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Department of Control of Neglected Tropical Diseases, WHO-HQ
Coverage Evaluation for Preventive Chemotherapy Description of the method Department of Control of Neglected Tropical Diseases, WHO-HQ
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Rationale: Background & Context
Achieving uniformly high treatment coverage in every treatment round is critical for the attainment of established NTD disease control and elimination goals. monitoring treatment coverage using administrative / routinely reported data during mass drug administration (MDA) activities can be unreliable: Incomplete tallying or reporting poorly documented shifts in population reliance on outdated census data treatment of individuals outside the targeted age group or geographic area
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Coverage Evaluation Definition:
are population-based surveys that are designed to provide precise statistical estimates of coverage that overcome many of the biases and errors that can undermine routinely reported coverage. Objective: To determine if the target coverage threshold has been met To validate the reported coverage Justification for preventive chemotherapy: Sustained high coverage crucial to elimination and control Reported coverage often inaccurate Coverage evaluation surveys can save programs time and money MDA round with low/below target coverage is not effective
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Uses for Coverage Evaluation for preventive chemotherapy
Estimation of PC coverage – to obtain a precise estimate of PC coverage that can be compared with the target coverage threshold to determine if the MDA was effective. Validation of reported coverage – to check the accuracy of the data recording and reporting system and take corrective actions where necessary. Identifying reasons for non-compliance – by identifying common reasons for not swallowing the drugs, programme managers can improve social mobilization prior to the next MDA round. Detecting problems with the supply chain and distribution systems – can identify clusters of individuals for whom the drugs were never offered and corrective action can be taken Measuring coverage in specific population: subpopulations, e.g.. Rural vs. urban
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Expert Consultation Meeting, 2012
The NTD Experience post-MDA coverage evaluations acknowledged as very important but seldom conducted: limited time and financial resources, poor accessibility of households, lack of available transportation Lack of M&E staff lack of expertise Etc. "…… identify a coverage survey sampling methodology that is feasible for national NTD programs to implement, produces valid point estimates of coverage, and can be standardized for use across the PC NTDs". Expert Consultation Meeting, 2012
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Review of methods When coverage evaluations are conducted, Expanded Programme on Immunization (EPI) cluster-survey method most common + Practicality + Simplicity + Widespread use - Falls short of probability sampling - Results in biased estimates - EPI program replacing method in favor of rigorous probability sampling When coverage surveys are conducted a commonly used approach is the Expanded Program on Immunization’s 30-cluster survey (EPI). This EPI approach is recommended for conducting coverage surveys for lymphatic filariasis in the WHO Monitoring & Epidemiological Assessment Guidelines by the WHO. The EPI approach is touted for its practicality and simplicity and as a result has seen widespread use. However the EPI approach falls short of probability sampling and results in biased estimates. Because of this the Expanded Programme on Immunizations is replacing the EPI method in favor of a more rigorous probability sampling approach. One of the decisions to come out of the 2013 meeting was the need to identify a standard approach for coverage evaluation surveys that is statistically rigorous while still feasible for programs to implement. Updating current methods to a standard approach for coverage evaluations that is statistically rigorous while feasible for programs to implement
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Coverage Evaluation Common Methodologies:
Overall Pros and Cons EPI cluster-survey Lot Quality Assurance Sampling (LQAS) Probability Sampling with Segmentation (PSS) Pros Proven feasibility Precise Widely used Feasible Small sample size Classification of Survey Areas Unbiased Cons Biased results EPI programme moving away from method Must visit at least different villages Imprecise Cannot directly calculate coverage est. Requires HH weighting or individual enumeration to avoid HH-size bias Segmentation can be time consuming when maps not available Difficult to segment large villages; EAs are much easier to use
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Key features of coverage evaluation methods
EPI cluster-survey Lot Quality Assurance Sampling (LQAS) Probability Sampling with Segmentation (PSS) Feasible Yes Unbiased No Depends/subjective Clusters (EAs3) 30 95 Sample Size 15001 952 Precise Preparation List of EAs & pop (optional) maps List of EAs & pop. 5 Supervisory Areas 1Sample sizes will vary based on the parameters used, but typically range from 1, ,600 individuals 2Only one individual is selected per cluster, which is why the sample size and number of clusters are the same 3EAs = census Enumeration Areas
