Table 2: Mean longitudinal magnetic field for the time series of HD 83368.
MJD $\left<{\cal B}_z\right>$ $\sigma{}_z$ MJD $\left<{\cal B}_z\right>$ $\sigma{}_z$
  [G] [G]   [G] [G]
52 382.977731 -868 60 52 383.039369 -786 54
52 382.979433 -861 60 52 383.041174 -854 57
52 382.981137 -805 60 52 383.042984 -818 60
52 382.982841 -608 60 52 383.044806 -829 60
52 382.984553 -1057 63 52 383.046728 -879 47
52 382.986283 -788 57 52 383.048638 -720 51
52 382.988050 -777 54 52 383.050505 -830 54
52 382.989816 -783 60 52 383.052323 -990 57
52 382.991590 -879 60 52 383.054130 -718 60
52 382.993386 -829 54 52 383.055971 -681 54
52 382.995213 -839 51 52 383.057846 -920 51
52 382.997032 -845 54 52 383.059721 -833 54
52 382.998804 -892 57 52 383.061596 -932 54
52 383.000575 -771 57 52 383.063473 -764 51
52 383.002350 -782 57 52 383.065349 -821 51
52 383.006425 -1181 54 52 383.069270 -805 54
52 383.008209 -905 57 52 383.071105 -848 51
52 383.009994 -830 54 52 383.072939 -910 51
52 383.011779 -575 57 52 383.074751 -790 57
52 383.013568 -897 54 52 383.076566 -965 51
52 383.015354 -1115 54 52 383.078386 -864 51
52 383.017147 -767 54 52 383.080183 -1011 57
52 383.018943 -940 57 52 383.081960 -896 57
52 383.020728 -820 60 52 383.083742 -817 57
52 383.022515 -957 60 52 383.085520 -920 57
52 383.024320 -834 60 52 383.087300 -801 57
52 383.026218 -955 51 52 383.089080 -868 60
52 383.028119 -687 54 52 383.090877 -812 60
52 383.029930 -817 60 52 383.092768 -863 57
52 383.031730 -950 54 52 383.094707 -635 51


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