I thought it looked like it was growing from a book – sort of! If anyone can tell me how I can get the same effect with the thin tendril type lines without using the 3rd transform (exp2_bs) I would appreciate it. This was only a small portion of the overall fractal.
<flame smooth_gradient="0" version="JWildfire V4.00 revision 2 (20.12.2018)" size="3200 1800" center="0.0 0.3904" scale="1136.5853658536585" rotate="0.0" filter="0.75" filter_type="GLOBAL_SHARPENING" filter_kernel="MITCHELL_SMOOTH" filter_indicator="0" filter_sharpness="4.0" filter_low_density="0.025" oversample="1" post_noise_filter="0" post_noise_filter_threshold="0.35" quality="100.0" background_type="GRADIENT_2X2_C" background_ul="0.0 0.0 0.0" background_ur="0.0 0.0 0.0" background_ll="0.0 0.0 0.0" background_lr="0.0 0.0 0.0" background_cc="0.0 0.0 0.0" bg_transparency="0" brightness="18.58" saturation="1.13" gamma="1.97" gamma_threshold="0.01" vibrancy="1.0" contrast="1.0" white_level="220.0" temporal_samples="1.0" cam_zoom="2.153" cam_pitch="2.6529004630313806" cam_yaw="0.0" cam_persp="0.0" cam_xfocus="0.0" cam_yfocus="0.0" cam_zfocus="0.0" cam_pos_x="0.0" cam_pos_y="0.0" cam_pos_z="0.0" cam_zpos="0.0" cam_dof="0.0" cam_dof_area="0.5" cam_dof_exponent="2.0" low_density_brightness="0.24" balancing_red="1.0" balancing_green="1.0" balancing_blue="1.0" cam_dof_shape="BUBBLE" cam_dof_scale="1.0" cam_dof_rotate="0.0" cam_dof_fade="1.0" antialias_amount="0.25" antialias_radius="0.5" post_symmetry_type="NONE" post_symmetry_order="3" post_symmetry_centre_x="0.0" post_symmetry_centre_y="0.0" post_symmetry_distance="1.25" post_symmetry_rotation="6.0" frame="1" frame_count="300" fps="30" post_blur_radius="0" post_blur_fade="0.95" post_blur_falloff="2.0" zbuffer_scale="1.0" mixer_mode="OFF"> <xform weight="5.0" color="0.17" symmetry="0.33" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" elliptic="1.0" elliptic_fx_priority="0" coefs="1.0 0.0 0.0 1.0 0.0 0.0" chaos="1.0 1.0 1.0 1.0"/> <xform weight="15.0" color="0.91" symmetry="0.58" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" linear="0.972" linear_fx_priority="0" splits="1.02" splits_fx_priority="0" splits_x="1.0" splits_y="0.6" splits_lshear="0.0" splits_rshear="0.0" splits_ushear="0.0" splits_dshear="0.0" coefs="1.0 0.0 0.0 1.0 0.0 0.0" chaos="1.0 1.0 1.0 1.0"/> <xform weight="0.5" color="0.28" symmetry="0.7" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" exp2_bs="1.136" exp2_bs_fx_priority="0" exp2_bs_x1="0.6" exp2_bs_y1="0.0" exp2_bs_y2="1.2" coefs="1.0 0.0 0.0 1.0 0.0 0.0" chaos="1.0 1.0 1.0 1.0"/> <xform weight="0.5" color="0.29" symmetry="0.73" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" extrude="1.888" extrude_fx_priority="0" extrude_root_face="5.92" coefs="1.0 0.0 0.0 1.0 0.0 0.0" chaos="1.0 1.0 1.0 1.0"/> <finalxform weight="0.0" color="0.0" symmetry="1.0" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" atan="1.0" atan_fx_priority="0" atan_Mode="0" atan_Stretch="1.0" coefs="1.0 0.0 0.0 1.0 0.0 0.0" chaos="1.0 1.0 1.0 1.0"/> <palette count="256" format="RGB"> 5BF4D681EACCA9E6C4BAECC9CBF2C3C4E3C1A7D7A79EC68F95B78778965A627D4C444C27 505F38818E6387BD8495D1ABABD8C1B8DFC6B5E1D2A9D9C587BB9459AE83347F5613844E 147D4B05794C047D58027D6104846609936F09A3790CB2822BBF9D3CBC9E53AC8E5EA783 56836F417D53216C34216A3511613300552C00522901553404603E086A51016F4A04794F 019771019D7604A079049A73028565018058017C4E007448006A4E006052005546064439 04473507532C065D33115F3C5472686C8D778C96718891716D785A375E2D1C4721031807 011504001500062700254820464E238F4715958C2FB2783CCF7747D28458CAB37FADB090 A2A79192917C818763536F3435672826631D164E2205431E034A2901512C026C3B047245 028559028C5E00A07002946C007A53015B3F00442E01190B001005000602000100000000 000000000001000602020B05020F06001308032213052820022E24003D2B00432B004729 024324003C2500382203321E022E13012A1202231201200E01241004271300291504311A 12421D3C5B2F60724FA0B393BCC6AFDFE3CCD3EED8ACD9BA89CCAB67C3A021B78A12AC7D 129B71379E754FA5666C935C608D563C76442A5F3D044B2B044B23014715004317003D13 003016003B1B024621004E27045A3D05614E317C5562865A7199729EAD8EA9BFA38FD0B8 70D3B342D1B34CBEA45CB29969A98768A27655825B3D5934113413051709031104010302 00010100000000020000080000150403300F043F1F03422400462E014F39005D4605613D 01673F026C48016A4103593401582F01613C016B470077530084670292700EA78812B393 1DD5B124D0A031D29C31D5A152CBA074B89F82BFA59EE1BEAFE2BAD2D6BFEECEAEF6DBD2 EBD6D1D0DECD9AD4BB77C5AC32C19610AE8206A07E11986D13886E1E7D691C8B6B378F77 479E7F4FA58228AD850CA77D01A98503B08804BA940ABCA129C99D31C69A47BEA853C299 61BA9355AE8E51B89525AC8C129C7B1997722F93794495745FB28469B988B0B99EC0BD94 CBC996CBCBA3B4D6B5B2BFAD </palette> </flame>