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WHO/STAG NTD-WG M&E recommended: Probability sampling with segmentation (PSS)
Path Stream Road House School 1. Select 30 EAs using PPES Segment 1 2. Divide EA into segments of ~50 House Holds (HH) ● 3. Randomly select 1 segment 4. Walk through segment and sample houses systematically according to the sampling interval The figure shown here is a depiction of steps 2 – 4 (i.e., the steps undertaken once the survey team arrives in a selected EA/village). PSS like the EPI survey is a 30 cluster survey; however within each cluster or village segmentation is used to reduce the number of household needing enumeration and then a systematic sample of households is taken from within the segment to select individuals such that everybody in the district has an equal probability of selection. Divide the EA into segments of ~50 households Randomly select 1 segment Walk a path through that segment that passes by all households and sample households systematically according to a previously agreed sampling interval. Segment 2 EA = census enumeration area PPES = probability proportional to estimated size HH = household
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Main Difference Between EPI Method
1. Spin a bottle or pen in the center of village, then choose one random house between the center of the village and the edge of the village, in the direction of the spin, as the starting household 2. Visit nearest neighbor household, sampling all eligible within the household, until sample size is reached From this starting household, the remaining households are chosen by going to the nearest neighbor household until the sample size is reached
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Limitations: EPI Do all individuals in a village have an equal probability of selection? No, HH towards the center more likely to be selected. ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● In order for a method to be unbiased individuals must have an equal probability of selection, or at least known probability of selection. Is this true of the EPI method? No. To illustrate this, suppose we are looking at a village with the dots throughout representing HHs. If we spin a bottle from the center of the town and then count the households in that direction until the end of the village you can see that, if we pick a constant width for our swath and choose a random direction, this method will favor the selection of HHs near the center of the village because the swath constitutes a larger and larger arc of circles drawn closer to the center. This bias becomes very worrisome if households closer to the center of the village are also more likely to have received MDA, which has some plausible credibility Note that a pie-shaped wedge would help resolve this concern for a circular village (though it would be tough to implement consistently); however it will not resolve this bias when the village is spread out along a road, as is quite common. Can we calculate what these different sampling probabilities are? No, not in a meaningful way. ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ● ●
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Limitations: EPI P(Individualij) = 30∗𝑝𝑜𝑝 𝑖 ` 𝑝𝑜𝑝 𝑖 ` 60 𝑝𝑜𝑝 𝑖
Do individuals in different clusters have the same probability of selection? No. The probability that an individual’s village is selected is based on its estimated size (PPES) but within the selected village (cluster) the probability that an individual is chosen is based on the actual village size. P(Individualij) = 30∗𝑝𝑜𝑝 𝑖 ` 𝑝𝑜𝑝 𝑖 ` 𝑝𝑜𝑝 𝑖 𝑝𝑜𝑝 𝑖 ` 𝑝𝑜𝑝 𝑖 Estimated village size What is the probability that individual j in EA i is selected? The probability that a individual’s village is selected is based on its estimated size, typically based on the most recent census estimates – we call this probability proportional to estimated size sampling – but within the selected village (or cluster), the probability that any one individual is selected is based on the actual village size. So you can see that the probability that an individual is selected will depend on the ratio of the estimated size of their village compared with the true size of their village. This will result in a biased estimate. The more this ratio varies across villages, which is a reasonable assumption when you consider the heterogeneity of urban growth and migration throughout a district the greater the bias. Actual village size
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Probability Sampling with Segmentation (PSS)
Does everyone have an equal probability of selection? - YES P(individual) = 𝑚 𝑠𝑒𝑔𝑚𝑒𝑛𝑡𝑠𝑖 ′ 𝑠𝑒𝑔𝑚𝑒𝑛𝑡𝑠𝑖 ′ 𝑠𝑒𝑔𝑚𝑒𝑛𝑡𝑠𝑖 ′ 𝑓 By using a set sampling fraction that is based on the expected household and segment size, every person has an equal probability of selection. = 𝑚 𝑠𝑒𝑔𝑚𝑒𝑛𝑡𝑠𝑖 ′ 𝑓
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Example of Results
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Coverage Evaluation 3 methods common compared in 4 countries in 2015
PSS PSS 3 EPI PSS LQAS EPI PSS EPI EPI 2 LQAS LQAS LQAS Different district & team for each method Same district & team for each method
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Some surveys exceed the target coverage threshold, while others fail.
