| Literature DB >> 28742149 |
Agnetha Hofhuis1, Jan van de Kassteele2, Hein Sprong1, Cees C van den Wijngaard1, Margriet G Harms1, Manoj Fonville1, Arieke Docters van Leeuwen1, Mariana Simões1, Wilfrid van Pelt1.
Abstract
BACKGROUND: Understanding and quantification of the risk of Lyme borreliosis after a tick bite can aid development of prevention strategies against Lyme borreliosis.Entities:
Mesh:
Substances:
Year: 2017 PMID: 28742149 PMCID: PMC5524385 DOI: 10.1371/journal.pone.0181807
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Variables [blocks] and assumed (causal) relations [arrows a to g] between predictors of Lyme borreliosis after a tick bite in the structural equation model.
Probability of developing Lyme borreliosis after one* tick bite, with predictors: Developmental stage of the tick, tick engorgement, tick infection with Borrelia burgdorferi s.l. DNA, patient-estimated duration of tick attachment, and age of the participant.
See supporting information S3 Table for more risk estimates of these combined predictors.
| Risk% | (95% CI) | Risk% | (95% CI) | Risk% | (95% CI) | Risk% | (95% CI) | ||
|---|---|---|---|---|---|---|---|---|---|
| 2.6% | (1.4%–5.1%) | 2.1% | (1.1%–4.1%) | 2.5% | (1.4%–4.9%) | 2.7% | (1.5%–5.5%) | ||
| Low | 1.4% | (0.7%–2.3%) | 1.0% | (0.4%–1.7%) | 1.3% | (0.6%–2.2%) | 1.6% | (0.8%–2.7%) | |
| Moderate | 2.8% | (1.6%–4.2%) | 2.0% | (1.1%–3.2%) | 2.7% | (1.6%–4.0%) | 3.2% | (1.9%–4.8%) | |
| Substantial | 5.5% | (2.8%–9.2%) | 3.9% | (1.8%–6.8%) | 5.3% | (2.6%–8.7%) | 6.4% | (3.2%–10.6%) | |
| <12 hours | 2.0% | (1.3%–2.8%) | 1.7% | (1.0%–2.5%) | 2.0% | (1.3%–2.7%) | 2.2% | (1.4%–3.0%) | |
| 12 to 24 hours | 2.4% | (1.7%–3.1%) | 2.0% | (1.3%–2.9%) | 2.3% | (1.7%–3.1%) | 2.6% | (1.8%–3.4%) | |
| 24 to 48 hours | 2.8% | (2.1%–3.8%) | 2.3% | (1.5%–3.5%) | 2.8% | (2.0%–3.7%) | 3.0% | (2.2%–4.1%) | |
| 2 to 4 days | 3.6% | (2.5%–5.2%) | 2.9% | (1.8%–4.5%) | 3.5% | (2.4%–5.1%) | 3.9% | (2.6%–5.6%) | |
| ≥ 4 days | 5.2% | (3.0%–8.9%) | 3.9% | (2.1%–7.0%) | 5.0% | (2.9%–8.6%) | 5.7% | (3.3%–9.9%) | |
| Negative | 1.4% | (0.7%–2.9%) | 1.6% | (0.8%–3.2%) | 1.4% | (0.7%–3.0%) | 1.3% | (0.6%–2.7%) | |
| Positive | 6.7% | (3.6%–13.5%) | 7.7% | (4.0%–14.9%) | 6.9% | (3.7%–13.7%) | 6.3% | (3.3%–12.6%) | |
| <20 years | 2.4% | (1.4%–4.6%) | 2.0% | (1.0%–3.7%) | 2.4% | (1.4%–4.5%) | 2.6% | (1.5%–5.0%) | |
| 20 to 40 years | 2.5% | (1.4%–4.9%) | 2.0% | (1.1%–4.0%) | 2.5% | (1.4%–4.8%) | 2.7% | (1.5%–5.3%) | |
| 40 to 70 years | 2.6% | (1.5%–5.2%) | 2.1% | (1.1%–4.2%) | 2.5% | (1.4%–5.1%) | 2.8% | (1.5%–5.6%) | |
| ≥ 70 years | 2.7% | (1.5%–5.6%) | 2.2% | (1.1%–4.4%) | 2.6% | (1.4%–5.4%) | 2.9% | (1.6%–6.1%) | |
95% CI: 95% credible interval based on 2.5% and 97.5% quantiles.
*For multiple independent tick bites these risk percentages can be combined: P = 1–(1—P) x (1—P) x … x (1—P).
‡Marginal probabilities were calculated per predictor, averaged over all the other predictive variables in the model.
Fig 2Probability of tick engorgement classes as a function of patient-estimated duration of tick attachment, per tick stage (ignoring tick infection with Borrelia burgdorferi s.l. DNA, and age of the participant).
The solid line represents the mean, the dotted lines the 95% credible interval.
Fig 3Probability of developing Lyme borreliosis after a single tick bite, as a function of patient-estimated duration of tick attachment.
The solid line represents the mean, the dotted lines the 95% credible interval. Also see Table 1 and S3 Table. Upper graph: ignoring all other variables in our model. Lower graph: stratified for tick infection with