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Epidata

Manufactured by StataCorp
Sourced in United States

EpiData is a software package developed by StataCorp for data entry and validation. It provides a user-friendly interface for creating data entry forms and managing data collection processes. EpiData's core function is to facilitate accurate and efficient data entry and validation, ensuring the integrity of research data.

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14 protocols using epidata

1

Evaluation of Xpert MTB/RIF Diagnostic Cascade

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Data analysis was done using EpiData (v 2.2.2.182) and STATA (v 12.1, STATAcorp, Texas, USA) software. The key outcome variables were: i) proportion of TB patients diagnosed at Xpert laboratories whose samples did not reach the reference laboratory for further testing and among the samples reached, ii) proportion who did not complete the diagnostic algorithm. The median duration and interquartile range (IQR) between receipt of specimens and reporting of results at the two laboratories were calculated. The operational definitions of the outcome variables are described in Table 1.
Association between the outcomes (non-reaching and non-completion of diagnostic algorithm) and various demographic and clinical factors were examined using chi-square test and measured using unadjusted relative risk (RR) with 95% confidence intervals (CI). We used poisson regression to calculate adjusted relative risks and 95% CI. We used an exploratory approach and included all the variables in adjusted analysis in the multivariable model. A p-value of ≤0.05 were considered statistically significant.
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2

Adherence to Infant Nevirapine Prophylaxis

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Data was doubly entered into EpiData (EpiData.dk">www.EpiData.dk, version 4.4.3.1) and exported for analysis to Stata version 14.0 (StataCorp, College Station, Texas, U.S.A.). Continuous data, if normally distributed, was summarised into means and standard deviations and if skewed, was summarised into medians with their corresponding interquartile ranges (IQR). Categorical variables were summarised into frequencies and percentages. The incidence of non-adherence to infant nevirapine prophylaxis was estimated and its confidence limits calculated using the exact method. Bivariable and multivariable analysis was done using Poisson regression models / analysis [18 (link)]. All variables that had a p-value < 0.25 at bivariable analysis and those of biological plausibility were collectively put into a multivariable model to control for confounding. We estimated unadjusted (RR) and adjusted risk ratios (ARR) with their corresponding 95% confidence intervals.
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3

Home Delivery Incidence and Determinants

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We collected data using pretested structured questionnaires. Data was entered into Epi data (www.epidata.dk, version 4.4.3.1) and then exported to Stata version 14.0 (StataCorp, College Station, Texas, U.S.A.) for analysis. Continuous data that was normally distributed was summarised into means and corresponding standard deviations. Frequencies and proportions we calculated for categorical variables. The incidence of home delivery was estimated by dividing the number of women that delivered at home divided by all those who were assessed women, expressed as a percentage and its confidence limits calculated using the exact method. Poisson regression analysis was used for bivariate and multivariate analyses [21 (link)]. All variables that had a p value < 0.25 at bivariate level and those of biological plausibility like age were collectively put into the initial multivariable model. Then those variables with p < 0.1 and those of biological plausibility were put in the second multivariable model while controlling for confounding. We used the likelihood ratio test to check if there was a significant difference between the initial and second models. If there was no difference, we adapted the initial model. We estimated unadjusted and adjusted risk ratios with their corresponding 95% confidence intervals.
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4

Primaquine-Induced Hemoglobin Dynamics

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Data were entered onto standardised case record forms, checked against source documents, double entered into Epidata, and analysed using Stata v13 (Stata Corporation, College Station,mTX, USA). Proportional data were compared using chi-squared or Fisher’s exact tests, as appropriate, and continuous data by student’s t (normally distributed data) or Mann–Whitney U (skewed data) tests. The relationship between the fractional fall in Hb on D7 versus baseline and the mg/kg dose of primaquine was assessed by Spearman rho test (skewed data), and with the baseline G6PD enzyme activity by Pearson’s correlation coefficient (transforming the G6PD data to become normally distributed).
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5

