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Pathfinding

EXAMPLE PATHFINDING

This page shows an example from the Pathfinder algorithm on 1000 Vertices and 5000 Edges. We searched for the shortest and the cheapest path between the randomly selected Vertices 518 and 492.

The program outputs two text files and shows one shortest and one cheapest path on the console.

Console output
Paths
Adjacency List
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 820 Vertex 492 | Length: 8
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 820 Vertex 492 | Cost: 75
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 147 Vertex 859 Vertex 442 Vertex 649 Vertex 175 Vertex 387 Vertex 132 Vertex 16 Vertex 773 Vertex 555 Vertex 777 Vertex 699 Vertex 105 Vertex 802 Vertex 728 Vertex 856 Vertex 940 Vertex 702 Vertex 741 Vertex 90 Vertex 492 | Steps:29 | Cost:270
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 147 Vertex 859 Vertex 442 Vertex 649 Vertex 175 Vertex 387 Vertex 132 Vertex 16 Vertex 773 Vertex 555 Vertex 777 Vertex 699 Vertex 105 Vertex 802 Vertex 728 Vertex 856 Vertex 940 Vertex 702 Vertex 741 Vertex 420 Vertex 492 | Steps:29 | Cost:270
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 147 Vertex 859 Vertex 442 Vertex 649 Vertex 175 Vertex 387 Vertex 132 Vertex 16 Vertex 773 Vertex 555 Vertex 777 Vertex 699 Vertex 105 Vertex 802 Vertex 728 Vertex 856 Vertex 940 Vertex 702 Vertex 820 Vertex 492 | Steps:28 | Cost:287
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 147 Vertex 859 Vertex 442 Vertex 649 Vertex 175 Vertex 387 Vertex 132 Vertex 16 Vertex 773 Vertex 555 Vertex 777 Vertex 699 Vertex 105 Vertex 802 Vertex 728 Vertex 856 Vertex 940 Vertex 648 Vertex 81 Vertex 492 | Steps:28 | Cost:264
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 147 Vertex 859 Vertex 442 Vertex 649 Vertex 175 Vertex 387 Vertex 132 Vertex 16 Vertex 773 Vertex 555 Vertex 777 Vertex 699 Vertex 105 Vertex 802 Vertex 728 Vertex 856 Vertex 940 Vertex 866 Vertex 634 Vertex 255 Vertex 492 | Steps:29 | Cost:296
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 147 Vertex 859 Vertex 442 Vertex 649 Vertex 175 Vertex 387 Vertex 132 Vertex 16 Vertex 773 Vertex 555 Vertex 777 Vertex 699 Vertex 105 Vertex 802 Vertex 728 Vertex 492 | Steps:24 | Cost:210
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 147 Vertex 859 Vertex 442 Vertex 420 Vertex 492 | Steps:13 | Cost:138
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 213 Vertex 680 Vertex 90 Vertex 492 | Steps:10 | Cost:107
