It's all haywire.
Permutation with red, green, blue and yellow.
ID=09, Version=46, Permutation #01
Image width in cm: (50 / 100 / 120 / 150)
==> strip width in mm: (55.6 / 111.1 / 133.3 / 166.7)
Two colour strips are combined vertically in pairs.
Example:
V=46: RRBB
V=47: RBBR
V=48: RBRB
With 2 out of 4 colours there are 6 possibilities of arrangement for each version. The two remaining colours are arranged horizontally in pairs. By swapping the 2 remaining colours, this results in 6 * 2 = 12 possible combinations.
With the three versions (46, 47, 48), there are thus 6 * 2 * 3 = 36 possible combinations.
The selection is made in such a way that no new motif is created by rotating 90 degrees (4x).
For the time being only a small selection of the possible permutations with red, green, blue and yellow.
Other combinations can be created on request and upon request.
Outlook:
In a composite display, all combinations per version are later displayed in one image.
                                
 
                                
                                        I deal with constructive graphics.
I am probably one of many unknown pioneers of computer graphics. Graphics with a "ph",  I insist.
Already at school my student work was constructive. The work afterwards was mainly with ink,  ruler and compass. Only for a short time I had also constructed with..
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 Nested | Center | 02x02 | N=10 | WGerhard Haberern
Nested | Center | 02x02 | N=10 | WGerhard Haberern Nested | Center | 01x01 | N=06 | WGerhard Haberern
Nested | Center | 01x01 | N=06 | WGerhard Haberern Permutation | ID=09 | V=44-01-1 | 1:1 | 12x12Gerhard Haberern
Permutation | ID=09 | V=44-01-1 | 1:1 | 12x12Gerhard Haberern 6 permutations each with center red, green, blue and yellow | ID=15 | V=09Gerhard Haberern
6 permutations each with center red, green, blue and yellow | ID=15 | V=09Gerhard Haberern 4xL | N=20 | V=01 | 02x02Gerhard Haberern
4xL | N=20 | V=01 | 02x02Gerhard Haberern 4xL | N=20 | V=02 | 02x02Gerhard Haberern
4xL | N=20 | V=02 | 02x02Gerhard Haberern 4xL | N=20 | V=26 | 02x02Gerhard Haberern
4xL | N=20 | V=26 | 02x02Gerhard Haberern 4xL | N=20 | V=29 | 02x02Gerhard Haberern
4xL | N=20 | V=29 | 02x02Gerhard Haberern 4xL | N=20 | V=36 | 02x02Gerhard Haberern
4xL | N=20 | V=36 | 02x02Gerhard Haberern 4xL | N=20 | V=39 | 02x02Gerhard Haberern
4xL | N=20 | V=39 | 02x02Gerhard Haberern 4xL | N=20 | V=40 | 02x02Gerhard Haberern
4xL | N=20 | V=40 | 02x02Gerhard Haberern 4xL | N=20 | V=41 | 02x02Gerhard Haberern
4xL | N=20 | V=41 | 02x02Gerhard Haberern 4xL | N=20 | V=43 | 02x02Gerhard Haberern
4xL | N=20 | V=43 | 02x02Gerhard Haberern 4xL | N=20 | V=45 | 02x02Gerhard Haberern
4xL | N=20 | V=45 | 02x02Gerhard Haberern 4xL | N=20 | V=46 | 02x02Gerhard Haberern
4xL | N=20 | V=46 | 02x02Gerhard Haberern 4xL | N=20 | V=48 | 02x02Gerhard Haberern
4xL | N=20 | V=48 | 02x02Gerhard Haberern 4xL | N=20 | V=49 | 02x02Gerhard Haberern
4xL | N=20 | V=49 | 02x02Gerhard Haberern 4xL | N=20 | V=50 | 02x02Gerhard Haberern
4xL | N=20 | V=50 | 02x02Gerhard Haberern ID=1:1-10-39 | V=048-04Gerhard Haberern
ID=1:1-10-39 | V=048-04Gerhard Haberern ID=1:1-10-39 | V=048-06Gerhard Haberern
ID=1:1-10-39 | V=048-06Gerhard Haberern