100 random layouts - 01-01-2017

0.2 MB·English

by  Vasilis van Gemert

January the 1st, 2017
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Vasilis van Gemert
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This is a simple grid layout with an irrational ratio based on the Hecton, one
H
of the twelve excellent orthogons. The Hecton has a ratio of 1:1.732. This
e
layout is created by generating three columns with the measures (1.732)6,
c
(1.732)7 and (1.732)1. ❤
t
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P This is a simple grid layout with an
e irrational ratio based on the Penton, one
n
of the twelve excellent orthogons. The
t
o Penton has a ratio of 1:1.272. This layout
n
is created by generating three columns
with the measures (1.272)6, (1.272)5 and
(1.272)6. ❤
This is a simple grid layout with an irrational ratio T
r
based on the Trion, one of the twelve excellent i
o
orthogons. The Trion has a ratio of 1:1.154. This n
layout is created by generating three columns with the
measures (1.154)8, (1.154)3 and (1.154)6. ❤
This is a simple grid layout with an irrational ratio based on
H
the Hecton, one of the twelve excellent orthogons. The
e
Hecton has a ratio of 1:1.732. This layout is created by
c
generating three columns with the measures (1.732)3, (1.732)1
t
and (1.732)2. ❤ o
n
This is a simple grid layout with an irrational ratio based on the B
Biauron, one of the twelve excellent orthogons. The Biauron ia
u
has a ratio of 1:1.236. This layout is created by generating
r
three columns with the measures (1.236)6, (1.236)3 and o
n
(1.236)1. ❤
This is a simple grid layout with an irrational ratio
H
based on the Hecton, one of the twelve excellent
e
orthogons. The Hecton has a ratio of 1:1.732. This
c
layout is created by generating three columns with the
t
measures (1.732)2, (1.732)1 and (1.732)1. ❤ o
n
This is a simple grid layout with an irrational ratio H
based on the Hemidiagon, one of the twelve excellent e
m
orthogons. The Hemidiagon has a ratio of 1:1.118.
i
d
This layout is created by generating three columns i
a
with the measures (1.118)5, (1.118)1 and (1.118)1. ❤ g
o
n
B This is a simple grid layout with an irrational ratio
ia based on the Biauron, one of the twelve excellent
u
orthogons. The Biauron has a ratio of 1:1.236. This
r
o layout is created by generating three columns with the
n
measures (1.236)4, (1.236)7 and (1.236)8. ❤
This is a simple grid layout with an Q
irrational ratio based on the Quadrat, u
a
one of the twelve excellent orthogons. d
r
The Quadrat has a ratio of 1:1. This a
t
layout is created by generating three
columns with the measures (1)8, (1)3
and (1)8. ❤