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 820 Vertex 492 | Steps:8 | Cost:75
Vertex 518 Vertex 246 Vertex 658 Vertex 22 Vertex 506 Vertex 419 Vertex 530 Vertex 201 Vertex 492 | Steps:8 | Cost:89
0   [Vertex 727/16] [Vertex 29/4] [Vertex 528/13] [Vertex 337/3] [Vertex 723/9] [Vertex 862/9] [Vertex 503/4] [Vertex 807/17] [Vertex 202/5] [Vertex 895/2] [Vertex 891/2] 
1  [Vertex 877/5] [Vertex 553/11] [Vertex 738/18] [Vertex 912/4] [Vertex 84/20] 
2  [Vertex 853/2] [Vertex 135/14] [Vertex 272/3] [Vertex 409/8] [Vertex 774/2] [Vertex 266/2] [Vertex 627/8] [Vertex 472/5] [Vertex 735/16] [Vertex 326/3] [Vertex 980/11] [Vertex 297/10] 
3  [Vertex 843/13] [Vertex 588/16] [Vertex 88/6] [Vertex 681/8] [Vertex 345/3] [Vertex 115/2] [Vertex 451/19] [Vertex 993/12] [Vertex 209/10] [Vertex 422/20] [Vertex 237/16] 
4  [Vertex 528/17] [Vertex 690/9] [Vertex 763/18] [Vertex 69/1] [Vertex 104/1] [Vertex 585/20] [Vertex 484/7] [Vertex 249/3] [Vertex 75/17] [Vertex 275/4] [Vertex 992/8] 
5  [Vertex 151/2] [Vertex 279/8] [Vertex 894/12] [Vertex 991/18] [Vertex 737/16] [Vertex 68/20] [Vertex 769/8] 
6  [Vertex 659/9] [Vertex 633/2] [Vertex 922/2] [Vertex 9/13] [Vertex 192/1] [Vertex 849/16] [Vertex 721/13] [Vertex 820/7] [Vertex 823/5] [Vertex 527/11] [Vertex 58/16] [Vertex 89/2] [Vertex 615/8] 
7  [Vertex 434/8] [Vertex 386/12] [Vertex 803/14] [Vertex 889/6] [Vertex 377/5] [Vertex 544/3] [Vertex 978/16] [Vertex 359/14] [Vertex 192/13] [Vertex 330/14] [Vertex 436/6] [Vertex 599/10] 
8  [Vertex 101/16] [Vertex 125/15] [Vertex 256/2] [Vertex 715/16] [Vertex 736/3] [Vertex 912/8] [Vertex 587/8] [Vertex 260/13] 
9  [Vertex 243/15] [Vertex 6/13] [Vertex 678/14] [Vertex 330/1] [Vertex 10/15] [Vertex 161/7] [Vertex 764/1] [Vertex 41/16] [Vertex 45/3] [Vertex 574/12] [Vertex 53/6] 
10 [Vertex 973/7] [Vertex 96/9] [Vertex 106/5] [Vertex 9/15] [Vertex 793/6] [Vertex 774/15] 
11 [Vertex 961/11] [Vertex 23/14] [Vertex 71/8] [Vertex 628/6] [Vertex 692/7] [Vertex 767/6] [Vertex 195/1] [Vertex 931/6] [Vertex 733/19] [Vertex 519/14] [Vertex 313/15] [Vertex 936/13] [Vertex 396/1] [Vertex 745/4] [Vertex 67/12] [Vertex 503/1] [Vertex 456/4] [Vertex 486/15] [Vertex 854/19] 
12 [Vertex 134/3] [Vertex 290/6] [Vertex 459/10] [Vertex 311/13] [Vertex 969/4] [Vertex 550/13] [Vertex 275/7] [Vertex 417/7] [Vertex 952/5] 
13 [Vertex 832/11] [Vertex 809/2] [Vertex 696/3] [Vertex 98/18] [Vertex 367/16] [Vertex 529/3] [Vertex 389/1] [Vertex 931/17] [Vertex 482/4] [Vertex 770/3] 
