This fractal is a Julia set generated by the formula z^2/(z^2 + 1) + c, c = 0.1154701 . A square orbit trap was used with a split by axis, and angular decomposition was used for the exterior.

This fractal was entered in the Fractal ’99 contest in the “limited color” category …

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This fractal is a Julia set generated by applying Newton’s method to the formula z^4 + -z^2 – 1, and then adding the constant c, c = 0.01 +0.84i. The regions were split by fixed point, and angular decomposition was used.

This fractal was entered in the Fractal ’99 contest. It got …

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This fractal is a Julia set generated by the formula (z^7+ 2)/(Z^7 + i)+ c, c = 0.84 +1.04i. The “stalks” orbit trap was used, with non-zero inner extent.

“Injective” parameter file

This fractal is a Julia set generated by the formula z^2+ c, c = 0.22 + 0.9i. The “stalks” orbit trap was used, with a region split by dwell.

“Conduits” parameter file

This fractal is a Julia set generated by the formula z^3/(z^4 + 1) + c, c = 0.016 + 0.992i. The “imaginary stalks” orbit trap was used, with a region split by orbit. A non-zero inner trap extent was used.

“Intersections” parameter file

This fractal is a Julia set generated by the formula (z^6 – 1)/(z^5 – 1) + c, c = -0.42 + 0.86i. The “stalk” orbit trap was used, with a region split by orbit.

“Nexus of Disorder” parameter file

This fractal is a Julia set generated by applying Newton’s method to the formula (z^5 – 1)/(z^2 + 1). To this formula is added the constant -0.14 – 0.34i. The “stalk” orbit trap was used, with a region split by orbit.

“Circus Loops” parameter file

This fractal is a Julia set using the formula z^7/(z^7 + 1) – 2.52. The “stalk” orbit trap was used, with a region split by orbit . A non-zero inner extent was used for the orbit trap.

“Concentration” Parameter File

This fractal is a Julia set using the formula z^2/(z^2 + 1). A sqiare orbit trap was used, with a region split by axis (real or imaginary).

“Eschutcheon” Parameter File