1 00:00:02,290 --> 00:00:06,889 So what we ended up building was basically a Petri dish, except that it's two feet by four feet. 2 00:00:07,169 --> 00:00:12,150 And the way we set it up is that there are nine bands, and at the base of each of these bands, 3 00:00:12,390 --> 00:00:16,670 we put a normal Petri dish thick agar with different amounts of antibiotic. 4 00:00:17,550 --> 00:00:20,190 On the outside, there's no antibiotic. 5 00:00:20,690 --> 00:00:25,089 Just in from that, there's barely more than the E. coli can survive. 6 00:00:25,710 --> 00:00:28,850 Inside of that, there's 10 times as much, 100 times, 7 00:00:28,850 --> 00:00:31,989 and then finally the middle band has 1,000 times as much antibiotic. 8 00:00:32,289 --> 00:00:35,829 and then across the top of it, porous and thin agar 9 00:00:35,829 --> 00:00:38,189 that bacteria can move around in. 10 00:00:38,189 --> 00:00:40,869 The background is black because there's ink in it, 11 00:00:40,869 --> 00:00:46,520 and the bacteria appear as white. 12 00:00:46,520 --> 00:00:49,039 First, you see they spread in the area 13 00:00:49,039 --> 00:00:51,259 where there's no antibiotic up until the point 14 00:00:51,259 --> 00:00:54,119 they can no longer survive. 15 00:00:54,119 --> 00:00:57,020 Then a mutant appears on the right. 16 00:00:57,020 --> 00:00:58,460 It's resistant to the antibiotic. 17 00:00:58,460 --> 00:01:01,039 It spreads until it starts to compete 18 00:01:01,039 --> 00:01:05,819 with other mutants around it. 19 00:01:05,819 --> 00:01:08,000 When these mutants hit the next boundary, 20 00:01:08,000 --> 00:01:11,340 they too have to pause and develop new mutations 21 00:01:11,340 --> 00:01:17,780 to make it into 10 times as much antibiotic. 22 00:01:17,780 --> 00:01:28,670 And then you see the different mutants repeat this at 100. 23 00:01:28,670 --> 00:01:31,769 And after about 11 days, they finally 24 00:01:31,769 --> 00:01:34,549 make it into 1,000 times as much antibiotic 25 00:01:34,549 --> 00:01:37,030 as the wild type can survive. 26 00:01:37,030 --> 00:01:39,530 And so we can see by this process 27 00:01:39,530 --> 00:01:42,230 of accumulating successive mutations 28 00:01:42,230 --> 00:01:46,310 that bacteria which are normally sensitive to an antibiotic 29 00:01:46,310 --> 00:01:49,469 can involve resistance to extremely high concentrations 30 00:01:49,469 --> 00:01:50,930 in a short period of time.