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)
TIP41C - TIP42C Electrical characteristics
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Figure 14. Resistive load switching time
(NPN)
Figure 15. Resistive load switching time
(PNP)
Figure 16. Collector-base and collector-
emitter capacitance (NPN)
Figure 17. Collector-base and collector-
emitter capacitance (PNP)