| Literature DB >> 29673385 |
Bhagyalakshmi Chengat Prakashbabu1, Laura Rebecca Marshall2, Matteo Crotta3, William Gilbert3, Jade Cherry Johnson3, Lis Alban4, Javier Guitian3.
Abstract
BACKGROUND: Taenia saginata cysticercus is the larval stage of the zoonotic parasite Taenia saginata, with a life-cycle involving both cattle and humans. The public health impact is considered low. The current surveillance system, based on post-mortem inspection of carcasses has low sensitivity and leads to considerable economic burden. Therefore, in the interests of public health and food production efficiency, this study aims to explore the potential of risk-based and cost-effective meat inspection activities for the detection and control of T. saginata cysticercus in low prevalence settings.Entities:
Keywords: Cattle; Cost-effectiveness; ICERs; Meat inspection; Risk-based inspection; Taenia saginata; Taenia saginata cysticercus
Mesh:
Year: 2018 PMID: 29673385 PMCID: PMC5907745 DOI: 10.1186/s13071-018-2839-z
Source DB: PubMed Journal: Parasit Vectors ISSN: 1756-3305 Impact factor: 3.876
Fig. 1Scenario tree representation of the risk-based meat inspection system. Animals are divided into different risk categories based on the presence of high-risk farms in their movement history and the age-sex category to which they belong. Each step was assumed to be independent of others
Values and source of inputs used in simulation modelling and cost-effectiveness analysis
| Input parameter | Value | Source |
|---|---|---|
| • Simulation modelling | ||
| Number of slaughtered animals | 2,500,000 | [ |
| True prevalence of | 0.00086 | Calculated from apparent prevalence reported in [ |
| Sensitivity of current inspection | Min = 0.04, most likely = 0.15, max = 0.25 | [ |
| Sensitivity of alternative inspection | Min = 0.14, most likely = 0.25, max = 0.35 | [ |
| Probability that an infected animal has high-risk farm in movement history P(HRF|P+) | 0.45 | Data collected |
| Probability that a non- infected animal has high-risk farm in movement history P(HRF|P-) | 0.15 | Data collected |
| Probability that an infected animal is a high-risk animal P(HRA|P+) | 0.92 | Data collected |
| Probability that a non-infected animal is from high-risk group P(HRA|P-) | 0.78 | Data collected |
| • Cost-effectiveness analysis | ||
| Time taken for current full carcass inspection | 3 min | Expert opinion |
| Time taken for alternative inspection | 3.25 min | Expert opinion |
| Cost of meat inspectors time (per min) | £0.493 | Expert opinion |
| Cold storing localised infected carcasses | £7 | Expert opinion |
| Reduction in value of localised infected carcasses due to being subjected to freezing | £600 | Expert opinion |
| Discarding of heart (i.e. heart value lost) | £1 | Expert opinion |
| Discarding of external cheek muscle | £2 | Expert opinion |
| Discarding of internal cheek muscle | £1 | Expert opinion |
| Discarding of oesophagus | £1 | Expert opinion |
| Discarding of diaphragm | £0.5 | Expert opinion |
| Time spent removing heart | 0.08 min | Expert opinion |
| Time spent removing external cheek muscle | 0.33 min | Expert opinion |
| Time spent removing internal cheek muscle | 0.33 min | Expert opinion |
| Time spent removing oesophagus | 0.33 min | Expert opinion |
| Time spent removing diaphragm | 0.25 min | Expert opinion |
| Decrease in value of heart due to cuts for current inspection | £1 | Expert opinion |
| Decrease in value of external cheek muscles due to cuts for current inspection | £0.51 | Expert opinion |
| Decrease in value of internal cheek muscles due to cuts for current inspection | £0.33 | Expert opinion |
| Decrease in value of heart due to increased cuts for enhanced inspection | £1 | Expert opinion |
| Carcass value (lost due to generalised infection) | £1200 | Expert opinion |
| Disposal of carcass (discarded due to generalised infection) | £100 | Expert opinion |
