GoldenSpirals { ; This code is made available for ; anyone that wishes to use it. ; No copywrite, no restrictions fractal: title="GoldenSpirals" width=320 height=320 author="Kelly Christiansen" created="September 6, 2001" numlayers=1 layer: caption="New Layer 2" opacity=100 visible=yes alpha=no mapping: center=-28.2323483860220642/1.58331073157444366 magn=2124.31556221871758 angle=218.40075922002803 formula: filename="kec.ufm" entry="manysquashedbrots" maxiter=500 percheck=normal inside: filename="mde.ucl" entry="md-courbes-polaires-ea" density=8 transfer=linear repeat=yes p_courbe="cissoid" p_a=1 p_b=1 p_coord="polar" p_colorby="distance" p_colorfix="@minimum" p_barn="none" p_barn_offset=0 p_pairimp="none" p_sgn=no p_intf="ceil" p_rnd=0 p_fbmtxt=0 p_fbminit="pixel" p_fbmscale=1 p_fbmoffset=0/0 p_fbmangle=0 p_fbmstep=0.5 p_fbmastep=37 p_fbmoct=7 p_fbmpower=2 p_dectxt=0 p_dec_init="real z" p_dec_sgn=yes p_dec_type="Ceil" p_dec_scale=1 p_dec_size=1 p_dec_limit=1 p_txtr_gnarl=0 p_gnarl_init="pixel" p_gnarl_type="real" p_gnarl_form="gnarl" p_gnarl_scale=1 p_gnarl_scaling="Ceil" p_gnarl_size=1 p_gnarl_limit=1 p_gnarl_octaves=5 p_masking="none" p_mask_type="real pixel" p_threshold_l=0.5 p_threshold_u=1 p_trapping="lower" p_trp="iteration" p_trap_min=1 f_fn1=cos f_fn2=sin f_fnx=ident f_fny=ident f_fnb=flip f_fnpi=flip f_fm=ident outside: filename="mde.ucl" entry="md-courbes-polaires-ea" density=16 transfer=linear repeat=yes p_courbe="cochleoid" p_a=1 p_b=1 p_coord="polar" p_colorby="distance" p_colorfix="@minimum" p_barn="none" p_barn_offset=0 p_pairimp="none" p_sgn=no p_intf="ceil" p_rnd=0 p_fbmtxt=0 p_fbminit="pixel" p_fbmscale=1 p_fbmoffset=0/0 p_fbmangle=0 p_fbmstep=0.5 p_fbmastep=37 p_fbmoct=7 p_fbmpower=2 p_dectxt=0 p_dec_init="real z" p_dec_sgn=yes p_dec_type="Ceil" p_dec_scale=1 p_dec_size=1 p_dec_limit=1 p_txtr_gnarl=0 p_gnarl_init="pixel" p_gnarl_type="real" p_gnarl_form="gnarl" p_gnarl_scale=1 p_gnarl_scaling="Ceil" p_gnarl_size=1 p_gnarl_limit=1 p_gnarl_octaves=5 p_masking="none" p_mask_type="real pixel" p_threshold_l=0.5 p_threshold_u=1 p_trapping="lower" p_trp="iteration" p_trap_min=1 f_fn1=cos f_fn2=sin f_fnx=ident f_fny=ident f_fnb=flip f_fnpi=flip f_fm=ident gradient: smooth=no position=200 numnodes=252 index=0 color=0 index=7 color=2056 index=9 color=1032 index=10 color=3084 index=12 color=2060 index=14 color=4112 index=15 color=2064 index=17 color=4116 index=18 color=3092 index=20 color=5144 index=21 color=3092 index=23 color=6172 index=25 color=4120 index=26 color=7200 index=28 color=4124 index=29 color=8228 index=31 color=5152 index=32 color=8232 index=34 color=5152 index=35 color=9260 index=37 color=6180 index=39 color=10288 index=40 color=6184 index=42 color=11316 index=43 color=7212 index=45 color=12344 index=46 color=7212 index=48 color=13372 index=50 color=7216 index=51 color=13376 index=53 color=8244 index=54 color=14404 index=56 color=8244 index=57 color=15432 index=59 color=9272 index=61 color=16460 index=62 color=9276 index=64 color=17488 index=65 color=10304 index=67 color=17492 index=68 color=10304 index=70 color=18520 index=71 color=11332 index=73 color=19548 index=75 color=11336 index=76 color=20576 index=78 color=12364 index=79 color=21604 index=81 color=12364 index=82 color=21608 index=84 color=13392 index=86 color=22636 index=87 color=13396 index=89 color=23664 index=90 color=14424 index=92 color=24692 index=93 color=14424 index=95 color=25720 index=97 color=15452 index=98 color=26748 index=100 color=15456 index=101 color=26752 index=103 color=15456 index=104 color=27780 index=106 color=16484 index=107 color=28808 index=109 color=16488 index=111 color=29836 index=112 color=17516 index=114 color=30864 index=115 color=17516 index=117 color=30868 index=118 color=18544 index=120 color=31896 index=122 color=18548 index=123 color=32924 index=125 color=19576 index=126 color=33952 index=128 color=19576 index=129 color=34980 