![](data:image/png;base64,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)
30 | Installation
2.16 External alarm
The external alarm circuit has an open collector output
for an external alarm relay or buzzer. The operating
voltage for the circuit is the main supply voltage. Max.
load on external alarm output is 0.75 Amp.
Figure 2-23 External alarm connection