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Table 5

Overview of derived slopes of the mass function binning the data into 12 bins containing approximately the same number of stars.

Isochrone name Segmenta No. of stars nib mmin mmax αc Δαfitd Δαbinninge
(M) (M)

3   Myr Padova NE + SW 220 18–19 5.5 65.8  −1.72 0.09 0.03
4   Myr Padova NE + SW 261 21–22 4.6 46.7  −1.68 0.09 0.01
5   Myr Padova NE + SW 289 24–25 4.0 34.5  −1.55 0.09 0.01
4   Myr Geneva NE + SW 261 21–22 4.5 47.3  −1.77 0.09 0.01

3   Myr Padova NE 99 8–9 5.5 65.8  −1.76 0.13 0.07
4   Myr Padova NE 119 9–10 4.6 46.5  −1.73 0.13 0.02
5   Myr Padova NE 132 11 4.0 34.5  −1.63 0.13 0.00
4   Myr Geneva NE 119 9–10 4.5 47.3  −1.82 0.13 0.03

3   Myr Padova SW 121 10–11 5.5 65.6  −1.68 0.13 0.01
4   Myr Padova SW 142 11–12 4.6 51.0  −1.65 0.12 0.01
5   Myr Padova SW 157 13–14 4.0 36.2  −1.52 0.12 0.01
4   Myr Geneva SW 142 11–12 4.5 48.1  −1.70 0.12 0.01

Notes. 

(a)

Segment in the proper motion diagram (Fig. 6).

(b)

Number of stars per bin.

(c)

Average of the slopes derived for 1000 realizations of randomly distributing the remainder of the division of the number of stars by the number of bins into the bins by increasing the number of stars in the selected bin by one.

(d)

Formal uncertainty of the linear fit.

(e)

Maximum difference between the slopes due to the random distribution of the surplus stars.

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