| Literature DB >> 28419131 |
Juma A Mmongoyo1,2, Felicia Wu1, John E Linz1, Muraleedharan G Nair3, Jovin K Mugula2, Robert J Tempelman4, Gale M Strasburg1.
Abstract
Aflatoxin, a mycotoxin found commonly in maize and peanuts worldwide, is associated with liver cancer, acute toxicosis, and growth impairment in humans and animals. In Tanzania, sunflower seeds are a source of snacks, cooking oil, and animal feed. These seeds are a potential source of aflatoxin contamination. However, reports on aflatoxin contamination in sunflower seeds and cakes are scarce. The objective of the current study was to determine total aflatoxin concentrations in sunflower seeds and cakes from small-scale oil processors across Tanzania. Samples of sunflower seeds (n = 90) and cakes (n = 92) were collected across two years, and analyzed for total aflatoxin concentrations using a direct competitive enzyme-linked immunosorbent assay (ELISA). For seed samples collected June-August 2014, the highest aflatoxin concentrations were from Dodoma (1.7-280.6 ng/g), Singida (1.4-261.8 ng/g), and Babati-Manyara (1.8-162.0 ng/g). The highest concentrations for cakes were from Mbeya (2.8-97.7 ng/g), Dodoma (1.9-88.2 ng/g), and Singida (2.0-34.3 ng/g). For seed samples collected August-October 2015, the highest concentrations were from Morogoro (2.8-662.7 ng/g), Singida (1.6-217.6 ng/g) and Mbeya (1.4-174.2 ng/g). The highest concentrations for cakes were from Morogoro (2.7-536.0 ng/g), Dodoma (1.4-598.4 ng/g) and Singida (3.2-52.8 ng/g). In summary, humans and animals are potentially at high risk of exposure to aflatoxins through sunflower seeds and cakes from micro-scale millers in Tanzania; and location influences risk.Entities:
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Year: 2017 PMID: 28419131 PMCID: PMC5395219 DOI: 10.1371/journal.pone.0175801
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Recovery of AFB1 spiked in aflatoxin-free sunflower seed and cakes.
| Sample type | Spiked AFB1 Concentration (ng/g) | Mean AFB1 Recovered (ng/g) ±SD | Recovery (%) |
|---|---|---|---|
| Sunflower seed meal | 10 | 7.1±0.7 | 71 |
| Sunflower seed meal | 25 | 19.6±1.1 | 78 |
| Sunflower seed cake | 10 | 8.0±0.6 | 80 |
| Sunflower seed cake | 25 | 19.4±0.7 | 78 |
a Values are means of three determinations; SD = Standard Deviation.
Aflatoxin concentrations in sunflower seeds collected from micro- and small-scale sunflower oil processors in Tanzania in the sunflower-harvesting season of 2014.
| Location/Town | Number of Samples | Number of Contaminated Samples and Aflatoxin Concentrations (ng/g) | Number of samples with concentration above 20 ng/g | Mean (ng/g) | Tobit model mean estimate |
|---|---|---|---|---|---|
| Babati-Manyara | 6 | 5 [41.3, 1.8, n.d., 3.1, 73.0, 162.0] | 3 | 46.8 | 4.6c |
| Singida | 6 | 5 [7.7, 1.4, n.d., 261.8, 1.9, 2.0] | 1 | 45.8 | 2.3bc |
| Dodoma | 7 | 5 [280.6, 32.3, 1.7, 48.9, 54.0, n.d., n.d.] | 4 | 59.6 | 3.7c |
| Morogoro | 5 | 2 [n.d., 1.6, n.d., n.d., 1.9] | 0 | 0.7 | 1.2ab |
| Iringa | 7 | n.d. [n.d., n.d., n.d., n.d., n.d., n.d., n.d.] | 0 | n.d. | 1.0 |
| Mbeya | 7 | 1 [n.d., n.d., 1.4, n.d., n.d., n.d., n.d.] | 0 | 0.2 | 1.1a |
| Karatu-Arusha | 4 | 3 [2.1, 2.7, 2.4, n.d.] | 0 | 1.8 | 1.8ab |
Notes
† n.d. = not detected (n.d.
‡Any two estimates not sharing the same letter indicate means are different from each other (P<0.05). The Tobit estimates are based on a Tobit regression analysis. It essentially is a standard censored regression analysis that allows for the fact that all responses below the LOD (1.4) ARE NOT all really equal to 0. In fact, it is quite likely that all the responses below the LOD are really non-zero. The Tobit regression analysis respects the fact that responses are left-censored below 1.4 (i.e., all one knows is that a n.d. is below 1. But that is still useful information for a Tobit analysis. The Tobit estimates are based on a projected mean response below the LOD; if the sample sizes were much larger, we’d have even better estimates. One might notice that there were some n.d. in other locations that also had detectable responses; all of the data information (those above and below the LOD) are used to provide the Tobit estimates for those estimates as well.
