  This paper is devoted to an interaction of 2 objects: the 1st of them is
octonions, the classical structure of pure mathematics, the 2nd one is
Mobilevision, the recently developped technique of computer graphics. Namely,
it is shown that the binocular Mobilevision maybe elaborated by use of the
octonionic colour space - the 7-dimensional extension of the classical one,
which includes a strange overcolour besides two triples of ordinary ones
(blue,green, red for left and right eyes).
  Contents.
  I. Interpretational geometry, anomalous virtual realities, quantum projective
field theory and Mobilevision:(1.1. Interpretational geometry; 1.2. Anomalous
virtual realities; 1.3. Colours in anomalous virtual realities; 1.4. Quantum
projective field theory; 1.5. Mobilevision).
  II. Quantum conformal and q_R-conformal field theories, an infinite
dimensional quantum group and quantum field analogs of Euler-Arnold top:(2.1.
Quantum conformal field theory; 2.2. Lobachevskii algebra, the quantization of
the Lobachevskii plane; 2.3. Quantum q_R-conformal field theory; 2.4. An
infinite dimensional quantum group; 2.5. Quantum-field Euler-Arnold top and
Virasoro master equation).
  III. Octonionic colour space and binocular Mobilevision:(3.1. Quaternionic
description of ordinary colour space; 3.2. Octonionic colour space and
binocular Mobilevision).