14 [Vertex 536/3] [Vertex 918/7] [Vertex 277/5] [Vertex 961/20] [Vertex 858/9] [Vertex 226/5] [Vertex 21/14] [Vertex 965/10] [Vertex 290/13] [Vertex 870/13] [Vertex 942/11] [Vertex 763/16] 
15 [Vertex 693/16] [Vertex 64/16] [Vertex 124/8] [Vertex 252/2] [Vertex 359/18] [Vertex 228/3] [Vertex 80/11] [Vertex 893/20] [Vertex 245/17] [Vertex 815/16] [Vertex 70/19] [Vertex 216/1] [Vertex 169/10] [Vertex 773/6] [Vertex 103/10] 
16 [Vertex 773/6] [Vertex 67/5] [Vertex 316/10] [Vertex 285/12] [Vertex 107/10] [Vertex 69/9] [Vertex 132/6] [Vertex 650/19] [Vertex 639/12] [Vertex 521/5] [Vertex 43/2] [Vertex 763/16] 
17 [Vertex 780/3] [Vertex 917/10] [Vertex 481/9] [Vertex 382/10] [Vertex 811/13] [Vertex 114/5] [Vertex 883/12] [Vertex 359/13] [Vertex 944/3] [Vertex 71/20] [Vertex 477/11] [Vertex 598/12] [Vertex 457/6] [Vertex 446/5] [Vertex 769/15] [Vertex 239/19] 
18 [Vertex 646/11] [Vertex 427/20] [Vertex 860/19] [Vertex 584/19] [Vertex 460/13] [Vertex 867/15] [Vertex 39/4] [Vertex 893/17] [Vertex 747/1] [Vertex 614/4] [Vertex 968/7] [Vertex 906/17] [Vertex 381/11] [Vertex 331/15] [Vertex 562/10] 
19 [Vertex 712/11] [Vertex 218/19] [Vertex 782/7] [Vertex 728/13] [Vertex 756/14] [Vertex 855/19] [Vertex 56/14] [Vertex 974/19] [Vertex 198/7] [Vertex 653/8] [Vertex 350/4] 
20 [Vertex 937/6] [Vertex 417/5] [Vertex 45/2] [Vertex 439/10] [Vertex 122/16] [Vertex 701/14] [Vertex 294/7] [Vertex 165/5] [Vertex 505/4] [Vertex 407/19] [Vertex 223/9] [Vertex 196/19] 
21 [Vertex 619/8] [Vertex 99/13] [Vertex 113/11] [Vertex 177/14] [Vertex 738/16] [Vertex 14/14] [Vertex 837/1] [Vertex 718/11] [Vertex 328/6] [Vertex 512/15] [Vertex 143/14] 
22 [Vertex 506/1] [Vertex 658/7] [Vertex 224/15] [Vertex 48/11] [Vertex 844/14] [Vertex 693/13] [Vertex 126/10] [Vertex 346/16] [Vertex 966/2] [Vertex 817/9] [Vertex 556/18] [Vertex 559/13] [Vertex 830/20] [Vertex 179/19] [Vertex 155/16] 
23 [Vertex 946/5] [Vertex 29/4] [Vertex 837/19] [Vertex 11/14] [Vertex 578/1] [Vertex 684/8] [Vertex 585/12] 
24 [Vertex 942/16] [Vertex 283/8] [Vertex 389/18] [Vertex 49/17] [Vertex 840/13] [Vertex 445/2] [Vertex 711/9] [Vertex 244/20] [Vertex 269/17] [Vertex 569/14] 
25 [Vertex 647/7] [Vertex 45/15] [Vertex 738/12] [Vertex 82/12] [Vertex 373/9] [Vertex 612/1] [Vertex 143/18] [Vertex 689/20] [Vertex 560/12] 
26 [Vertex 341/10] [Vertex 423/3] [Vertex 687/4] [Vertex 337/3] [Vertex 219/8] [Vertex 55/10] [Vertex 393/7] 
27 [Vertex 173/1] [Vertex 242/8] [Vertex 252/12] [Vertex 157/13] [Vertex 117/11] [Vertex 378/8] 
