HI, ; today I will demonstrate and try to explain my border system. I?m aware that like in my warp system again nobody will be interested ( I just dont understand why) but it is available in the Fractint Archives and who knows?? ; It is the main tool to decide when and how a part of the image is terminated and calculation moves over to the next one. For that purpose 5 different bordervalues are defined in the input screen - 2 for the outside - and 1 each for inside 1 to 3. ; The user decides if they shall be applied to the Z values or to the Iter values, or both - whatever comes first. Line 25,29,31 field B of the input pdf which is supplied show where ; You get 3 different images of course and by modifying the boder values the actual BORDER of the corresponding part can be altered. In plain language; The position inside the image. ; The names of the images show the applied version. Also parfiles are supplied. ; https://www.dropbox.com/sh/ga15ca656jyrcq4/GJPBm1fe3k ; Cheers, Albrecht
Am 26.02.2014 17:37, schrieb Albrechtx:
; The names of the images show the applied version. Also parfiles are supplied. ; As the link is deleted here are the parfiles again. =================================start par=================================== MagClean { ; Basic Image for Border Demo ; Time 0.13.28.99 Reso 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=log/exp/exp/sin passes=t center-mag=-0.300855/-0.00563554/0.6131608/1/-90/3.88578058618804789e-01\ 6 params=-0.05825983458967864/0.3785210730307932/80000.64595751109/14235.4\ 911030602/152048.0404808041/384.16048940121/384.00482000595/256.10076830\ 01/512.1007683001/768.1007683001 float=y maxiter=3071 inside=maxiter periodicity=0 rseed=-2436 colors=00y0d0000mh00j00000m0000n000n0000000or0xt0xu0uv0ux0sx0sx00x0<3>0y\ 00000y0<2>0y0zy0zy0zy00y00y0zxyzxvzx0ywu0vt0ut0qs0ps0pr00000000r0pq00q00\ q0000000oqz0000000p00qyo00p00pryqtyqwxqyxqy0qxwpvvpvuou0lttjstjq0hotbmsS\ XsQWsNVpJSpIG00000000F0G00DC0DB09A07606500500406400300000x00xv02vww00w0u\ wtuwtt2t02s0vs0vr01qr1q0uq00nq0nq0kqukn0il00j0hjt0it60r6gq50i00h00h00300\ f00S00F00F00E50D00C00C00700000060804805005000800860905900000068z08yp0yqo\ ysoxvoxvo9vo90ox8ow00w0000AtJnrJnpJmoJmnKkiKjfKkdK000000C00E00F00F0000<3\ 000wx0twxswwpvwnvu0uu0ttmtr0tq0spksp0rn0pmkokkojjljjkiij0ij000000000y00\ x00xzyxzxwyvw0tuxouxosvmsulqsj0qiophophm00l00k0hj<3>0hh0gh00f0fe0cd0cY00\ V00U00N00O000<4>000<2>0000800000800A00000K00K0gK0g00hL0hK0jK00K00N00H0kH\ 0k00kS0lU00Z00_0la00d0 }
MagZend { ; Border applied to Z ; Time 0.19.00.14 Reso 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/exp/exp/sin passes=t center-mag=-0.300855/-0.00563554/0.6131608/1/-90/3.88578058618804789e-01\ 6 params=-0.05825983458967864/0.3785210730307932/80500.03595750201/11511.4\ 911030602/152048.0404808041/384.16048940121/384.00482000595/384.20076805\ 112/512.1007683001/768.70076800186 float=y maxiter=3071 inside=maxiter periodicity=0 rseed=-2436 colors=00y0d0000mh00j00000m0000n000n0000000or0xt0xu0uv0ux0sx0sx00x0<3>0y\ 00000y0<2>0y0zy0zy0zy00y00y0zxyzxvzx0ywu0vt0ut0qs0ps0pr00000000r0pq00q00\ q0000000oqz0000000p00qyo00p00pryqtyqwxqyxqy0qxwpvvpvuou0lttjstjq0hotbmsS\ XsQWsNVpJSpIG00000000F0G00DC0DB09A07606500500406400300000x00xv02vww00w0u\ wtuwtt2t02s0vs0vr01qr1q0uq00nq0nq0kqukn0il00j0hjt0it60r6gq50i00h00h00300\ f00S00F00F00E50D00C00C00700000060804805005000800860905900000068z08yp0yqo\ ysoxvoxvo9vo90ox8ow00w0000AtJnrJnpJmoJmnKkiKjfKkdK000000C00E00F00F0000<3\
