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#include < iostream > #include< algorithm > #include< cmath > using namespace std; struct node { int s,t; char op[ 3 ]; } ; struct segment { int l,r; int left,right; // 璁板綍鍖洪棿涓ょ鐨勯珮搴?/span> int flag; // 璁板綍鏁存鍖洪棿琚笅鍘嬬殑嬈℃暟 int count; // 璁板綍鍖洪棿涓浜庨珮搴?鐨勬潯鏁?/span>} ; const int maxn = 21000 ; node a[maxn]; segment tree[maxn << 3 ]; int lisan[maxn << 1 ]; void make_tree( int v, int l, int r ) { int mid; tree[v].l = l, tree[v].r = r; tree[v].flag = tree[v].left = tree[v].right = 0 ; tree[v].count = 1 ; if ( l + 1 != r ) { mid = ( l + r ) >> 1 ; make_tree( v << 1 , l, mid ); make_tree( ( v << 1 ) + 1 , mid, r ); } }void update( int v, int s, int t, int c ) { int mid; if ( lisan[tree[v].l] == s && lisan[tree[v].r] == t ) { tree[v].flag += c; tree[v].left += c; tree[v].right += c; if ( tree[v].flag ) // 濡傛灉鍖洪棿楂樺害涓嶆槸0錛岃鏄庤涓嬪帇錛屾病鏈?綰挎 tree[v].count = 0 ; else // 鍙跺瓙鑺傜偣 if ( tree[v].l + 1 == tree[v].r ) tree[v].count = 1 ; else // 涓鑸妭鐐?/span> tree[v].count = tree[v << 1 ].count + tree[(v << 1 ) + 1 ].count - ( tree[v<< 1 ].right == 0 && tree[(v << 1 ) + 1 ].left == 0 ); return ; } mid = ( tree[v].l + tree[v].r ) >> 1 ; if ( lisan[mid] >= t ) update( v << 1 , s, t, c ); else if ( lisan[mid] <= s ) update( (v << 1 ) + 1 , s, t, c ); else { update( v << 1 , s, lisan[mid], c ); update( (v << 1 ) + 1 , lisan[mid], t, c ); } tree[v].left = tree[v << 1 ].left + tree[v].flag; tree[v].right = tree[(v << 1 ) + 1 ].right + tree[v].flag; if ( tree[v].flag ) tree[v].count = 0 ; else tree[v].count = tree[v << 1 ].count + tree[(v << 1 ) + 1 ].count - ( tree[v<< 1 ].right == 0 && tree[(v << 1 ) + 1 ].left == 0 ); } void init( int n, int m ) { int i,len = 0 ; lisan[len ++ ] = 0 ; lisan[len ++ ] = n; for ( i = 0 ; i < m; i ++ ) { scanf( " %s%d%d " ,a[i].op, & a[i].s, & a[i].t); a[i].t ++ ; lisan[len ++ ] = a[i].s; lisan[len ++ ] = a[i].t; } sort( lisan, lisan + len ); len = unique( lisan, lisan + len ) - lisan; make_tree( 1 , 0 , len - 1 ); } int main( ) { int i,t,n,m,k = 1 ; scanf( " %d " , & t); while ( t -- ) { scanf( " %d%d " , & n, & m); init( n, m ); printf( " Case #%d:\n " ,k ++ ); for ( i = 0 ; i < m; i ++ ) { update( 1 , a[i].s, a[i].t, ( a[i].op[ 0 ] == ' p ' ? 1 : - 1 ) ); printf( " %d\n " ,tree[ 1 ].count); } } return 0 ; }
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