Approximate rendering · the plate’s seeds are not recorded
Dissertation 1969 · p. 206–208
'BEGIN' 'COMMENT' HAUFEN AUS RECHTECKEN., 'PROCEDURE' ELRECT., 'BEGIN' 'REAL' D,E,F,G., JA1.=P+JLI., JE1.=P+JRE., JA2.=Q+JUN., JE2.=Q+JOB., D.=J1., E.=J1., F.=J2., G.=J2., LEER(D,F)., LINE(E,F)., LINE(E,G)., LINE(D,G)., LINE(D,F) 'END' ELRECT., JLI.=-5., JRE.=15., JUN.=-5., JOB.=15., SERIE(10.0,10.0,18,13,ELRECT) 'END' HAUFEN AUS RECHTECKEN.,
This page · drawing kernel
JA1 = P + JLI; JE1 = P + JRE; JA2 = Q + JUN; JE2 = Q + JOB; D = J1(); E = J1(); F = J2(); G = J2(); LEER(D, F); LINE(E, F); LINE(E, G); LINE(D, G); LINE(D, F); SERIE(10, 10, 18, 13, ELRECT); // 20×20 frames in 10×10 cells.
Approximate rendering. P. 206: not
SCHWARM, but SERIE with procedure
ELRECT. Each cell is 10 by 10; the random frame
overhangs every edge by five units — the rectangles overlap and
the matrix collapses into a heap. The listing does not set seeds;
JS1 and JS2 are the book values of p. 122, not those of the
plate.
© Works of Georg Nees: heirs Eckhard Nees & Sandra Nees · Website © 2026 Eckhard Nees