Target threshold (LF, STH) The surveyed coverage shown estimates the true epidemiologic coverage, that is the number of people who reported ingesting the pills divided by the entire population (e.g., not limited to the eligible population). The first thing to note is that all the surveys in Burkina Faso and Malawi successfully exceeded the target threshold. Note that for Uganda, only the PSS results are displayed because all the surveys (EPI, LQAS and PSS) took place in the same district and are capturing similar information
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In 14 of the 16 surveys, reported coverage was greater than surveyed coverage.
Of the 16 country-method-drug combinations, in only two instances did the surveyed coverage exceed the reported coverage. This suggests that more often than not the coverage results that are reported are biased high, and in some cases appear to bear no correlation to the actual surveyed coverage results.
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Comparative costs for Coverage Evaluation Surveys (2014 – 2015)
Country EPI LQAS PSS Days to complete Cost Burkina 18 $ 4,385 19 $ 4,816 17 $ ,525 Honduras 22 $ 1,867a 9 $ 1,167a $ ,520a Malawi 14 $ 4,113 10 $ 3,247 16 $ ,546 Uganda 23 $ 4,040 21 $ 3,835 26 $ ,535 AVERAGE 19.25 $ 3,601 14.75 $ 3,266 $ ,782
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Acknowledgement of Contributors
MOH Burkina Faso Roland Bougma District health teams in Batie, Dano and Diebougou MOH Uganda Edridah Tukahebwa Harriet Lwanga (RTI Envision, Uganda) Survey teams from MOH MOH Malawi Square Mkwanda District health teams in Balaka, Zomba, and Machinga Secretary of Health Honduras Reina Teresa PAHO (Honduras & DC) Rosa Elena Mejia & Romeo Montoya Martha Saboya, Laura Catala-Pascual & Ana Morice Pamela Mbabazi (WHO) Michael Deming (formerly CDC) Kristen Renneker (NTD-SC) Abdel Direny (RTI Envision) Funding Bill & Melinda Gates Foundation USAID
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M&E tools for improving quality of data reported by national NTD programmes implementing preventive chemotherapy Supervisor’s Coverage Tool Coverage Evaluation Survey Data Quality Assessment Purpose: To improve performance during current MDA To validate reported coverage (obtain a statistical point estimate) To assess capacity of data management and reporting systems Administrative level: Supervision Area (sub-district) Implementation Unit (district) National and/or District Sample size: 20 people >500 people N/A Sites visited: 1 supervision area 30 villages 12 service delivery points Survey team: Internal, self-assessment External to programme Internal and external to programme Timing: Within 2 weeks of MDA Within 6 months of MDA After MDA data have been reported (3-6 months post-MDA) Cost: $0 - $1,000 per SA ~$2,000 – $10,000 per district $ 12,000 – 15,000 nationally $1,000 – 2,500 per district Duration: <1 week 2-3 weeks ~ 2-3 weeks
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WHO/NTD M&E Tool kit Integrated NTD Database DQA SCT Coverage Surveys
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