55.0000 د.ك
55.0000 د.ك
55.0
KWD
55.0000 د.ك
هذه التركيبة غير موجودة.
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Scale CAMRY Stainless steel platform 150Kg TCS-ZC61Z-150
High precision strain gauge technology
- Stainless steel indicator
- Display: weight, unit price, sum
- Tare / Zero / Hold / Set
- Counting function
- Reliable platform (Stainless steel)
- Low voltage display / Overcharge protection
- Automatic energy saving mode
- Built-in 4V/4Ah rechargeable battery
- Power: AC/DC charger
- Foldable pole (easy storage)
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