index=131 color=20604 index=133 color=34984 index=134 color=20608 index=136 color=36012 index=137 color=21636 index=139 color=37040 index=140 color=21636 index=142 color=38068 index=143 color=22664 index=145 color=39096 index=147 color=22668 index=148 color=40124 index=150 color=22672 index=151 color=303296 index=153 color=23700 index=154 color=567492 index=156 color=24728 index=158 color=830664 index=159 color=25760 index=161 color=1357004 index=162 color=26788 index=164 color=1620176 index=165 color=27816 index=167 color=1884372 index=168 color=28844 index=170 color=2409688 index=172 color=29876 index=173 color=2673884 index=175 color=29880 index=176 color=2937056 index=178 color=30908 index=179 color=3463396 index=181 color=31936 index=183 color=3726568 index=184 color=32968 index=186 color=3990764 index=187 color=33996 index=189 color=4516080 index=190 color=35024 index=192 color=4780276 index=194 color=36052 index=195 color=5043448 index=197 color=37084 index=198 color=5569788 index=200 color=37080 index=201 color=5568760 index=203 color=36052 index=204 color=5566708 index=206 color=35024 index=208 color=5565680 index=209 color=33996 index=211 color=5563628 index=212 color=32968 index=214 color=5562600 index=215 color=32960 index=217 color=5560548 index=219 color=31932 index=220 color=5559520 index=222 color=30904 index=223 color=5557468 index=225 color=29876 index=226 color=5556440 index=228 color=28848 index=230 color=5554388 index=231 color=28840 index=233 color=5553360 index=234 color=27812 index=236 color=5551308 index=237 color=26784 index=239 color=5550280 index=240 color=25756 index=242 color=5548228 index=244 color=24728 index=245 color=5547200 index=247 color=23696 index=248 color=5283004 index=250 color=22668 index=251 color=5283000 index=253 color=22664 index=255 color=5281972 index=256 color=21636 index=258 color=5280944 index=259 color=21636 index=261 color=5279916 index=262 color=21632 index=264 color=5278888 index=266 color=20604 index=267 color=5278884 index=269 color=20600 index=270 color=5277856 index=272 color=19576 index=273 color=5276828 index=275 color=19572 index=276 color=5275800 index=278 color=19572 index=280 color=5275800 index=281 color=19568 index=283 color=5274772 index=284 color=18540 index=286 color=5273744 index=287 color=18540 index=289 color=5534860 index=291 color=17512 index=292 color=5533832 index=294 color=17508 index=295 color=5533828 index=297 color=16480 index=298 color=5794944 index=300 color=16480 index=301 color=5793916 index=303 color=15452 index=305 color=5792888 index=306 color=15448 index=308 color=6054004 index=309 color=14424 index=311 color=6052976 index=312 color=14420 index=314 color=6052972 index=316 color=13392 index=317 color=6314088 index=319 color=13388 index=320 color=6313060 index=322 color=13388 index=323 color=6312032 index=325 color=12360 index=327 color=6311004 index=328 color=12356 index=330 color=6573144 index=331 color=11332 index=333 color=6572116 index=334 color=11328 index=336 color=6571088 index=337 color=10300 index=339 color=6832204 index=341 color=10296 index=342 color=6831176 index=344 color=9272 index=345 color=6830148 index=347 color=9268 index=348 color=7092288 index=350 color=8240 index=352 color=7091260 index=353 color=8240 index=355 color=7090232 index=356 color=7212 index=358 color=7351348 index=359 color=7208 index=361 color=7350320 index=363 color=7204 index=364 color=7350316 index=366 color=6180 index=367 color=7349288 index=369 color=6176 index=370 color=7610404 index=372 color=5148 index=373 color=7609376 index=375 color=5148 index=377 color=7608348 index=378 color=4120 index=380 color=7869464 index=381 color=4116 index=383 color=7869460 index=384 color=3088 index=386 color=7868432 index=388 color=3088 index=389 color=8129548 index=391 color=2060 index=392 color=8128520 index=394 color=2056 index=395 color=8127492 index=397 color=1028 index=399 color=8388608 }