Access data related to the European union from 'GISCO'
  <https://ec.europa.eu/eurostat/web/gisco>, the Geographic Information
  System of the European Commission, via its rest API at
  <https://gisco-services.ec.europa.eu>.
  This package tries to make it easier to get these data into R.

The remit of the European Clinical Trials Data Base (EudraCT <https://eudract.ema.europa.eu/> ), or ClinicalTrials.gov <https://clinicaltrials.gov/>, is to provide open access to summaries of all registered clinical trial results; thus aiming to prevent non-reporting of negative results and provide open-access to results to inform future research. The amount of information required and the format of the results, however, imposes a large extra workload at the end of studies on clinical trial units. In particular, the adverse-event-reporting component requires entering: each unique combination of treatment group and safety event; for every such event above, a further 4 pieces of information (body system, number of occurrences, number of subjects, number exposed) for non-serious events, plus an extra three pieces of data for serious adverse events (numbers of causally related events, deaths, causally related deaths). This package prepares the required statistics needed by EudraCT and formats them into the precise requirements to directly upload an XML file into the web portal, with no further data entry by hand.

Analyses 'EuFMDiS' output files in a Shiny App. The distributions of 
  relevant output parameters are described in form of tables (quantiles) and plots. 
  The App is called using eufmdis.adapt::run_adapt().

Contains match results from seven European men's football leagues, namely Premier League (England), Ligue 1 (France), 
	     Bundesliga (Germany), Serie A (Italy), Primera Division (Spain), Eredivisie (The Netherlands), Super Lig (Turkey).
	     Includes Seasons 2010/2011 until 2019/2020 and a set of interesting covariates. Can be used all purposes.

Generate area-proportional Euler diagrams
    using numerical optimization. An Euler diagram is a generalization of a Venn
    diagram, relaxing the criterion that all interactions need to be
    represented. Diagrams may be fit with ellipses and circles via
    a wide range of inputs and can be visualized in numerous ways.