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)
Wearing the BLUETREK® ST1
1) Posit ion the he adset as sh own in Figure 4.1
Figure 4.1
2) Twist ge ntly the a rms of the BLUETREK® S T1
towa rds yourself.
Fi gure 4.2
3) Plac e the heads et as per Figure 4.3,
so that the neck band goes b ehind the
neck.
Fig ure 4.3
English
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