Aflatoxin concentrations in sunflower seed cakes collected from micro- and small-scale sunflower oil processors in Tanzania in the sunflower-harvesting season of 2014.
| Location/Town | Number of Samples | Number of Contaminated Samples and Aflatoxin Concentrations (ng/g): | Number of samples with concentration above 20 ng/g | Mean (ng/g) | Tobit model mean estimate (ng/g) |
|---|---|---|---|---|---|
| Babati-Manyara | 7 | 7 [1.7, 1.9, 2.1, 3.3, 17.8, 6.0, 9.0] | 0 | 6.0 | 3.3ab |
| Singida | 6 | 6 [17.9, 10.6, 10.3, 34.3, 4.2, 2.0] | 1 | 13.2 | 7.1b |
| Dodoma | 7 | 7 [45.3, 46.3, 2.4, 46.8, 3.8, 88.2, 1.9] | 4 | 33.5 | 8.3b |
| Morogoro | 5 | 4 [3.5, 16.2, 31.9, 2.2, n.d.] | 1 | 10.8 | 3.2b |
| Iringa | 7 | 7 [2.6, 5.3, 1.8, 1.7, 3.7, 3.3, 2.1] | 0 | 2.9 | 2.5ab |
| Mbeya | 7 | 6 [2.8, n.d., 87.2, 7.8, 97.7, 3.0, 3.2] | 2 | 28.8 | 4.2b |
| Karatu-Arusha | 5 | 4 [2.2, 1.5, n.d., 1.7, 2.2] | 0 | 1.5 | 1.6a |
Notes
† n.d. = not detected (n.d.
‡ Any two estimates not sharing the same letter indicate means are different from each other (P<0.05). The Tobit estimates are based on a Tobit regression analysis. It essentially is a standard censored regression analysis that allows for the fact that all responses below the LOD (1.4) ARE NOT all really equal to 0. In fact, it is quite likely that all the responses below the LOD are really non-zero. The Tobit regression analysis respects the fact that responses are left-censored below 1.4 (i.e., all one knows is that a n.d. is below 1. But that is still useful information for a Tobit analysis. The Tobit estimates are based on a projected mean response below the LOD; if the sample sizes were much larger, we’d have even better estimates. One might notice that there were some n.d. in other locations that also had detectable responses; all of the data information (those above and below the LOD) are used to provide the Tobit estimates for those estimates as well.
Aflatoxin concentrations in sunflower seeds collected from micro- and small-scale sunflower oil processors in Tanzania in the sunflower-harvesting season of 2015.
| Location/Town | Number of Samples | Number of Contaminated Samples and Aflatoxin Concentrations (ng/g) | Number of samples with concentration above 20 ng/g | Mean (ng/g) | Tobit model mean estimate (ng/g) |
|---|---|---|---|---|---|
| Babati-Manyara | 7 | 4 [n.d., n.d., 2.3, n.d., 1.4, 1.9, 1.4] | 0 | 1.2 | 1.3ab |
| Singida | 7 | 6 [10.7, 1.6, n.d., 1.8, 217.6, 2.3, 2.6] | 1 | 33.8 | 2.5b |
| Dodoma | 7 | 2 [n.d., n.d., n.d., n.d., n.d., 1.6, 2.0] | 0 | 0.5 | 1.2a |
| Morogoro | 6 | 3 [46.3, 2.8, n.d., 662.7, n.d., n.d.] | 2 | 118.6 | 2.1b |
| Iringa | 7 | 6 [2.4, 28.6, n.d., 1.5, 3.6, 2.6, 1.5] | 1 | 5.7 | 2.1b |
| Mbeya | 9 | 8 [n.d., 2.5, 174.2, 1.4, 2.3, 1.9, 2.0, 3.3, 1.9] | 1 | 21.1 | 2.1ab |
| Karatu-Arusha | 5 | 3 [n.d., n.d., 1.9, 3.7, 2.3] | 0 | 1.6 | 1.6ab |
Notes
† n.d. = not detected (n.d.
‡ Any two estimates not sharing the same letter indicate means are different from each other (P<0.05). The Tobit estimates are based on a Tobit regression analysis. It essentially is a standard censored regression analysis that allows for the fact that all responses below the LOD (1.4) ARE NOT all really equal to 0. In fact, it is quite likely that all the responses below the LOD are really non-zero. The Tobit regression analysis respects the fact that responses are left-censored below 1.4 (i.e., all one knows is that a n.d. is below 1. But that is still useful information for a Tobit analysis. The Tobit estimates are based on a projected mean response below the LOD; if the sample sizes were much larger, we’d have even better estimates. One might notice that there were some n.d. in other locations that also had detectable responses; all of the data information (those above and below the LOD) are used to provide the Tobit estimates for those estimates as well.
