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A representation of the exceptional Lie algebras is presented. It reflects asimple unifying view and it is realized in terms of Zorn-type matrices. Therole of the underlying Jordan pair and Jordan algebra content is crucial in thedevelopment of the structure. Each algebra contains three Jordan pairs sharingthe same Lie algebra of automorphisms and the same external su(3) symmetry.Applications in physics are outlined.

Exceptional Lie Algebras, SU(3) and Jordan Pairs Part 2: Zorn-type Representations