THE BEAUTIFUL FORMULA LANGUAGE / SIZE OF THE UNIT IS CORRESPONDING FOR ALL ELEMENTS AND HAS NOT TO TOUCH

size of the unit is corresponding for all elements

M 1/4
A 1/4
R 2,2,3,1
E a,b,c,d ≈
P
a A1[*2,2,3,1]
b A2[*2,2,3,1]
c A3[*2,2,3,1]
d A4[*2,2,3,1]

corresponding


_

has not to touch

A 1/9b
R 2,2,3,1
E a,b,c,d ≈
P
a_b_c_d
a A9[2+2+3+1]
b A9[2+2+3+1]
c A9[2+2+3+1]
d A9[2+2+3+1]

hasnottotouch


THE BEAUTIFUL FORMULA LANGUAGE allows to create new compositions and to notate already existing paintings.

We are constantly working on the improvement of THE BEAUTIFUL FORMULA LANGUAGE. Please, feel free to send us your suggestion, comment or any kind of question.

Oleksiy Koval and THE BEAUTIFUL FORMULA COLLECTIVE

BASICS OF THE BEAUTIFUL FORMULA LANGUAGE

SIGNS AND SYMBOLS
M meter
A area
U unit
T takt
R rhythmical motive
E element
P procedure
# entry
 
* hits the meter
[] within the same area
#(n) number of entries
number of entries flexible
(n) size of unit
size of the unit is corresponding for all elements
|| order fixed
> n occupy n
-> go to
{ n out of n possible
+ has to touch
not
V vertical
H horizontal
F flexibel
ordinal number

 

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