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10pcs NEMA 17 BIPOLAR STEPPER MOTOR76 oz-in, KL17H248-15-4A
Specifications:
Shaft: 5mm diameter with flat
Current Per Phase: 1.5A
Holding Torque: 5.5Kg.cm (76 oz-in)
Rated Voltage: 4.2V
NO.of Phase: 2
Step Angle: 1.8° ± 5%
Resistance Per Phase: 2.8Ω± 10%
Inductance Per Phase: 4.8mH± 20%
Insulation Class: Class B
Dielectric Strength: 100Mohm
Operation Temp Range: -20 ~ +40° C
Lead Wire: 22AWG / 750mm
![](data:image/png;base64,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)
One year warranty