Table 5: Mean magnetic field modulus, mean longitudinal magnetic field and mean quadratic magnetic field.
HD \ensuremath{\langle H\rangle} \ensuremath{\langle H_z\rangle} $(\ensuremath{\langle H\rangle} ^2+\ensuremath{\langle H_z\rangle} ^2)^{1/2}$ \ensuremath{(\langle H^2\rangle+\langle H_z^2\rangle)^{1/2}}
  (G) (G) (G) (G)
47103 1 $7321\pm387$ $-2740\pm499$ 1 $7~536\pm390$ 1 $9~339\pm526$
81009 $8394\pm34$ $1934\pm80$ $8614\pm37$ $9825\pm438$
94660 $6115\pm19$ $-1915\pm56$ $6408\pm25$ $6246\pm247$
96446   $-849\pm91$   $6094\pm630$
116114 $5945\pm10$ $-1709\pm37$ $6186\pm14$ $7158\pm190$
116458 $4677\pm31$ $-1900\pm45$ $5048\pm33$ $5596\pm253$
137949 $4672\pm23$ $1562\pm99$ $4926\pm38$ $4956\pm413$


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