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j.txt
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Tuned AR =
File FatouBasins.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c FatouBasins
File FatouBasins_LCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c FatouBasins_LCM
File FatouBasins_LSCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c FatouBasins_LSCM
File FatouBasins_LSCM_trap.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c FatouBasins_LSCM_trap
File LSM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c LSM
File LCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c LCM
File LSCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c LSCM
File LS2M.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c LS2M
File LS2CM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c LS2CM
draw forward orbit
first point of the orbit z0= -0.5000000000000000 +0.0000000000000000*I
last point of the orbit z= 0.9211176875454721 +0.0000000000000000*I
File LS2CM_cr.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c LS2CM_cr
File MBD.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c MBD
File MBD_LCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c MBD_LCM
File MBD_LSCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c MBD_LSCM
File MBD_LSM_LCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c MBD_LSM_LCM
File MBD_LSM_LSCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c MBD_LSM_LSCM
File IBD.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c IBD
File IBD_LCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c IBD_LCM
File IBD_LSCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c IBD_LSCM
File IBD_LSM_LCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c IBD_LSM_LCM
File IBD_LSM_LSCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c IBD_LSM_LSCM
File ParabolicCheckerboard_LSM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c ParabolicCheckerboard_LSM
File ParabolicCheckerboard_LSCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c ParabolicCheckerboard_LSCM
File ParabolicCheckerboard2_LSM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c ParabolicCheckerboard2_LSM
File ParabolicCheckerboard2_LCM.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c ParabolicCheckerboard2_LCM
File ParabolicCheckerboard2_LSCM2.pgm saved . Comment = Numerical approximation of Julia set for f(z)= z^2 + c ParabolicCheckerboard2_LSCM2
Numerical approximation of dynamic plane with Julia set for f(z)= z^3 + c
c = 0.3849001794597505 +0.0000000000000000*i is the parabolic parameter with internal angle 0
critical point zcr = -0.5000000000000000 +0.0000000000000000*i
Image Width = 3.000000 in world coordinate
PixelWidth = 0.0015007503751876
plane description
plane center z = 0.0000000000000000 +0.0000000000000000*i and radius = 1.5000000000000000
Maximal number of iterations = iterMax = 1000
ratio of image = 1.000000 ; it should be 1.000 ...
sizes of traps around attractors
Escaping Radius = ER = 200.0000000000000000 = 133266.666667 *PixelWidth = 134.833333 % of ImageWidth
trap center z = 0.8857737429215309 +0.0000000000000000*i and radius = 0.1142262570784692
Atracting Radius = AR = 0.1142262570784692 = 76.112763 *PixelWidth = 1.576151 % of ImageWidth
periodic cycle = parabolic fixed point z = 1.0000000000000000 +0.0000000000000000*i
gcc version: 11.2.0
__STDC__ = 1
__STDC_VERSION__ = 201710
c dialect = C18