Orange and Brown Zone #5
Series introduction:Orange and Brown Zone #1
Parent series introduction:Strange Zone II #1
Related series: Strange Zone II #4
Orange and Brown Zone #4
Series introduction:Orange and Brown Zone #1
Parent series introduction:Strange Zone II #1
Related series: Strange Zone II #4
Orange and Brown Zone #3
Series introduction:Orange and Brown Zone #1
Parent series introduction:Strange Zone II #1
Related series: Strange Zone II #4
Orange and Brown Zone #2
Series introduction:Orange and Brown Zone #1
Parent series introduction:Strange Zone II #1
Related series: Strange Zone II #4
Orange and Brown Zone #1
Orange and Brown Zone
This spin off from the Strange Zone II series features predominately orange and brown palettes. Many feature dueling strings of yellow and blue/grey suns. Most of these were completed early while I was working on Strange Zone II. I separated them out mainly for the colors.
This is the first of five or six spin-off collections from Strange Zone II
Strange Zone II #5
Series Introduction:Strange Zone II #1
Related series: Strange Zone II #4
I will publish the rest of the series with little or no additional words.
Strange Zone II #4
I intend to follow this series with additional, more specialized, "Zone" series. This one is a spin-off of sorts from the 2021 series, Strange Zone. The original also had a few related series.
Here is an index of all of them. I will add to this list as I publish the follow-on series.
2021
2023, 2024
Strange Zone II #3
This series serves as an introduction to a series of series.
While putting together the recent work I went down the proverbial rabbit hole several times. I had a large collection to serve as the starting point for Strange Zone II. Then most of those spawned addition ideas, and I soon had fifty pieces I wanted to publish.
Fifty would be a very large series. (And the number may grow before I am done.) I grouped them into several smaller sets, which I will roll out over the next couple of months.
Strange Zone II #2
The original Strange Zone set was published in 2021. It arose from work I was doing with fractals. The underlying formulas were very complex. In was not something any sane mathematician would study.
The functions involved complex exponentiation, which is a multi-valued (in fact infinitely valued) function. So there is a "pick one" step that creates effects that do not happen with well-behaved functions.
The present series tries to resurrect the feeling of the original. But with the techniques of my recent work, rather than strange fractal formulas.