Lilac Triscel

Entry to Apophysis Challenge#84


"EscherStainedGlass" - Tutorial by
[link]




params

<flame name="escher stained glass3" version="Apophysis 7x Version 15" size="1280 960" center="-0.02704761659278 -0.0807619608332366" scale="909.85472" angle="3.56448593134802" rotate="-204.23" zoom="-0.923" cam_yaw="0.575958653158129" oversample="1" filter="0.2" quality="5" background="0 0 0.0862745098039216" brightness="10.5782608695652" gamma="3.65" estimator_radius="9" estimator_minimum="0" estimator_curve="0.4" enable_de="0" plugins="" >
<xform weight="0.5" color="0.01" symmetry="0.5" cylinder="0.3" gaussian_blur="0.5" julian="0.550027054664679" coefs="-0.365284 1.429137 1.637119 -0.329414 2.369714 -2.556856" post="0.12141 0 -0.01 0.109491 0 0" julian_power="4" julian_dist="1" chaos="2 2 " opacity="1" />
<xform weight="10" color="0.646" symmetry="0.9" linear3D="0.0173425909737125" escher="1" squarical="0.0205700200423598" coefs="-0.82341 -0.975631 0.88994 -0.505448 0.186787 -0.138177" post="0.968592 0.063264 -0.032404 0.807157 0 0" escher_beta="0.280086" squarical_q1="0.746353" squarical_q2="0.292526" squarical_q3="0.262951" squarical_q4="0.26299" squarical_x="0.278393" squarical_y="0.53447" chaos="3 2 " opacity="1" />
<finalxform color="0.4" symmetry="0.2" polynomial="1" coefs="0.159191 0 0 0.159191 0 0" polynomial_powx="1" polynomial_powy="1" polynomial_lcx="0" polynomial_lcy="0" polynomial_scx="0" polynomial_scy="0" />
<palette count="256" format="RGB">
786A7A6C528762478E5F3A7D4D27683418492B1137230A25
240D20240C1A240E1B24101C411D3A5226535D2D66643175
6A35856A368A6A378F6A338E68308D5F27845F257A5D2370
5D246E5D256D5D246A5D24685C28735D2E765D34795F397B
613F7D5C3E7C573D7B523C725B39715D3B69633F625D394F
5531444E29384D28384D27384E253D532946592E52583254
573356543151512F4F4B2A4E472C453E252F473F2F545D36
626E3A6E803E728F3D779F3C8C9E628D99738E948489898E
877F998E899994939996A09A8AA2868DA375858F7A7D7B7F
726F816A638460528F624A9B503894513684523475472A5E
3D2147371E3B301B2D1C0D1515070C1403081E0812280E1E
30122A381634471A4B431A5D4520724930714C4071514D6B
5B5E6A5668555C724E6B7D4F6D764F5B534D5F4A50684758
6A4A5B6C4E606C505B654F516D59636F5A726A547866527F
645086645390614E9C5C49A05D4D9C5136874E337D4E3174
4926623E1B5037173E331631351F3C412B494D37574F375E
5338665E3B70664271664770614B697A7D7283897B8C9584
989F8F9FA3A59F9EAE9D8CB57C63A2715A9C685197674F98
664D99644A975F489F5C45AA5944AD6248B66249B6624BB6
644FB0624FAD604DA7624C9E544586534081513C7C53376F
5031634525563E1D4837153D2B0C301B041C170219130116
0F00100C000A0E000D1001111B011B1F021E2404242B072C
2F0A32340D3A3810423D1547421A4A401B503A1A55391D59
3F236A43287B432C874A33986143AD5F43AC5D43AC5B44A9
6047AD6649B05F47AD5E4AB1654EB8644CBA614BBB5E4AB8
5C44B25C42A95B3F9E58398B5E3E7E67427F704D818D6D96
A084ACA08CB6AA94C5A5A2BAA0B2AE8F9D9A7B8F80718B76
7C86887277916A639B7058AC7056B6705ABA715CBE7C65C8
8F74CA856DC18066C28D69B978569F5C3D834E3169412450
2D16361F12241D0C171C091322121E3117314321414B2855
4828654A2B714A327840307938327A453F7957477C5B4F7D
6B647C817E6E8B936A889A6A87A55E85A2577E90627A806C
</palette>
</flame>