The overall prevalence of parasitic infections in the study population was 33.3% [31.40-35.27], the majority of which were attributable to protozoan species (prevalence = 32.5% [30.62–34.47]), helminth infections in this population being relatively rare (prevalence = 0.79% [0.469–1.249]). The prevalence of each of the ten species of parasitic organisms identified is given in Table 1.
Table 1. Prevalence of protozoan and helminth species.
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)
The most common species was Blastocystis spp. and the rarest was the nematode T. trichiura, which was recorded in only one subject. Because helminths were so rare in this group of subjects, further analysis is focused on infections by protozoan species, but it is of interest to note that of the 18 subjects infected with helminths, 16 were under 14 years in age, and 13 of these were attributable to E. vermicularis. Only two adult subjects were diagnosed with helminths, both in their 30s and both with infections with Taenia spp.
Combined species richness (both protozoa and helminths) was 0.39 ± 0.013 species/host, and mostly attributable to the protozoan species (0.38 ± 0.013). Single species protozoan infections were the most common (27.8% of total population, and 85.6% among the protozoa infected subjects), and multiple species protozoan infections much rarer (two species = 4.1%, three species = 0.57%, and four species 0.44%, of all subjects).
Intrinsic factor affecting prevalence and species richness of combined protozoan parasites
Prevalence of combined protozoan infections varied significantly with host age (Fig. 2A; χ210 = 34.15, P < 0.001), increasing from age class 1 to age class 2 by 11.4% and then falling as host age increased to a low of 23.1% among the oldest age class. Although the fall in prevalence with increasing host age was modest (a reduction of 21.7% from age class 2 to 11), it was nevertheless significant (rs= -0.095, n = 2.277, P < 0.001). Prevalence was very similar and not significantly different between the sexes (Table 2; χ21 = 0.173, P = 0.68).
Protozoan species richness (PSR) also varied significantly between the age classes (Fig. 2B; Kruskal-Wallis test, H10 = 35.42, P < 0.001), and showed declining values with increasing host age (rs= -0.099, n = 2.277, P < 0.001), much as for prevalence. Interestingly, however despite the lower mean values in subjects in age classes 7–11, corresponding to subjects who were older than 29 years of age, eight of the 13 cases of 3-species infections occurred in these age classes. The single case of a 4-species infection was in a 21-year old male. Mean PSR was very similar in both sexes and not significantly different (Table 2; z = 0.781, P = 0.44).
Seasonal, annual and location-specific effects on prevalence and species richness of combined protozoan parasites
Table 2 shows the prevalence of combined protozoan infections in each year, season and area in which the subjects lived. Analysis of each factor in turn revealed that prevalence differed significantly between subjects living in rural and urban areas (χ21 = 26.67, P < 0.001), with prevalence among subjects from rural sites 10.2% higher than that for subjects living in urban sites.
Table 2. Prevalence of combined protozoan infections, by year, season and area.
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)
As Table 2 shows, overall prevalence was similar in each of the years of the study varying only between 28.7% (2015) and 35.7% (2017). Prevalence was even more constant when examined by season, varying only from 30.2–33.9%. Neither of these was significant. However, when all three factors were fitted in a multifactorial model, the highest order interaction (YEAR x SEASON x AREA x INFECTION) could not be simplified (χ29 = 20.673, P = 0.014), indicating significant interactions at this level. These are illustrated in Fig. 3, which shows that whereas prevalence in most data subsets centred around 30%, unusually low prevalence was detected in 2018 in spring and summer among people living in urban areas and a very high prevalence was seen also in 2018 in the spring in rural areas.
Much the same outcome was seen when PSR was analysed by non-parametric tests: there was a highly significant difference in mean PSR between subjects from urban and rural areas (Mann-Whitney-U test, z = 5.406, P < 0.001), but none between the seasons (Kruskal-Wallis test, H3 = 2.19, P = 0.535) or between years (Kruskal-Wallis test, H3 = 5.862, P = 0.5118).
Prevalence and species richness of combined protozoan parasites in relation to sources of drinking water and ownership of animals
Subjects who relied primarily on tap water were more likely to experience infections with protozoan organisms than those who used bottled water (χ21 = 4.04, P = 0.045), but the difference in prevalence, while significant, was not marked between these two groups (Table 2). However, prevalence was more than twice as high among those who had animals compared to those who did not (Table 2; χ21 = 224.6, P < 0.001).
A similar outcome was found for PSR. The difference between subjects relying on bottled and tap water was significant (Table 2; Mann-Whitney U test, z = 2.818, P = 0.005). Mean PSR was also significantly higher among those who had animals compared with those who did not (Table 2; z = 15.52, P < 0.001).
The key factors affecting prevalence of combined protozoan infections
As a final stage to this analysis we fitted a statistical model that incorporated all the key significant factors from stages described above. This included the effects of AGE, AREA, YEAR, WATER, ANIMALS and INFECTION. The minimum sufficient model comprised five terms that included INFECTION. The first term was ANIMALS x AREA X INFECTION (χ21 = 4.81, P = 0.028) and this is illustrated in Fig. 4A, where it is clearly apparent that the possession of animals was a key determinant of prevalence. Whether living in an urban or rural area, prevalence was much higher among subjects that had animals. Although in both cases prevalence was higher among the inhabitants of rural areas, the difference between subjects from rural and urban areas was more marked in those without animals. While possession or contact with animals greatly enhanced the likelihood of infection, the difference in prevalence between subjects who worked with animals and those that did not, also varied between years (ANIMALS x YEAR x INFECTION, χ23 = 27.232, P < 0.001). However, as Table 3 shows, prevalence was always higher in each year of the study among those with animals, but the effect was not totally consistent and the difference in prevalence between the two groups varied in magnitude. The difference between areas also varied between years (Table 3; AREA x YEAR x INFECTION, χ23 = 38.53, P < 0.001), and whilst higher among rural inhabitants in three years, especially in 2018, there was little difference between subjects from these two areas in 2015, and therefore the effect of where the subjects lived was not consistent from year to year.
