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# apparent horizon 1/2
#
# 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 = irreducible mass
# column 28 = areal radius
# column 29 = [not implemented yet] (outer) expansion Theta_(l)
# column 30 = [not implemented yet] inner expansion Theta_(n)
# column 31 = [not implemented yet] product of inner and outer expansions
# column 32 = [not implemented yet] mean curvature
# column 33 = [not implemented yet] d/d(coordinate radius) of area
# column 34 = [not implemented yet] d/d(coordinate radius) of (outer) expansion Theta_(l)
# column 35 = [not implemented yet] d/d(coordinate radius) of inner expansion Theta_(n)
# column 36 = [not implemented yet] d/d(coordinate radius) of product of inner and outer expansions
# column 37 = [not implemented yet] d/d(coordinate radius) of mean curvature
# column 38 = minimum  of the mean curvature    
# column 39 = maximum  of the mean curvature
# column 40 = integral of the mean curvature
0	0.000000	0.000000	0.000000	1.127429	0.4629877399	0.8620337830	0.6607444025	0.1428095297	0.000000000	0.000000000	0.1428095297	0.000000000	0.1481106493	-0.6623426517	0.6623426517	-0.6623426517	0.6623426517	0.5370122601	1.862033783	31.71510506	32.86874710	32.86874710	1.036375161	1.036375161	338.0476684	2.593307672	5.186615343	0.000000000	0.000000000	0.000000000	0.000000000	0.000000000	0.000000000	0.000000000	0.000000000	0.000000000