28 [Vertex 99/20] [Vertex 797/9] [Vertex 586/2] [Vertex 473/3] [Vertex 562/4] [Vertex 970/10] [Vertex 158/15] [Vertex 598/10] [Vertex 61/10] 
29 [Vertex 23/4] [Vertex 941/8] [Vertex 483/18] [Vertex 130/9] [Vertex 0/4] [Vertex 836/16] [Vertex 567/12] [Vertex 414/12] [Vertex 230/12] [Vertex 121/19] [Vertex 191/1] [Vertex 532/20] 
30 [Vertex 99/16] [Vertex 900/11] [Vertex 855/7] [Vertex 418/12] [Vertex 76/2] 
31 [Vertex 843/12] [Vertex 160/7] [Vertex 207/18] [Vertex 54/14] [Vertex 253/8] [Vertex 766/11] [Vertex 974/14] [Vertex 555/18] [Vertex 52/10] 
32 [Vertex 378/15] [Vertex 264/12] [Vertex 172/10] [Vertex 608/6] [Vertex 318/6] [Vertex 496/18] [Vertex 825/4] 
33 [Vertex 571/2] [Vertex 227/14] [Vertex 761/10] [Vertex 175/15] [Vertex 944/18] [Vertex 843/3] [Vertex 179/10] [Vertex 975/6] 
34 [Vertex 868/15] [Vertex 906/18] [Vertex 146/6] [Vertex 590/13] [Vertex 81/18] [Vertex 274/2] [Vertex 406/9] [Vertex 698/3] 
35 [Vertex 447/18] [Vertex 386/15] [Vertex 201/18] [Vertex 387/18] [Vertex 645/7] [Vertex 108/3] [Vertex 93/1] [Vertex 433/18] 
36 [Vertex 691/7] [Vertex 935/18] [Vertex 939/12] [Vertex 406/7] [Vertex 342/16] [Vertex 974/3] [Vertex 921/19] 
37 [Vertex 993/12] [Vertex 923/19] [Vertex 59/6] [Vertex 250/4] [Vertex 956/7] [Vertex 214/13] [Vertex 604/11] [Vertex 607/5] [Vertex 227/18] [Vertex 114/4] [Vertex 328/6] [Vertex 868/2] [Vertex 217/13] 
38 [Vertex 695/8] [Vertex 491/7] [Vertex 485/5] [Vertex 444/8] [Vertex 762/10] [Vertex 176/7] [Vertex 705/6] [Vertex 306/18] [Vertex 285/14] [Vertex 549/18] [Vertex 111/3] 
39 [Vertex 429/17] [Vertex 716/13] [Vertex 468/17] [Vertex 687/6] [Vertex 902/14] [Vertex 18/4] [Vertex 219/14] [Vertex 544/1] [Vertex 588/14] [Vertex 242/15] [Vertex 303/11] [Vertex 210/9] [Vertex 692/14] 
40 [Vertex 523/13] [Vertex 588/3] [Vertex 835/3] [Vertex 548/5] [Vertex 958/1] [Vertex 900/14] [Vertex 568/4] [Vertex 753/20] [Vertex 505/20] [Vertex 123/15] [Vertex 480/5] 
41 [Vertex 932/7] [Vertex 601/6] [Vertex 206/16] [Vertex 976/15] [Vertex 535/2] [Vertex 706/14] [Vertex 9/16] 
42 [Vertex 774/12] [Vertex 110/7] [Vertex 748/20] [Vertex 684/16] 
43 [Vertex 403/10] [Vertex 828/4] [Vertex 257/5] [Vertex 251/17] [Vertex 555/19] [Vertex 16/2] [Vertex 767/6] [Vertex 524/14] [Vertex 146/13] [Vertex 397/2] 
44 [Vertex 393/5] [Vertex 817/6] [Vertex 884/8] [Vertex 850/15] [Vertex 428/7] [Vertex 928/16] [Vertex 833/5] [Vertex 141/15] [Vertex 249/5] [Vertex 672/9] [Vertex 618/9] [Vertex 341/7] [Vertex 432/10] 