Table 3. Temporal variation in prevalence of combined protozoan infections in subjects who owned or looked after animals and those that had no contact with animals, those living in rural and urban regions of the province and those that relied on tap or bottled water.
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)
While overall reliance on tap rather than bottled water resulted in a higher prevalence of protozoan infections, the difference between the two groups was dependent on host age (WATER x AGE x INFECTION, χ210 = 22.83, P = 0.011). As Fig. 4B shows the earlier finding of declining prevalence with age was mostly driven by subjects who relied on tap water and among them there was a significant negative correlation between age and prevalence of infection with combined protozoa (rs= -0.176, n = 1.201, P < 0.001). Among those that used bottled water, prevalence was much the same in all age classes and did not correlate significantly with host age (rs= -0.029, n = 1.076, P = 0.34). There was also a marked difference between years in the extent of the difference in prevalence between those that used bottled or tap water (Table 3; WATER x YEAR x INFECTION, χ23 = 14.431, P = 0.002). In two years (2015 and 2018) prevalence was higher among those relying on tap water, and in the other two prevalence was higher among bottled water users.
The key factors affecting protozoan species richness
As a final step in exploring the factors that influenced PSR, we fitted a GLM (with Poisson errors, main effects and all 2-way interactions) with all the factors (SEX, AGE, AREA, SEASON, YEAR, WATER and ANIMALS). This confirmed the significance of differences in mean PSR between age classes, although with all other factors and their 2-way interactions taken into account significance was only marginal (Wald χ210 = 18.11, P = 0.05). The difference between areas in which subjects lived was also significant (Wald χ21 = 19.11, P < 0.001), as was the hugely significant effect of ownership of animals (Wald χ21 = 119.25, P < 0.001). As in the earlier analysis the difference between the sexes was not significant (Wald χ21 = 0.051, P = 0.82), nor was that between seasons (Wald χ23 = 3.34, P = 0.34). However, with all other factors and their 2-way interactions taken into account there was no independent effect of quality of water (Wald χ21 = 1.58, P = 0.21), and the difference between years gained significance (Wald χ23 = 11.912, P = 0.008).
This analysis identified five significant interactions, which are illustrated in Fig. 5. The most marked interaction was that between AREA and YEAR (Wald χ23 = 26.212, P < 0.001). While mean PSR was generally higher among subjects living in rural compared with urban areas, when the data were broken down by year of the study, it became apparent that this effect was not consistent from year to year (Fig. 5A). In 2015 there was no difference, in 2016 and 2017, there was only a marginal difference while in 2018 there was a huge difference with mean PSR being almost four times higher among subjects in rural areas. Ownership of animals (Fig. 5C) was another key factor. While mean PSR was considerably higher in all four years of the study among subjects that owned animals, compared to those that did not, the extent of the difference between the two groups varied from year to year (Wald χ23 = 17.960, P < 0.001), but was always in the same direction. Therefore, the effect of ownership of animals showed some temporal consistency and was clearly an important risk factor predisposing people to infection with protozoan parasites. While the earlier univariate analysis indicated that people who relied on tap water had a higher mean PSR than those who used bottled water (see above), when other factors had been taken into account the difference was no longer significant, but there was a significant interaction between WATER and YEAR (Wald χ23 = 16.498, P = 0.001; Fig. 5B). Subjects relying on tap water had a higher mean PSR in 2015 and there was a marked difference 2018, but not in 2016 and 2017, so the difference between people relying on tap versus bottled water was not consistent from year to year. The two remaining significant interactions were weaker (Figs. 5D and 5E). Although there was no overall significant difference between the sexes, and this was particularly the case in summer and autumn, in spring mean PSR was higher in female subjects while in winter it was higher in males (Wald χ23 = 11.727, P = 0.008). Finally, the difference in mean PSR between subjects who lived in urban versus rural areas was greater when they relied on bottled water compared with tap water (Wald χ21 = 6.361, P = 0.012).
Prevalence and species richness of combined protozoan parasites in relation to symptoms experienced by the subjects
Perhaps as expected, prevalence of combined protozoan infections was considerably higher among subjects who showed some symptoms (79.5% [76.55–82.12]; χ21 = 849.3, P < 0.001) compared to asymptomatic subjects (14.0% [13.16–16.59]). Among the 623 subjects with symptoms, no evidence of protozoan infection was found in 128, but 18 of these subjects harboured helminth infections.
Table 4 shows the breakdown of symptoms reported by the subjects and/or confirmed at clinical inspection, and the associated prevalence of combined protozoan infections. In all symptomatic categories prevalence was much higher than in symptomless subjects, although sample size was small in some cases.
Table 4. Prevalence of combined protozoan infection among asymptomatic subjects and those showing a range of symptoms.
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)