eVenn: A powerful tool made to compare huge lists almost
instantaneously a plot Venn diagrams.
Compute a matrix combination of lists (from 2 to infinite)
and plot the results in a Venn diagram if (N<=4). It is
possible to produce a complete annotated file, merging the
annotations of the compared lists.

eVenn: A powerful tool to compare lists and draw Venn diagrams.
Compute a matrix comparison of lists (from 2 to infinite)
and plot the results in a Venn diagram if (N<=4). It is
possible to produce a complete annotated file, merging the
annotations of the compared lists.

Compute a matrix comparison of lists (from 2 to infinite)
and plot the results in a Venn diagram if (N<=4). It is
possible to produce a complete annotated file, merging the
annotations of the compared lists. It is also possible to
compute an overlaps table to compute the overlaps proportions
of all the couples of lists.

Compute a matrix comparison of lists (from 2 to infinite)
and plot the results in a Venn diagram if (N<=4) with
regulation details. It allows to produce a complete annotated
file, merging the annotations of the compared lists. It is also
possible to compute an overlaps table to show the overlaps
proportions of all the couples of lists and draw proportional
Venn diagrams.

A Powerful Tool to Quickly Compare Huge Lists and Draw Venn
Diagrams
Compare lists (from 2 to infinite) and plot the results in a Venn diagram if (N<=4) with regulation details. It allows to produce a complete annotated file, merging the annotations of the compared lists. It is also possible to compute an overlaps table to show the overlaps proportions of all the couples of lists and draw proportional Venn diagrams.

Compute a matrix comparison of lists (from 2 to infinite) and plot the results in a Venn diagram if (N<=4) with regulation details. It allows to produce a complete annotated file, merging the annotations of the compared lists. It is also possible to compute an overlaps table to show the overlaps proportions of all the couples of lists and draw proportional Venn diagrams.