45 [Vertex 93/3] [Vertex 158/16] [Vertex 25/15] [Vertex 456/20] [Vertex 20/2] [Vertex 160/2] [Vertex 915/12] [Vertex 218/8] [Vertex 59/13] [Vertex 273/16] [Vertex 122/4] [Vertex 877/12] [Vertex 968/6] [Vertex 737/8] [Vertex 9/3] [Vertex 783/10] [Vertex 260/14] [Vertex 959/2] [Vertex 104/8] 
46 [Vertex 85/6] [Vertex 191/11] [Vertex 233/9] [Vertex 113/5] [Vertex 780/17] [Vertex 952/15] [Vertex 825/13] [Vertex 789/8] [Vertex 479/6] [Vertex 811/4] [Vertex 516/10] [Vertex 689/5] [Vertex 180/12] [Vertex 524/3] 
47 [Vertex 543/7] [Vertex 866/7] [Vertex 998/2] [Vertex 754/18] [Vertex 644/7] [Vertex 452/13] [Vertex 272/1] [Vertex 416/12] [Vertex 136/9] [Vertex 160/4] [Vertex 287/3] [Vertex 551/13] 
48 [Vertex 201/16] [Vertex 22/11] [Vertex 167/9] [Vertex 764/15] [Vertex 930/3] [Vertex 448/16] [Vertex 408/14] [Vertex 127/7] [Vertex 344/3] [Vertex 295/10] [Vertex 315/17] [Vertex 119/11] 
49 [Vertex 335/10] [Vertex 524/20] [Vertex 378/4] [Vertex 24/17] [Vertex 795/9] [Vertex 924/13] [Vertex 151/14] [Vertex 870/1] [Vertex 629/8] [Vertex 761/3] [Vertex 561/1] 
50 [Vertex 688/7] [Vertex 286/10] [Vertex 443/3] [Vertex 863/15] [Vertex 465/4] [Vertex 589/16] [Vertex 318/7] 
51 [Vertex 332/16] [Vertex 750/19] [Vertex 682/12] [Vertex 656/14] [Vertex 768/19] [Vertex 615/17] [Vertex 396/4] [Vertex 280/12] [Vertex 949/16] 
52 [Vertex 921/6] [Vertex 625/8] [Vertex 853/4] [Vertex 119/9] [Vertex 140/2] [Vertex 31/10] [Vertex 456/6] 
53 [Vertex 478/20] [Vertex 972/15] [Vertex 139/16] [Vertex 871/7] [Vertex 600/11] [Vertex 706/11] [Vertex 9/6] 
54 [Vertex 530/13] [Vertex 586/9] [Vertex 408/3] [Vertex 31/14] [Vertex 762/9] [Vertex 407/14] [Vertex 287/16] [Vertex 589/17] [Vertex 946/5] [Vertex 958/18] [Vertex 870/14] 
55 [Vertex 826/7] [Vertex 869/14] [Vertex 115/2] [Vertex 980/1] [Vertex 911/20] [Vertex 409/1] [Vertex 26/10] [Vertex 657/18] [Vertex 365/4] 
56 [Vertex 813/13] [Vertex 545/7] [Vertex 581/3] [Vertex 19/14] [Vertex 189/1] [Vertex 936/12] [Vertex 668/15] [Vertex 588/16] [Vertex 416/8] 
57 [Vertex 385/3] [Vertex 403/11] [Vertex 282/12] [Vertex 772/4] [Vertex 637/11] [Vertex 238/7] [Vertex 877/15] [Vertex 924/13] 
58 [Vertex 200/3] [Vertex 120/13] [Vertex 813/8] [Vertex 480/5] [Vertex 262/18] [Vertex 905/5] [Vertex 389/5] [Vertex 76/16] [Vertex 557/13] [Vertex 837/9] [Vertex 872/5] [Vertex 6/16] [Vertex 694/16] [Vertex 476/15] [Vertex 555/14] [Vertex 839/17] [Vertex 794/1] 
59 [Vertex 912/15] [Vertex 37/6] [Vertex 974/1] [Vertex 45/13] [Vertex 684/9] [Vertex 306/2] [Vertex 227/3] [Vertex 652/7] 
