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# apparent horizon 1/1
#
# column 1 = cctk_iteration
# column 2 = cctk_time
# column 3 = centroid_x
# column 4 = centroid_y
# column 5 = centroid_z
# column 6 = min radius
# column 7 = max radius
# column 8 = mean radius
# column 9 = quadrupole_xx
# column 10 = quadrupole_xy
# column 11 = quadrupole_xz
# column 12 = quadrupole_yy
# column 13 = quadrupole_yz
# column 14 = quadrupole_zz
# column 15 = min x
# column 16 = max x
# column 17 = min y
# column 18 = max y
# column 19 = min z
# column 20 = max z
# column 21 = xy-plane circumference
# column 22 = xz-plane circumference
# column 23 = yz-plane circumference
# column 24 = ratio of xz/xy-plane circumferences
# column 25 = ratio of yz/xy-plane circumferences
# column 26 = area
# column 27 = m_irreducible
# column 28 = areal radius
# column 29 = expansion Theta_(l)
# column 30 = inner expansion Theta_(n)
# column 31 = product of the expansions
# column 32 = mean curvature
# column 33 = gradient of the areal radius
# column 34 = gradient of the expansion Theta_(l)
# column 35 = gradient of the inner expansion Theta_(n)
# column 36 = gradient of the product of the expansions
# column 37 = gradient of the mean curvature
# column 38 = minimum of the mean curvature
# column 39 = maximum of the mean curvature
# column 40 = integral of the mean curvature
0 0.000 -0.000000 0.000000 -0.400002 1.199992581 1.999991189 1.759114641 1.066659013 5.276681037e-10 2.124145171e-15 1.066659013 -1.231945131e-15 0.8533320417 -1.786662969 1.786662969 -1.786662968 1.786662968 -1.999991189 1.199992581 12.07334094 10.65461849 10.65461849 0.8824913117 0.8824913116 40.21211912 0.8944242233 1.788848447 -1.135220726e-12 -1.525672098 1.597121143e-12 0.7628360492 0.000000000 0.000000000 0.000000000 0.000000000 0.000000000 0.7071108706 0.8021151448 30.88865420
1 0.050 -0.000000 -0.000000 0.020002 1.579973464 1.789378736 1.727352483 1.066635479 -2.338178723e-10 1.787178972e-15 1.066635480 -7.934008841e-15 0.8533182631 -1.788671869 1.788671869 -1.788671869 1.788671869 -1.579973464 1.619977150 12.56499952 10.65451471 10.65451471 0.8479518600 0.8479518600 40.21138953 0.8944161093 1.788832219 -8.218951322e-14 -1.529651836 1.231873968e-13 0.7648259180 0.000000000 0.000000000 0.000000000 0.000000000 0.000000000 0.7071178549 0.8021304296 30.88872652
2 0.100 0.000000 -0.000000 0.040003 1.559970461 1.791029891 1.727589649 1.066633756 -1.815855947e-10 -3.237430969e-15 1.066633756 2.410477932e-16 0.8533163649 -1.788251075 1.788251075 -1.788251075 1.788251075 -1.559970461 1.639976464 12.56131024 10.65450263 10.65450263 0.8481999432 0.8481999432 40.21132455 0.8944153866 1.788830773 -1.043589140e-15 -1.529622635 1.373449227e-15 0.7648113177 0.000000000 0.000000000 0.000000000 0.000000000 0.000000000 0.7071155003 0.8020778186 30.88868896
3 0.150 -0.000000 -0.000000 0.060004 1.539967888 1.793848091 1.727985173 1.066630968 -1.400570599e-10 5.924635343e-17 1.066630968 -5.201827929e-15 0.8533139160 -1.787549611 1.787549611 -1.787549611 1.787549611 -1.539967888 1.659974755 12.55516092 10.65448882 10.65448882 0.8486142780 0.8486142780 40.21123069 0.8944143427 1.788828685 -4.968632461e-15 -1.529574165 7.041056153e-15 0.7647870823 0.000000000 0.000000000 0.000000000 0.000000000 0.000000000 0.7071151396 0.8020006687 30.88862470
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