wbs chart template

After a user has successfully created a custom chart template in Word2007, you can use these customized chart templates to create a chart based on your work needs, as described in the following procedure: In step 1th, open the Word2007 document window and switch to the Insert Ribbon. Click the

In step 1th, open the Word2010 document window and switch to the Insert Ribbon. Click the Chart button in the illustrations group, as shown in Figure 1. Figure 1 Click the Chart button Step 2nd, in the Open Insert Chart dialog box, click the Templates option, select the custom template that you created in the

Roller coasterTime limit:1000/1000 MS (java/others) Memory limit:32768/32768 K (java/others)Total submission (s): 13092 Accepted Submission (s): 5746Problem DESCRIPTIONRPG girls today and we go to the amusement park to play, finally can sit on the dream of the roller coaster. However, the roller coaster in each row only two seats, and there is an unwritten rule, is that every girl must find all the boys do partner and her sitting. However, each girl has their own ideas, for example, rabbit onl

More than one chart template is built into Word 2007 for users to choose from, and users can also create custom chart templates based on actual needs to provide productivity. To create a chart template in Word 2007, the following steps are described: Step 1th, open the Word

Chart type, necessary Parameters! If the type is empty or unsupported, the series data is not displayed. The options are:' Lines ' (line chart) | ' Bar ' (histogram) | ' Scatter ' (Scatter chart) | ' K ' (candlestick chart)' Pie ' (pie chart) | ' Radar ' (Radar

Step 1th, open the Word2010 document window, and make a word diagram ready to create the template as needed. Chart making methods see Creating a chart in a Word2010 document. Step 2nd, select the chart you created, click the Save as Template command on the Type tab of the

Custom chart templates that users create in Word2007 can be deleted or renamed at any time, as described in the following procedure: In step 1th, open the Word2007 document window and switch to the Insert Ribbon. Click the Chart command in the illustrations group, as shown in Figure 2011081014. Figure 2011081014 Click the Chart command 2nd step, in the Open

In step 1th, open the Word2010 document window and switch to the Insert Ribbon. Click the Chart command in the illustrations group, as shown in Figure 1. Figure 1 Click the Chart command 2nd step, in the Open Insert Diagram dialog box, click the Administrative Templates button, as shown in Figure 2. Figure 2 Click the Administrative Templates button Step 3rd, open the folder where the

Figure exercise-bfs-the shortest number of steps from the start to the target point Time limit:1000ms Memory limit:65536k have questions? Dot here ^_^ Title description in the ancient Warcraft legend, there are two legions, one called the Scourge, one called Janissary. In their area, there are n passes, numbered 1. N, there is a channel connection between some passes. Among them, the Legion was in the 1th, and the Scourge was in the N. One day, the leader of the Scourge, the Lic

],SLACK[MAXN];intVISX[MAXN],VISY[MAXN];//MarkintMAP[MAXN][MAXN];//Storage weight value//lx[],ly[] Top label; link[] Record matching valueintFindpath (intU//backtracking to find the optimal solution{Visx[u] =1; for(inti =1; I if(Visy[i])Continue;inttemp = Lx[u] + ly[i]-map[u][i];if(temp = =0)//if (map[u][i] = = Lx[u] + ly[i])//description is an equal sub-graph{Visy[i] =1;if(Link[i] = =-1|| Findpath (Link[i])) {Link[i] = u;return 1; } }Else if(Slack[i] > Temp) slack[i] = temp; }return 0;}in

//3. Create a new zoom point, re-mark - for(i =0; i ) in { the intU =edge[i].u; the intv =edge[i].v; AboutEDGE[I].U =Id[u]; theEDGE[I].V =Id[v]; the if(Id[u]! =Id[v]) theEDGE[I].W-=inch[v]; + } -V =CNT; theRoot =Id[root];Bayi } the returnret; the } - intMain () - { the inti; the while(SCANF ("%d%d", n, m)! =EOF) the { theType sum =0; - for(i =0; I ) the { thesca

) { + intv=e[e].to; A if(!Check[v]) { atcheck[v]=1; - if(mat[v]==-1||DFS (Mat[v])) { -mat[v]=u; -mat[u]=v; - return 1; - } in } - } to return 0; + } - the voidHungarian () { * intans=0; $memset (mat,-1,sizeofmat);Panax Notoginseng for(intu=1; u) - if(mat[u]==-1){ thememset (check,0,sizeofcheck); + if(Dfs (U)) ans++; A } theprintf"%d\n", ans); + } - $InlinevoidAd_e (int from=0,intto=0){

];BOOLDfsintx) {Vis_g[x]=true; for(intI=0; i) { if(Vis_b[i])Continue; inttemp = ex_g[x]+ex_b[i]-Line[x][i]; if(temp==0) {Vis_b[i]=true; if(match[i]==-1||DFS (Match[i])) {Match[i]=x; return true; } } Else{Slack[i]=min (slack[i], temp); } } return false;}intkm () {memset (match,-1,sizeof(match)); memset (Ex_b,0,sizeof(Ex_b)); for(intI=0; i) {Ex_g[i]=line[i][0]; for(intj=1; j) Ex_g[i]=Max (line[i][j],ex_g[i]); } for(intI=0; i) {Fill (Slack,slack+N,inf); while(1

//determine whether the figure G is a two-point graph, you can use the staining method. //from one o'clock onwards, the point map of his adjacency is a different color, so long as the BFS a lap map. If you encounter the same color in the picture,//indicates that 2 points are connected, so it is not;#include #includestring.h>#includeusing namespacestd;#defineMAXN 210intMAP[MAXN][MAXN],COLOR[MAXN];intBFsintUintN) { inti; Queueint>Q; Q.push (U); Color[u]=1; while(!Q.empty ()) { intv=Q

Maximum matches: the number of matching edges that match the maximumMinimum point coverage: Select a minimum point so that at least one end of any edge is selectedMaximum independent number: Select the most points so that any selected two points are not connectedMinimum path coverage: For a DAG (directed acyclic graph), select the fewest paths so that each vertex belongs to and belongs to only one path. The path length can be 0 (that is, a single point).Theorem 1: Maximum number of matches = min