60 [Vertex 162/11] [Vertex 369/12] [Vertex 963/2] [Vertex 874/10] [Vertex 670/20] [Vertex 197/1] [Vertex 531/11] [Vertex 541/2] 
61 [Vertex 385/8] [Vertex 281/3] [Vertex 636/10] [Vertex 800/13] [Vertex 964/13] [Vertex 127/9] [Vertex 28/10] [Vertex 642/1] [Vertex 491/2] [Vertex 349/1] 
62 [Vertex 304/8] [Vertex 888/8] [Vertex 219/19] [Vertex 586/10] [Vertex 431/2] [Vertex 471/8] [Vertex 311/20] 
63 [Vertex 69/19] [Vertex 150/10] [Vertex 406/12] [Vertex 567/18] [Vertex 313/3] [Vertex 78/19] [Vertex 141/6] [Vertex 113/19] [Vertex 107/1] [Vertex 882/2] [Vertex 358/14] [Vertex 68/5] [Vertex 992/10] 
64 [Vertex 15/16] [Vertex 295/20] [Vertex 221/9] [Vertex 763/11] [Vertex 714/1] [Vertex 217/11] [Vertex 275/2] [Vertex 448/19] [Vertex 664/9] [Vertex 930/19] [Vertex 839/17] 
65 [Vertex 689/18] [Vertex 336/15] [Vertex 216/5] [Vertex 522/11] [Vertex 917/1] [Vertex 941/8] [Vertex 942/17] 
66 [Vertex 637/16] [Vertex 246/16] [Vertex 318/11] [Vertex 786/9] [Vertex 499/4] [Vertex 903/19] [Vertex 363/7] [Vertex 144/10] 
67 [Vertex 422/11] [Vertex 16/5] [Vertex 369/2] [Vertex 490/4] [Vertex 721/1] [Vertex 474/5] [Vertex 985/4] [Vertex 11/12] [Vertex 575/19] [Vertex 802/4] 
68 [Vertex 188/9] [Vertex 652/18] [Vertex 152/18] [Vertex 990/8] [Vertex 487/20] [Vertex 746/3] [Vertex 5/20] [Vertex 997/10] [Vertex 805/5] [Vertex 815/10] [Vertex 63/5] 
69 [Vertex 424/6] [Vertex 192/11] [Vertex 791/13] [Vertex 63/19] [Vertex 836/20] [Vertex 4/1] [Vertex 821/12] [Vertex 406/13] [Vertex 16/9] [Vertex 897/5] [Vertex 193/7] [Vertex 813/11] [Vertex 708/5] [Vertex 762/15] 
70 [Vertex 673/8] [Vertex 984/11] [Vertex 140/18] [Vertex 934/4] [Vertex 532/16] [Vertex 144/6] [Vertex 881/11] [Vertex 361/13] [Vertex 683/16] [Vertex 800/20] [Vertex 15/19] [Vertex 129/5] 
71 [Vertex 273/14] [Vertex 190/10] [Vertex 11/8] [Vertex 919/5] [Vertex 422/2] [Vertex 124/5] [Vertex 779/4] [Vertex 291/3] [Vertex 356/19] [Vertex 17/20] [Vertex 726/17] [Vertex 877/12] 
72 [Vertex 867/6] [Vertex 284/5] [Vertex 560/18] [Vertex 326/15] [Vertex 566/4] [Vertex 968/3] [Vertex 708/14] [Vertex 744/15] [Vertex 279/18] [Vertex 77/3] 
73 [Vertex 343/8] [Vertex 170/14] [Vertex 699/8] [Vertex 296/3] [Vertex 211/18] [Vertex 963/17] [Vertex 775/19] 
74 [Vertex 384/15] [Vertex 780/17] [Vertex 723/1] [Vertex 930/11] [Vertex 362/14] [Vertex 341/12] [Vertex 970/3] [Vertex 445/17] [Vertex 522/19] [Vertex 493/12] 
75 [Vertex 903/18] [Vertex 79/3] [Vertex 414/10] [Vertex 126/12] [Vertex 406/13] [Vertex 92/3] [Vertex 4/17] [Vertex 847/15] [Vertex 449/18] 
