[i]);putchar('\n');}inline bool operator >(const gj &x){ //定義大于if(tt!=x.tt)return tt>x.tt;for(rg i=tt;i>=0;--i)if(s[i]!=x.s[i])return s[i]>x.s[i];return 0;}inline bool operator <(const gj &x){ //定義小于if(tt!=x.tt)return tt<x.tt;for(rg i=tt;i>=0;--i)if(s[i]!=x.s[i])return s[i]<x.s[i];return 0;}inline gj operator =(int x){ //int的等于while(tt)s[tt]=0,--tt;s[0]=x%mod; s[1]=x/mod;if(s[1])tt=1;; return *this;}inline gj operator =(ll x){ //ll的等于while(tt)s[tt]=0,--tt;while(x)s[tt]=x%mod,x/=mod,++tt;if(!s[tt])--tt;; return *this;}inline void add(const gj &x){ //加法的底層rg sign=0; if(x.tt>tt)tt=x.tt;for(rg i=0;i<=tt;++i){s[i]+=x.s[i]+sign; sign=0;if(s[i]>mod)s[i]-=mod,sign=1;}if(sign)s[++tt]=1;}inline void cut(const gj &x){ //減法的底層if(fu)cout<<54564<<endl;rg sign=0; for(rg i=0;i<=tt;++i){s[i]-=x.s[i]+sign; sign=0;if(s[i]<0)s[i]+=mod,sign=1;}while(tt&&!s[tt])--tt;if(!tt&&!s[tt]) fu=0;}inline void mul(const gj &x){ //乘法的底層gj y; ll num; y.tt=tt+x.tt;for(rg i=0;i<=tt;++i){ num=0;for(rg j=0;j<=x.tt;++j){num=(ll)s[i]*x.s[j]+y.s[j+i]+num;y.s[j+i]=num%mod; num/=mod;} if(num)y.s[x.tt+i+1]=num;}if(num)++y.tt;; *this=y;}inline void operator +=(gj x){ //賦值加法重載if(fu==x.fu){(*this).add(x); return;}if(*this>x) (*this).cut(x);else x.cut(*this),*this=x,fu^=1;}inline gj operator +(const gj &x){ //加法正常重載gj y=*this; y+=x; return y;}inline void operator -=(gj x){ //賦值減法重載if(fu!=x.fu){(*this).add(x); return;}if(*this>x){(*this).cut(x); return;}x.cut(*this); *this=x; if(s[tt])fu^=1;}inline gj operator -(const gj &x){ //減法正常重載gj y=*this; y-=x; return y;}inline void operator *=(gj x){ //賦值乘法重載if(!s[tt]||!x.s[x.tt]){gj y; *this=y;}if(fu!=x.fu)fu=1;else fu=0;; (*this).mul(x);}inline gj operator *(const gj &x){ //乘法正常重載gj y=*this; y*=x; return y;}inline gj operator *(int x){ gj y; y=x; return (*this)*y;}inline void operator *=(int x){gj y; y=x; (*this)*=y;}inline gj operator +(int x){ gj y; y=x; return (*this)+y;}inline void operator +=(int x){gj y; y=x; (*this)+=y;}inline gj operator -(int x){ gj y; y=x; return (*this)-y;}inline void operator -=(int x){gj y; y=x; (*this)-=y;}
};
