An elliptic deformation of sl2 is proposed. Our presentation of the al
gebra is based on the relation RLL = LLR, where R and R* are eight-ve
rtex R-matrices with the elliptic moduli chosen differently. In the tr
igonometric limit, this algebra reduces to a quotient of that proposed
by Reshetikhin and Semenov-Tian-Shansky. Conjectures concerning highe
st-weight modules and vertex operators are formulated, and the physica
l interpretation of R is discussed.