76 [Vertex 440/3] [Vertex 974/5] [Vertex 500/12] [Vertex 639/15] [Vertex 192/17] [Vertex 58/16] [Vertex 804/16] [Vertex 202/6] [Vertex 992/15] [Vertex 756/13] [Vertex 490/14] [Vertex 738/2] [Vertex 678/20] [Vertex 817/7] [Vertex 299/4] [Vertex 30/2] 
77 [Vertex 544/15] [Vertex 206/6] [Vertex 861/14] [Vertex 72/3] 
78 [Vertex 666/5] [Vertex 241/18] [Vertex 99/8] [Vertex 202/7] [Vertex 512/11] [Vertex 203/12] [Vertex 63/19] [Vertex 828/8] [Vertex 893/18] [Vertex 760/19] [Vertex 886/14] [Vertex 564/19] [Vertex 109/17] [Vertex 627/5] 
79 [Vertex 276/9] [Vertex 619/18] [Vertex 608/8] [Vertex 107/17] [Vertex 346/17] [Vertex 549/8] [Vertex 705/11] [Vertex 75/3] [Vertex 178/14] [Vertex 855/11] [Vertex 81/19] [Vertex 412/3] [Vertex 238/7] [Vertex 764/14] 
80 [Vertex 914/20] [Vertex 895/4] [Vertex 15/11] [Vertex 727/14] [Vertex 957/13] [Vertex 384/20] [Vertex 180/16] [Vertex 343/15] [Vertex 374/15] [Vertex 593/2] 
81 [Vertex 648/19] [Vertex 34/18] [Vertex 677/15] [Vertex 79/19] [Vertex 492/6] [Vertex 331/9] 
82 [Vertex 392/9] [Vertex 982/17] [Vertex 865/18] [Vertex 169/5] [Vertex 271/15] [Vertex 178/14] [Vertex 25/12] [Vertex 261/20] [Vertex 386/9] [Vertex 448/14] [Vertex 132/16] [Vertex 149/12] [Vertex 272/18] 
83 [Vertex 718/10] [Vertex 106/18] [Vertex 726/1] [Vertex 946/10] [Vertex 788/7] [Vertex 223/7] [Vertex 734/12] [Vertex 828/5] [Vertex 821/16] [Vertex 315/11] [Vertex 896/14] [Vertex 698/4] [Vertex 885/1] [Vertex 597/11] [Vertex 986/11] [Vertex 947/13] [Vertex 245/16] [Vertex 771/13] 
84 [Vertex 441/12] [Vertex 334/11] [Vertex 764/8] [Vertex 586/20] [Vertex 386/14] [Vertex 323/1] [Vertex 203/11] [Vertex 919/2] [Vertex 387/10] [Vertex 735/2] [Vertex 1/20] 
85 [Vertex 507/6] [Vertex 829/14] [Vertex 438/10] [Vertex 46/6] [Vertex 175/8] [Vertex 128/14] [Vertex 210/19] [Vertex 869/20] [Vertex 228/17] [Vertex 320/14] [Vertex 730/1] 
86 [Vertex 850/6] [Vertex 181/4] [Vertex 124/11] [Vertex 951/11] [Vertex 88/6] [Vertex 613/10] [Vertex 224/19] [Vertex 890/9] [Vertex 806/2] 
87 [Vertex 602/4] [Vertex 458/17] [Vertex 374/4] [Vertex 736/3] [Vertex 650/6] [Vertex 620/15] [Vertex 135/9] 
88 [Vertex 714/16] [Vertex 601/18] [Vertex 416/10] [Vertex 3/6] [Vertex 330/13] [Vertex 265/3] [Vertex 551/11] [Vertex 997/15] [Vertex 409/16] [Vertex 86/6] [Vertex 304/8] [Vertex 828/12] [Vertex 550/13] [Vertex 236/2] [Vertex 352/9] [Vertex 921/3] [Vertex 854/16] 
89 [Vertex 577/11] [Vertex 127/3] [Vertex 93/7] [Vertex 959/18] [Vertex 434/12] [Vertex 6/2] [Vertex 922/10] 
