LD-O ⍂ 5ths with LD-B ⍁ 5ths

Wt

O HLt B

G Lt Y

V LLt R

O M B

G HD Y

V D R

O LD B

Blk

154. Instead of having two colors to a value in the combination of two

vertical sequences, we may have an alternation of colors in the values,

giving one color to a value, thus:—

Wt

R HLt

Lt Y

R LLt

M Y

R HD

D Y

R LD

Blk

It has seemed to me that the sequences in which we have one color to

a value give better results than those in which we have two or more

colors to a value.

155. Instead of having each color in two values in the combination

of two horizontal sequences, we may have the colors, taken at equal

intervals, occurring alternately first in one value and then in the

other.

Lt R . Y . B .

D . O . G . V

156. These alternating sequences may proceed, not only vertically and

horizontally, but diagonally across the diagram. In that case the

alternations will be between different value-intervals in a series of

equal color-intervals or between different color-intervals in a series

of equal value-intervals.

Wt

HLt VR

Lt BV

LLt GB V

M YG B

HD OY G

D Y

LD O

Blk

In this case the alternation is between different value-intervals

through the Scale of Colors. The movement being, as a whole,

up-to-the-right, is in the Right Mode. I have not used any of the

sequences, of this type, in which the value-intervals alternate, first

in one mode then in the other, with a constant color-interval, but I

have used, frequently, the alternation of two different color-intervals

in a series of equal value-intervals. The sequences produced in this

way are among the most interesting of all the many I have used. I will

give several examples.

Wt

HLt Y

7th

Lt V

5th

LLt O

7th

M B

5th

HD R

7th

D G

5th

LD V

Blk

In this case the alternation is from the keynote, Low Dark Violet, up

first in the Left Mode a fifth, then up in the Right Mode a seventh,

then in the Left Mode a fifth, and so on up to White. This particular

alternation might be described as the relation of a fifth and a seventh

repeated, in the Left Mode.

Wt

HLt Y

7th

Lt V

5th

LLt G

7th

M R

5th

HD B

7th

D O

5th

LD V

Blk

In the sequence just given the alternation is, from the keynote Low

Dark Violet, first in the Right Mode a fifth, then in the Left Mode a

seventh: this through the Scale of Values up to White. The order of the

previous sequence is inverted. This particular alternation might be

described as the relation of a fifth and seventh repeated in the Right

Mode.

The alternation of intervals of the fifth with intervals of the third

gives some interesting sequences, in which the alternation of intervals

is, necessarily, an alternation of modes.

Wt

HLt Y

3d

Lt G

5th

LLt O

3d

M Y

5th

HD R

3d

D O

5th

LD V

Blk

157. I have by no means exhausted the possibilities of value and color

combination, but I have indicated a sufficient number to serve the

purposes of experimental practice in tone-relations, for a long time

to come. The sequences which I have found most interesting, in my own

experiments, have been the diagonal sequences of the two modes, using

intervals of the fifth, and the diagonal sequences in which with equal

value-intervals there is an alternation of certain color-intervals,—the

seventh and the fifth, and the seventh and two fifths. It may very well

be that these particular sequences interest me because I have used them

more than others and consequently think in them more easily.

158. For the purposes of Pure Design the Scale of Nine Values,

including Black and White, will be found sufficient; but when it comes

to the combination of Design with Representation, and particularly

to Representation in Full Relief, it will be necessary to introduce

intermediates into the Scale of Values. With this purpose in view

I give one more diagram in which intermediates of value have been

introduced. For convenience in drawing out the different sequences upon

this diagram I have repeated the Scale of Colors showing the connection

of Violet-Red with Red. This diagram (5) is simply an extension of the

Diagram of Values and Colors given on p. 137.

159. We may use the various sequences I have described without mixing

the tones, using the tones one at a time as they may be required; but

if we choose we may mix adjacents or thirds or even threes. In that

way the tone-possibilities of each sequence may be very much extended.

It may be well to show what the extension amounts to by giving one of

the sequences with an indication of the result of mixtures within the

limits described.

A theory of pure design · 第 125 / 156 题