Hi all
I have read the few discussions in this forum on the use of SQUEAC surveys to assess the coverage of different elements of CMAM. While it seems the SQUEAC methodology has been used widely to assess the coverage of OTPs, proving a useful and successfully implemented tool, has anyone had much experience using the SQUEAC methodology to assess SFPs? Several limitations have been cited, for example, the identification of MAM cases being more difficult than SAM cases in the community - are there limitations to using SQUEAC for SFPs or can the methodology be adapted as suggested?
Many thanks.
When we move from looking a SAM coverage to looking at MAM we actually make things easier because it becomes easier to find a sample.
Imagine we have:
SAM : 1%
MAM : 8%
and an average village size of 500 and a proportion 6-59 months of 20%. We would, on average find:
500 * 0.20 * 0.01 = 1
case of SAM per village, and:
500 * 0.20 * 0.08 = 8
cases of MAM per village. The main difference when moving from SAM to MAM is that we use door-to-door sampling with a brief verbal household census to find cases. This is more work than with SAM but we sample in far fewer villages.
If we take a sample of 8 villages we get a sample of something like n = 64 cases. This is quite large for both SQUEAC and SLEAC. Given a moderately strong prior we would have a 95% CI of ± 10% or better on a final coverage estimate. If coverage were (e.g.) < 30% (i.e. when we need most barriers data) then we would have >= 0.7 * 64 = 44 uncovered cases to give us a ranked list of barriers to confirm / rank SQUEAC stage 1 findings.
We can also use a quick and dirty indirect estimate of coverage from SMART surveys, distribution lists, maps of distribution points, &c. to give us a prior. We might (e.g.) have:
Population : 100,000
p(6-59 months) : 20%
MAM : 8% (95% CI = 5% - 11%)
SFP beneficiaries : 1208
We have expected cases of:
N : 100000 * 0.2 * 0.08 * 2.6 = 4160
LCI : 100000 * 0.2 * 0.05 * 2.6 = 2600
UCI : 100000 * 0.2 * 0.11 * 2.6 = 5720
An indirect coverage estimate is:
P : 1208 / 4160 = 29%
LCI : 1208 / 5720 = 21%
UCI : 1208 / 2600 = 46%
We could then use a Beta(13,30) prior which would add:
13 + 30 - 2 = 31
to the effective sample size for the coverage estimate.
SQUEAC and SLEAC have been used most to investigate TFP coverage but there are no real problems (apart from political will) using these methods to investigate SFP coverage.
Mark Myatt
Technical Expert
Answered:
11 years agoI have actually used SQUEAC in assessing the coverage of MAM in Kisumu and Nairobi, Kenya and the process was actually helpful in determining the barriers to the tSFP program. In fact, to get the MAM cases was much easier through the door-to-door screening since the prevalence of MAM in the two areas was high compared to that of SAM (This is always mostly the case).
Samuel
Answered:
11 years agoHi Samuel and Mark
Thanks for your replies.
Samuel would you be willing to share the reports of your SQUEAC surveys? Did you face any other limitations practically with using the SQUEAC methodology for SFPs and if so how did you get round them?
Many thanks,
Nicki Connell
Answered:
11 years ago