90 [Vertex 492/15] [Vertex 741/4] [Vertex 389/15] [Vertex 172/14] [Vertex 795/19] [Vertex 705/2] [Vertex 840/2] [Vertex 424/15] [Vertex 969/18] [Vertex 427/8] [Vertex 680/7] [Vertex 977/16] [Vertex 352/12] [Vertex 823/9] 
91 [Vertex 319/6] [Vertex 860/1] [Vertex 999/20] [Vertex 560/6] [Vertex 897/19] [Vertex 956/6] [Vertex 273/3] 
92 [Vertex 722/10] [Vertex 861/17] [Vertex 472/7] [Vertex 226/7] [Vertex 667/20] [Vertex 75/3] [Vertex 495/7] [Vertex 296/17] [Vertex 115/14] [Vertex 704/7] 
93 [Vertex 45/3] [Vertex 769/18] [Vertex 641/18] [Vertex 554/8] [Vertex 642/9] [Vertex 89/7] [Vertex 333/4] [Vertex 364/4] [Vertex 35/1] 
94 [Vertex 155/14] [Vertex 205/15] [Vertex 737/17] [Vertex 665/3] [Vertex 281/11] [Vertex 868/18] [Vertex 402/16] [Vertex 976/5] [Vertex 522/17] 
95 [Vertex 220/1] [Vertex 226/12] [Vertex 161/15] [Vertex 244/17] [Vertex 435/5] [Vertex 775/2] [Vertex 322/10] [Vertex 504/15] [Vertex 496/14] [Vertex 864/2] [Vertex 160/15] 
96 [Vertex 831/1] [Vertex 10/9] [Vertex 337/7] [Vertex 262/14] [Vertex 728/7] [Vertex 535/20] [Vertex 462/18] [Vertex 917/12] [Vertex 637/10] [Vertex 816/20] [Vertex 575/16] [Vertex 217/13] [Vertex 309/1] [Vertex 531/15] [Vertex 746/19] 
97 [Vertex 195/4] [Vertex 524/18] [Vertex 172/17] [Vertex 727/12] [Vertex 335/6] [Vertex 521/5] [Vertex 575/1] [Vertex 116/14] [Vertex 967/13] [Vertex 784/13] 
98 [Vertex 332/3] [Vertex 234/16] [Vertex 849/8] [Vertex 430/1] [Vertex 983/15] [Vertex 425/3] [Vertex 13/18] [Vertex 607/8] [Vertex 220/11] [Vertex 171/12] [Vertex 821/15] [Vertex 945/14] [Vertex 202/2] [Vertex 793/7] 
99 [Vertex 575/18] [Vertex 28/20] [Vertex 21/13] [Vertex 30/16] [Vertex 586/6] [Vertex 78/8] [Vertex 413/12] [Vertex 706/11] [Vertex 596/3] [Vertex 349/12] [Vertex 168/3] [Vertex 815/11] 
100    [Vertex 939/17] [Vertex 764/9] [Vertex 244/1] [Vertex 758/12] 
101    [Vertex 8/16] [Vertex 605/11] [Vertex 737/13] [Vertex 703/15] [Vertex 435/8] [Vertex 226/7] [Vertex 943/17] [Vertex 918/17] [Vertex 450/12] [Vertex 262/10] [Vertex 383/5] [Vertex 952/5] 
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In the example we can see that the graph has tow shortest paths and one cheapest path, but only one was printed out, as we are only interested in a shortest path, not all the possibilities. Also there were not may paths found, but theoretically there could be a lot more for a different search.

explore Java project on github

 

Project made by Jan Schelhaas and Felix Lausch

2018