<p>Acum, macro-volumele sunt disponibile și în versiunea fixă cu 2, 2,5, 5 și 10 ml.</p><figure class="image"><img src="https://metromat.ro/produse/macropipeta-cu-volum-fix-seria-acura-835f-de-2-25-5-si-10-ml/image/png;base64,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"></figure><p>Valorile de performanță obținute cu apă bidest. la o temperatură constantă (± 0,5 °C) cuprinsă între 20 și 25 °C, în conformitate cu ISO 8655.</p><p> </p><p> </p><p><a href="https://metromat.ro/produse/macropipeta-cu-volum-fix-seria-acura-835f-de-2-25-5-si-10-ml/">https://metromat.ro/produse/macropipeta-cu-volum-fix-seria-acura-835f-de-2-25-5-si-10-ml/</a></p>
METROMAT SRL Sacele