Aflatoxin concentrations in sunflower seed cakes collected from micro- and small-scale sunflower oil processors in Tanzania in the sunflower-harvesting season of 2015.
| Location (Town) | Number of Samples | Number of Contaminated Samples and Aflatoxin Concentrations (ng/g) | Number of samples with concentration above 20 ng/g | Mean (ng/g) | Tobit model mean estimate (ng/g) |
|---|---|---|---|---|---|
| Babati-Manyara | 7 | 5 [n.d., 13.8, 1.5, 2.1, n.d., 1.5, 6.8] | 0 | 3.7 | 1.8ab |
| Singida | 7 | 4 [n.d., 15.7, 3.2, n.d., 52.8, n.d., 7.1] | 1 | 11.3 | 2.2abc |
| Dodoma | 7 | 4 [111.0, 121.2, n.d., n.d., n.d., 598.4, 13.3] | 3 | 120.6 | 3.4c |
| Morogoro | 6 | 6 [229.4, 40.9, 2.7, 536.0, 10.1, 74.7] | 4 | 149.0 | 26.7d |
| Iringa | 7 | 3 [n.d., 12.0, n.d., n.d., n.d., 1.5, 1.9] | 0 | 2.2 | 1.4a |
| Mbeya | 9 | 9 [1.4, 7.5, 5.0, 4.9, 3.2, 1.5, 3.2, 17.1, 20.3] | 0 | 7.1 | 3.5b |
| Karatu-Arusha | 5 | 2 [n.d., 1.7, n.d., n.d., 11.2] | 0 | 1.8 | 1.4ab |
Notes
† n.d. = not detected (n.d.
‡ Any two estimates not sharing the same letter indicate means are different from each other (P<0.05).). The Tobit estimates are based on a Tobit regression analysis. It essentially is a standard censored regression analysis that allows for the fact that all responses below the LOD (1.4) ARE NOT all really equal to 0. In fact, it is quite likely that all the responses below the LOD are really non-zero. The Tobit regression analysis respects the fact that responses are left-censored below 1.4 (i.e., all one knows is that a n.d. is below 1. But that is still useful information for a Tobit analysis. The Tobit estimates are based on a projected mean response below the LOD; if the sample sizes were much larger, we’d have even better estimates. One might notice that there were some n.d. in other locations that also had detectable responses; all of the data information (those above and below the LOD) are used to provide the Tobit estimates for those estimates as well. These cake samples collected and reported in Table 5 are residues of seeds that were different from the seed samples reported in Table 4.
Incidence rates of aflatoxin contamination for each location across and within the two years of 2014 and 2015.
| Factor | Overall incidence rates of aflatoxin contamination beyond LOD across the two years (incidence rate ±standard deviation) (ng/g) | Year-specific incidence rates of aflatoxin contamination beyond LOD in sunflower seeds and cakes (incidence rate ± standard deviation) (ng/g) | ||||
|---|---|---|---|---|---|---|
| Year 2014 | Year 2015 | |||||
| Seeds | Cakes | Seeds | Cakes | Seeds | Cakes | |
| Location | ||||||
| Babati-Manyara | 0.65±0.13ab | 0.90±0.08ab | 0.71±0.17a | 1.00±0.00a | 0.57±0.19ab | 0.71±0.17a |
| Singida | 0.85±0.10 b | 0.83±0.11ab | 0.83±0.15a | 1.00±0.00a | 0.86±0.13 ab | 0.57±0.19a |
| Dodoma | 0.50±0.14 ab | 0.83±0.10ab | 0.71±0.17a | 1.00±0.00a | 0.29±0.17a | 0.57±0.19a |
| Morogoro | 0.44±0.15 ab | 0.94±0.06ab | 0.40±0.22a | 0.80±0.18a | 0.50±0.20 ab | 1.00±0.00a |
| Iringa | 0.43±0.14 a | 0.76±0.12ab | 0.00±0.00a | 1.00±0.00a | 0.86±0.13 ab | 0.43±0.19a |
| Mbeya | 0.55±0.13 ab | 0.96±0.04b | 0.14±0.13a | 0.86±0.13a | 0.89±0.11b | 1.00±0.00a |
| Karatu-Arusha | 0.60±0.16 ab | 0.63±0.17a | 0.60±0.22a | 0.80±0.18a | 0.60±0.22 ab | 0.40±0.22a |
| Year | ||||||
| 2014 | 0.48±0.08a | 0.95±0.03b | ||||
| 2015 | 0.68±0.07 a | 0.70±0.07a | ||||
† Estimates not sharing the same letter within the same factor (i.e. location or year) and within the same column are different from each other. LOD = Limit of detection (1.4 ng/g).