| Literature DB >> 23209414 |
Irina Starikova1, Klaus Harms, Pål Haugen, Tracy T M Lunde, Raul Primicerio, Ørjan Samuelsen, Kaare M Nielsen, Pål J Johnsen.
Abstract
Horizontal gene transfer (HGT) plays a major role in bacterial microevolution as evident from the rapid emergence and spread of antimicrobial drug resistance. Few studies have however addressed the population dynamics of newly imported genetic elements after HGT. Here, we show that newly acquired class-1 integrons from Salmonella enterica serovar Typhimurium and Acinetobacter baumannii, free of associated transposable elements, strongly reduce host fitness in Acinetobacter baylyi. Insertional inactivation of the integron intI1 restored fitness, demonstrating that the observed fitness costs were due to the presence of an active integrase. The biological cost of harboring class-1 integrons was rapidly reduced during serial transfers due to intI1 frameshift mutations leading to inactivated integrases. We use a mathematical model to explore the conditions where integrons with functional integrases are maintained and conclude that environmental fluctuations and episodic selection is necessary for the maintenance of functional integrases. Taken together, the presented data suggest a trade-off between the ability to capture gene cassettes and long-term stability of integrons and provide an explanation for the frequent observation of inactive integron-integrases in bacterial populations.Entities:
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Year: 2012 PMID: 23209414 PMCID: PMC3510236 DOI: 10.1371/journal.ppat.1003043
Source DB: PubMed Journal: PLoS Pathog ISSN: 1553-7366 Impact factor: 6.823
Figure 1Results from pair-wise mixed culture competition experiments.
The integron free A. baylyi ADP1 was competed against integron-containing strains with functional or non-functional integrases. Except from the inserted DNA sequences (integrons or nptII sacB) in the selectively neutral ACIAD3309 locus, the strains were isogenic. Results were obtained from at least two independent experiments, and number of parallels ranged from 12–50. Error bars indicate 95% confidence intervals. By definition, a relative fitness of 1.0 indicates no difference in relative fitness. Numbers 1–10 on x-axis describes A. baylyi ADP1 competed against: 1–3; ADP1 with newly acquired integrons, 4–6; ADP1 with newly acquired integrons insertionally inactivated, 7–9; ADP1 with evolved integrons, and 10 insertion-locus control: 1: IVS1 (w = 0.93 [0.91–0.95]; 2; IVS2 (w = 0.98 [0.97–0.99]); 3: IVS3 (w = 0.92 [0.88–0.96]); 4: IVS1 intI1::cat (w = 0.98 [0.97–0.99]); 5: IVS2 intI1::nptII sacB (w = 1.04 [1.00–1.08]); 6: IVS3 intI1::nptII sacB (w = 1.03 [1.00–1.06]); 7: IVS1EV-1 (w = 0.99[0.97–1.01]); 8: IVS1EV-2 (w = 0.98 [0.97–0.99]); 9: IVS1EV-3 (w = 0.99 [0.97–1.01]); 10: IVS4 (w = 1.01 [0.99–1.03]).
Mathematical model and simulations: list of parameters.
| Parameter | Description | Value | Source |
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| Vx | Maximum growth rate | X = I1, I2: V = 0.93, (0.91,0.95) X = P, M1, M2: V = 1 | This study |
| Ux | Maximum kill rate | X = P: U = −0.01, All others U = −0.2 |
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| MICx | Minimum Inhibitory Concentration |
| This study |
| X = I1, I2, M1and M2: MIC = 24 g/L X = P: MIC = 0.5 g/L | |||
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| X = I1, P, M1: MIC = 0.1 g/L X = I2, M2: MIC = 16 g/L | |||
| k | Hill coefficient | 1.0 |
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| km | Resource concentration where | 0.25 g/L |
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| e | Conversion efficiency of resources | 1.0×10−7 |
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| θ | Mutation rate, restoration of functional integrases | 7.5×10−11 bp−1generation−1 (1.0×10−13 to 1.0×10−8.5) |
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| π | Mutation rate for generating defective integrases | 3.75×10−8 generation−1 (θ×500) |
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| λ | Rate of gene cassette acquisition | 1.0×10−8 generation−1 (1.0×10−9 to 1.0×10−5) |
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| da/db | Decay rates of antibiotics A and B | 0.05 |
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We assume that nonsense and frameshift mutations render the integrase non-functional if it occurs within the first 500 bp of the integrase.
Gene cassette acquisition rates were conservatively set at least two orders of magnitude lower than low conduction frequencies as reported for example in [59].
Hill- coefficient arbitrarily set to 1 [within the range presented in [49]] and decay rates were adjusted to ensure efficient antibiotic selection. Values in brackets for Vx, θ, π, and λ are the widened parameter ranges applied in model predictions.
Figure 22A) Simulation results depicting the dynamics of integron-containing and - free populations driven by competition and antibiotic selection in serial transfer cultures.
Diamond indicates antibiotic switch. Population I harbors an integron with a functional integrase with one gene cassette encoding resistance to antibiotic A (dark blue line). Population I2 has acquired a second gene cassette and encodes resistance to both antibiotics A and B (black line). Following frameshift and nonsense mutations in the functional integrase, populations I1 and I2 form M1 (light blue line) and M2 (grey line), respectively. Population P (green line) is the integron-free wild type. The results shown are the median values of 100 realizations until the I2 population falls below 1 CFU per ml. 2B) Persistence of integrons with functional integrases: The connected crosshairs presented in figure 2B shows the proportion of realizations where the functional integrase (in population I2) is still present after 50 additional transfers following different time intervals between shifts from antibiotic A to B.
The strains used in this study; genotypes and relative fitness.
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| Genotype, origins of integrons, and description |
| IVS1 | Integron from |
| IVS1 | IVS1 with inactivated integrase: [ |
| IVS1EV-1 | ADP1 with evolved IVS1 integron 1: [ |
| IVS1 EV-2 | ADP1 with evolved IVS1 integron 2: [ |
| IVS1 EV-3 | ADP1 with evolved IVS1 integron 3: [ |
| IVS2 | Integron from |
| IVS2 | IVS2 with inactivated integrase: [ |
| IVS3 | Integron from |
| IVS3 | [ |
| IVS4 | ( |
Integrons were all inserted in A. baylyi locus ACIAD3309.