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Would you like to inspect the original subtitles? These are the user uploaded subtitles that are being translated: 0 1 00:00:00,060 --> 00:00:07,200 Now that we have implemented our first pathfinding algorithm breadth first search, let's put it to the 1 2 00:00:07,200 --> 00:00:08,940 test and execute it 2 3 00:00:08,970 --> 00:00:15,000 with a grid. And you can find this example in the attached project for this course, but I'm going to 3 4 00:00:15,000 --> 00:00:16,590 quickly show you how to use it. 4 5 00:00:16,680 --> 00:00:25,350 So you have the left click to put the start position, left click again to put the end position, and with 5 6 00:00:25,350 --> 00:00:30,720 the right click we can specify some walls between our two positions. 6 7 00:00:31,110 --> 00:00:35,100 This will actually make the map harder for the algorithm. 7 8 00:00:35,760 --> 00:00:45,570 And if we click execute, then we can get a step by step path from the origin to the final position. 8 9 00:00:45,900 --> 00:00:53,520 Now, let's see if we put the start position and the end position and execute the algorithm step by 9 10 00:00:53,520 --> 00:00:53,880 step. 10 11 00:00:53,910 --> 00:00:58,110 So the first step is actually to check the direction above. 11 12 00:00:58,110 --> 00:00:59,250 So we'll see. 12 13 00:00:59,250 --> 00:01:03,690 The next position is labeled two because we need two steps to go here. 13 14 00:01:03,780 --> 00:01:08,850 And in our queue we have [1, 2], which is this one. 14 15 00:01:08,850 --> 00:01:10,140 It's line one and two. 15 16 00:01:11,370 --> 00:01:15,480 Please note that the first line is zero and the first column is also zero. 16 17 00:01:16,560 --> 00:01:19,980 If we click next step again, then the right position was checked. 17 18 00:01:19,980 --> 00:01:22,650 But it's a wall, so nothing to do here. 18 19 00:01:23,070 --> 00:01:24,930 The next one would be down. 19 20 00:01:24,930 --> 00:01:30,660 So another wall, nothing to do here but the left position in this case, it's okay. 20 21 00:01:30,670 --> 00:01:34,860 So this would be added to the queue as well as the step number would be updated 21 22 00:01:35,070 --> 00:01:35,940 with two. Now, 22 23 00:01:35,940 --> 00:01:41,070 if we proceed, the first one to get out of the queue would be [1, 2], which is this one and we'll 23 24 00:01:41,070 --> 00:01:47,220 check top, left, down, which is already parsed so we don't count that and left. 24 25 00:01:47,310 --> 00:01:48,120 Let's do it. 25 26 00:01:57,030 --> 00:02:01,020 As you see this position ended because there's no way to continue. 26 27 00:02:01,350 --> 00:02:04,590 So the algorithm will just continue with this and this. 27 28 00:02:17,700 --> 00:02:20,880 And boom, now we have the end position. 28 29 00:02:21,270 --> 00:02:24,240 So this is how breadth first search works. 29 30 00:02:24,450 --> 00:02:31,950 Of course, it is good to keep in mind that this is the first step because we need to recreate the path 30 31 00:02:32,040 --> 00:02:33,450 and to recreate the path. 31 32 00:02:33,840 --> 00:02:38,040 We use the recursive function that we discussed in the previous section. 3222

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