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Air Purifiers
Air Purifiers for Traffic Pollution
Leitz
Leitz by Air Purifiers for Traffic Pollution
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Type: Air Purifiers
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Type: Air Purifiers for Traffic Pollution
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Leitz™
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Leitz™
Leitz TruSens Z-1000 H13 Plus
<p>Leitz™ TruSens air purifier now with new upgraded H13 Anti-Virus Hepa filter and activated carbon granules for improved odour and VOC control. The Z1000 H13 Plus is designed for small rooms (e.g. bedrooms, home offices etc) and is perfect for removing microscopic particles that can cause allergies like hay fever, airborne viruses and bacteria, dust, VOC/gases, pet dander and tobacco smoke. <br /><img src="data:image/png;base64,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" alt="" /></p> <p>*Results from independent third-party testing using human coronavirus 220E over a two-hour period ina sealed chamber. HCOV-299e is a well-established surrogate for SARS-Cov-2. For more information visit. leitz.com/trusenstest.</p> <p> </p>
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