000wx0twxswwpvwnvu0uu0ttmtr0tq0spksp0rn0pmkokkojjljjkiij0ij000000000y00\ x00xzyxzxwyvw0tuxouxosvmsulqsj0qiophophm00l00k0hj<3>0hh0gh00f0fe0cd0cY00\ V00U00N00O000<4>000<2>0000800000800A00000K00K0gK0g00hL0hK0jK00K00N00H0kH\ 0k00kS0lU00Z00_0la00d0 }
MagIter { ; Border applied to Iteration ; Time 0.11.10.26 Reso 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/exp/exp/sin passes=t center-mag=-0.300855/-0.00563554/0.6131608/1/-90/3.88578058618804789e-01\ 6 params=-0.05825983458967864/0.3785210730307932/80050.03595750019/11151.4\ 911030602/152048.0404808041/384.16048940121/384.00482000595/384.10038400\ 256/512.1007683001/768.10076800186 float=y maxiter=3071 inside=maxiter periodicity=0 rseed=-2436 colors=00y0d0000mh00j00000m0000n000n0000000or0xt0xu0uv0ux0sx0sx00x0<3>0y\ 00000y0<2>0y0zy0zy0zy00y00y0zxyzxvzx0ywu0vt0ut0qs0ps0pr00000000r0pq00q00\ q0000000oqz0000000p00qyo00p00pryqtyqwxqyxqy0qxwpvvpvuou0lttjstjq0hotbmsS\ XsQWsNVpJSpIG00000000F0G00DC0DB09A07606500500406400300000x00xv02vww00w0u\ wtuwtt2t02s0vs0vr01qr1q0uq00nq0nq0kqukn0il00j0hjt0it60r6gq50i00h00h00300\ f00S00F00F00E50D00C00C00700000060804805005000800860905900000068z08yp0yqo\ ysoxvoxvo9vo90ox8ow00w0000AtJnrJnpJmoJmnKkiKjfKkdK000000C00E00F00F0000<3\
000wx0twxswwpvwnvu0uu0ttmtr0tq0spksp0rn0pmkokkojjljjkiij0ij000000000y00\ x00xzyxzxwyvw0tuxouxosvmsulqsj0qiophophm00l00k0hj<3>0hh0gh00f0fe0cd0cY00\ V00U00N00O000<4>000<2>0000800000800A00000K00K0gK0g00hL0hK0jK00K00N00H0kH\ 0k00kS0lU00Z00_0la00d0 }
MagBoth { ; Border applied to Z+iteration ; Time 0.22.29.47 Reso 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/exp/exp/sin passes=t center-mag=-0.300855/-0.00563554/0.6131608/1/-90/3.88578058618804789e-01\ 6 params=-0.05825983458967864/0.3785210730307932/80500.07595750201/11511.4\ 911030602/152048.0404808041/384.16048940121/384.00482000595/384.80076805\ 112/512.1007683001/768.70076800186 float=y maxiter=3071 inside=maxiter periodicity=0 rseed=-2436 colors=00y0d0000mh00j00000m0000n000n0000000or0xt0xu0uv0ux0sx0sx00x0<3>0y\ 00000y0<2>0y0zy0zy0zy00y00y0zxyzxvzx0ywu0vt0ut0qs0ps0pr00000000r0pq00q00\ q0000000oqz0000000p00qyo00p00pryqtyqwxqyxqy0qxwpvvpvuou0lttjstjq0hotbmsS\ XsQWsNVpJSpIG00000000F0G00DC0DB09A07606500500406400300000x00xv02vww00w0u\ wtuwtt2t02s0vs0vr01qr1q0uq00nq0nq0kqukn0il00j0hjt0it60r6gq50i00h00h00300\ f00S00F00F00E50D00C00C00700000060804805005000800860905900000068z08yp0yqo\ ysoxvoxvo9vo90ox8ow00w0000AtJnrJnpJmoJmnKkiKjfKkdK000000C00E00F00F0000<3\
000wx0twxswwpvwnvu0uu0ttmtr0tq0spksp0rn0pmkokkojjljjkiij0ij000000000y00\ x00xzyxzxwyvw0tuxouxosvmsulqsj0qiophophm00l00k0hj<3>0hh0gh00f0fe0cd0cY00\ V00U00N00O000<4>000<2>0000800000800A00000K00K0gK0g00hL0hK0jK00K00N00H0kH\ 0k00kS0lU00Z00_0la00d0 }
participants (1)
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Albrechtx