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)
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| Cantidad | sin IVA | IVA incl. |
|---|---|---|
| 1 - 1 | 20.21€ | 24.45€ |
| 2 - 2 | 19.20€ | 23.23€ |
| 3 - 4 | 18.19€ | 22.01€ |
| 5 - 9 | 17.18€ | 20.79€ |
| 10 - 14 | 16.78€ | 20.30€ |
| 15 - 19 | 16.37€ | 19.81€ |
| 20+ | 15.77€ | 19.08€ |
| Cantidad | U.P | |
|---|---|---|
| 1 - 1 | 20.21€ | 24.45€ |
| 2 - 2 | 19.20€ | 23.23€ |
| 3 - 4 | 18.19€ | 22.01€ |
| 5 - 9 | 17.18€ | 20.79€ |
| 10 - 14 | 16.78€ | 20.30€ |
| 15 - 19 | 16.37€ | 19.81€ |
| 20+ | 15.77€ | 19.08€ |
¡Entrega en 2-3 días, con seguimiento postal!
LME49720HA-NOPB. Función: Amplificador operacional. Número de terminales: 8:1. RoHS: sí. Montaje/instalación: Montaje mediante orificio pasante en PCB. Vivienda: TO-99. Vivienda (según ficha técnica): TO-99. VCC: ±2.5...±17V. Nota: CLASS AB, THD+N--0.00003% (RL=600ohm - 2K). Nota: Doble alto rendimiento, alta fidelidad. Cantidad en stock actualizada el 21/04/2025, 00:25.
Información y ayuda técnica.
Pago y entrega
¡Entrega en 2-3 días, con seguimiento postal!
Todos los derechos reservados, RPtronics, 2024.