Allows you to connect to an 'Alfresco' content management repository and interact
  with its contents using simple and intuitive functions.  You will be able to establish a connection session to the 'Alfresco' repository,
  read and upload content and manage folder hierarchies.  For more details on the 'Alfresco' content management repository
  see <https://www.alfresco.com/ecm-software/document-management>.

Provides direct access to the ALFRED (<https://alfred.stlouisfed.org>) and FRED (<https://fred.stlouisfed.org>) databases.
    Its functions return tidy data frames for different releases of the specified time series. 
    Note that this product uses the FRED© API but is not endorsed or certified by the Federal Reserve Bank of St. Louis.

Algorithmic experimental designs. Calculates exact and
        approximate theory experimental designs for D,A, and I
        criteria. Very large designs may be created. Experimental
        designs may be blocked or blocked designs created from a
        candidate list, using several criteria.  The blocking can be
        done when whole and within plot factors interact.

Provides an algebra over probability distributions enabling
    composition, sampling, and automatic simplification to closed forms.
    Supports normal, exponential, multivariate normal, and empirical
    distributions with operations like addition and subtraction that
    automatically simplify when mathematical identities apply (e.g., the
    sum of independent normal distributions is normal). Uses S3 classes for
    distributions and R6 for support objects.

Defines an algebra over maximum likelihood estimators (MLEs) by
    providing operators that are closed over MLEs, along with various statistical
    functions for inference. For background on maximum likelihood estimation,
    see Casella and Berger (2002, ISBN:978-0534243128). For the delta method
    and variance estimation, see Lehmann and Casella (1998, ISBN:978-0387985022).

Two unordered pairs of data of two different snips positions is haplotyped by resolving a small number ob closed equations.