Factors Influencing Breastfeeding Exclusivity

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Data were collected using pretested, structured questionnaires, doubly entered into Epi data (www.epidata.dk, version 4.4.3.1) and exported for analysis to Stata version 14.0 (StataCorp, College Station, Texas, USA.). Only mother-infant pairs with data at the three time points of follow-up were included in the analysis. Continuous data, if normally distributed, was summarised into means and standard deviations and if skewed, was summarised into medians with their corresponding interquartile ranges. Categorical variables were summarised into frequencies and percentages. The incidence of non-exclusivity of breastfeeding was estimated and its confidence limits calculated using the exact method. Bivariable and multivariable analysis was done using the modified Poisson regression model [23 (link)]. All variables that had a p value < 0.25 at bivariable level and those with biological plausibility were entered into the multivariable model. Variables that were independently associated with non-exclusivity of breastfeeding were determined using the confidence limits.
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6

Diagnostic Accuracy of Sample Types

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Data were entered into EpiData and transferred to STATA for analysis. The diagnostic accuracy of data, including sensitivity and specificity, was calculated for each sample type, and all calculations include 95% confidence intervals (CI). The Kolmogorov—Smirnov test was applied to determine parametric or non-parametric distribution of quantitative data. Kruskal—Wallis 1-way analysis of variance (ANOVA) followed by Dunn’s multiple comparison test was employed for group comparisons. Statistical significance was defined as P<0.05. Data were analysed using Prism 5 software (GraphPad Software, Inc., La Jolla, CA).
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7

Antibiotic Use Patterns and Factors

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Data entered into EpiData were exported and analysed using the statistical software Stata v15.1 (StataCorp, College Station, Tx, USA). AWaRe classification (‘Access’, ‘Watch’ and ‘Reserve’ group of antibiotics) was used to group antibiotics for AST.17 Data are summarised using frequencies and percentages. We used bivariable binomial log models to study the association between demographic and clinical factors with demographic and clinical characteristics. These associations are presented as prevalence ratios; P<0.05 was considered statistically significant.
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8

Factors Associated with ART Adherence

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Data were entered using Epi-Data and exported to STATA version 17 (StataCorp LLC) (serial number: 401706369918) for cleaning, coding and analysis. Descriptive statistics including mean, percentages, frequencies and cross-tabulations were done. Continuous variables such as age were summarised and presented as means and standard deviations. Categorical variables were summarised into frequencies and percentages. Logistic regression in univariable and multivariable models was used to determine variables associated with ART adherence. Variables with a p-value < 0.05 in the univariable logistic regression model were candidates for multivariate logistic regression. The Hosmer-Lemeshow goodness of fit test was used to indicate the final model goodness of fit.24
In Multivariable logistic regression, variables with a p-value < 0.05 were considered statistically significant.
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9

Malaria-induced Anemia: Comprehensive Analysis

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Data were double entered into Epidata, checked, and analyzed using Stata v14 (Stata, College Station, TX). Proportional data between groups were compared using χ 2 analysis or the Fisher exact test, as appropriate, and those within groups were analyzed using the Maentel Haenszel test and the exact McNemar significance probability. Continuous data were analyzed by paired (within-group) or unpaired (between-group) t tests for normally distributed data; corresponding nonparametric tests were the Wilcoxon signed-rank test and the Mann-Whitney U test.
We used multiple linear regression (a backward stepwise approach) to determine factors (eg, age, sex, baseline Hb level, G6PD status, Hb type, baseline parasitemia level, and length of illness) associated with the baseline Hb level, the absolute change in the Hb level, the total malaria-attributable change in the Hb level following treatment, and the decrease in RBC count. A linear mixed-effects regression model was used to determine factors associated with changes over time in the Hb level, reticulocytemia, the creatinine level, the LDH level, the haptoglobin level, and the conjugated and unconjugated bilirubin levels. Logistic regression was performed to assess factors associated with recovery of the Hb level and a clinically concerning decrease in the Hb level.
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10

Prevalence of Genetic Mutations

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Data were collected with EpiData and analyzed by STATA version 12 (STATA, CA, USA). The count of samples with wild-type and mutant alleles was used to generate the prevalence of the alleles. The chi-square test was used to compare proportions and the statistical significance was defined as a p-value, 0.05.
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