for 's Apo challenge #160.
Credit gradient project [link]

This week's challenge:
One Plus Two

This week's challenge should prove to be most interesting...and tickle your grey matter a bit!

You have the freedom to use however many variations and transforms you wish with this challenge, but you must follow the pattern for each transform.

The pattern goes like this: first transform has one variation and its value equals 1. The second transform has 2 variations, the one you used in the first transform and then a second with its value equaling 2. *Hint* use duplicate transform to speed up the process. If you should like to continue, transform three will be just like the second only including a third variation with a value of 3. The pattern can continue as long as you like.

I've found that by forcing myself to use values other than 1 for variations, I've come up with a plethora of great fractal shapes and designs. It's my hope that you will too!

**************

*************

my parameters for study purposes:
<flame name="eighteenth base_summer peach" version="Apophysis 7x Version 15" size="1000 1000" center="0 0" scale="500" oversample="1" filter="0.5" quality="50" background="0 0 0" brightness="4" gamma="4" gamma_threshold="0.01" estimator_radius="9" estimator_minimum="0" estimator_curve="0.4" enable_de="0" plugins="" >
<xform weight="0.5" color="0.052" julian="1" coefs="1 0 0 1 0 0" julian_power="3" julian_dist="1.2" opacity="1" />
<xform weight="0.5" color="0.354" radial_blur="2" julian="1" coefs="0.068293 -0.043018 0.068673 0.042527 0 0" radial_blur_angle="2" julian_power="3" julian_dist="1.2" chaos="50 " opacity="1" />
<xform weight="0.5" color="0.354" radial_blur="2" julian="1" hexes="3" coefs="0.000835 -0.000532 -0.000418 0.002236 0 0" radial_blur_angle="2" julian_power="3" julian_dist="1.2" hexes_cellsize="1" hexes_power="3" hexes_rotate="-3" hexes_scale="1" hexes_distort="-0.206" hexes_z="-0.674" opacity="1" />
<palette count="256" format="RGB">
FFC1CAFFB0B6FF9C9EFF8884FB706DF35B57E94A42DE3C31
D7371DD5330FD43107D63606D53B11D4421ED94931E05145
EB5A58F6626FFC6A86FF739BFF80AEFF92B8FFA1BCFFAEBF
FFBABFFFC4BEFFD1BEFFDCBCFFE3BDFFEAC1FFEEC4FFF1CC
FFF0D7FFEADEFFE4E3FFDCE3FFD6D8FBC9C9F2BDB2E4AD97
D19981BD8A68A877509365397E571F65490F503E043D3300
2F2800261F00211A001D17001B15001B15001D1400221300
2915003319003F1B004F20005E25006C2E00793900844000
8A47008E4B008F4D008B4F00885000845400805A007C6000
7763007262007062007165007568007E6B028A6D0A986F17
A76C28B36939C06748CE6459E06969F06D7BF96E8AFE7391
FF7891FF7D86FC8675FA8B63F98B52F98E4BFB8B45FC8642
FA8246F97947F9724BFB6A50F85D51EB5252D94750C33F4A
AF3B3F9C3531892F1E742B115F26074C21013C1E00301900
2715002113001E0F001A0E00180B00140700110400100100
1100001200001300001500001900001C00001F0000210100
2203002605002B09003011003619003B2400413000473D00
4D50025A61096972177A82258E8D319A9639A89B3DB29C41
B69D44BC9D43BF9A41C5983FCB9241CF8D44CE8648CF8249
D58249DB7C4AE17A47E07448D66846CA633DBF5833B44D22
AA4312A334079C2B009F2200A91900B41105C4090BD00416
DB0429EA0A35F31741FA2849FE364CF84452F05151E55E4A
DA6E41D07936C57D29B77F1CA87E0E9879038A74007E6D00
7465006C6200645F005F5C005A5B00575B00565900565900
575900595A005B5C005E5E006460006C62007665007F6800
886D009177009D7F00A78900AE9400B49A00B7A200BAA600
BBA800BCAB00BEAE00C3AF01CBAF08D2AF12D8AA24DFA537
E89E49F19159F88765FD7B75FF7087FF6795FF5DA0FF57A1
FF579DFF5993FD6085F96A74F17362E67E54DD8646D48C36
CE9224C99913C6A007C6A801C9B200CFBA02D6BE06DEC410
E8C81BF3CD25FAD035FECD45FFC85BFFC375FFBF8CFFBCA3
FFBAB7FFBDC9FFC7D5FFCFDFFFD3E5FFD4E5FFD1E5FFCBDB
</palette>
</flame>