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Termometrul este echipat cu capac rotabil pentru senzor. Potrivit pentru masurarea temperaturilor intre -20°C si 60°C (4° si 140°F), umiditatea relativa pana la 99% RH, punctul de condensare sau cu bulb umed pentru temperatura şi umiditate
Caracteristici generale:
- Masurare temperatura şi umiditate
- Sonda integrata în aparat
- Scara temperatura °C sau °F
- Memorie valori masurate
- Memorie valori MIN şi MAX
- Oprire automata
- Masurarea punctului de condensare
- Masurarea temperaturii prin bulb umed
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)
Pachetul de livrare contine:
- 1 termometru TH-1
- 1 baterie 3V CR2032
- Manual de utilizare