Fig. 2Key to the interpretation of incremental cost-effectiveness ratio (ICER) plots. ICERs with a positive value can fall within either quadrant 1 or 3. Surveillance scenarios in quadrant 1 can be acceptable in terms of cost-effectiveness, if they are within a threshold of acceptability (to be decided by the policy makers). This figure is adopted from Wall et al. [24]
Outcomes from simulation modelling and economic analysis for the current situation and different scenarios simulated
| Outcomes | Baseline | Scenario A | Scenario B | Scenario C | Scenario D |
|---|---|---|---|---|---|
| Total number of infected carcasses | 2354 (1645–4247) | 2354 (1645–4247) | 2354 (1645–4247) | 2354 (1645–4247) | 2354 (1645–4247) |
| Number of infected carcasses detected | 348 (336–360) | 438 (338–668) | 445 (352–656) | 454 (353–690) | 583 (361–1091) |
| Percent of infected carcasses detected | 15 (8–21) | 19 (14–23) | 19 (14–24) | 19 (15–24) | 25 (18–31) |
| Number of inspections needed to find one infected carcass | 7183 (6944–7440) | 4630 (3050–5997) | 5605 (3822–7082) | 5494 (3665–7082) | 4288 (2302–6887) |
| Number of normal inspections | 2,500,000 | 1,657,096 | 2,206,747 | 2,123,729 | 0 |
| Number of enhanced inspections | – | 375,768 | 293,253 | 376,271 | 2,500,000 |
| Number of animals not inspected | 0 | 467,136 | 0 | 0 | 0 |
| Total costs in million (£) | 8.53 (8.52–8.54) | 7.08 (7.02–7.24) | 8.63 (8.57–8.77) | 8.64 (8.58–8.79) | 8.99 (8.84–9.33) |
| X = Cost of scenario – Cost of baseline | – | -1.44 (-1.51– -1.29) | 0.10 (0.04–0.23) | 0.11 (0.06–0.25) | 0.46 (0.32–0.79) |
| Y = Outcome of scenario – Outcome of baseline | – | 92 (2–319) | 98 (6–307) | 107 (16–334) | 237 (25–743) |
| ICER = X/Y (in million £ per carcass detected) | – | -0.013 (-0.093– -0.069) | 0.001 (0.0007–0.003) | 0.001 (0.0007–0.003) | 0.002 (0.0009–0.008) |
Abbreviations: HRF/LRF, animals with/without a history of high-risk farms in their movement respectively; HRA/LRA, animals belonging/not belonging to high risk age-sex category, respectively; LR, low risk animals
Baseline represents current situation. Median values and 95% confidence intervals of the outcomes are presentedBaseline represents current situation. Median values and 95% confidence intervals of the outcomes are presented
Fig. 3Performance of different scenarios simulated at different sensitivity values. Figure shows the performance of different scenarios simulated using 5th percentile/worst case scenario (red dots), median/most likely scenario (blue dots) and 95th percentile/best case scenario (green dots) of the sensitivity distributions. Presented here are the costs saved in each scenario versus the difference in the number of positive carcasses detected, compared to the baseline scenario with their interpretation based on the incremental cost-effectiveness ratio (ICER) plot. In each scenario, different proportions of animals undergo the different meat inspection methodologies, i.e. “alternative” inspection, current inspection or no inspection
Fig. 4Graph comparing different scenarios when median of the sensitivity distributions are used in the simulation. Legend: Scenario A: HRF&HRA (represents high risk age-sex category and has at least one high risk farms in their movement history): Enhanced, LRF&HRA (represents high risk age-sex category and has no high risk farms in their movement history): Normal, HRF&LRA (HRF and LRA - represents low risk age-sex category and has high risk farms in their movement history): Enhanced and LR (low risk animals representing animals belonging to low risk age-sex category and has no high risk farms in movement history): no inspection Scenario B: HRF&HRA: Enhanced, LRF&HRA: Normal, HRF&LRA: Normal, LR: Normal. Scenario C: HRF&HRA:Enhanced, LRF&HRA: Normal, HRF&LRA: Enhanced, LRA: Normal. Scenario D: Enhanced inspection in all animals