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C470YER
Gilet da lavoro ad alta visibilità ad una banda orizzontale e due bande verticali
Norme EN ISO 20471
Modello: C470
Taglia: XXS/XS-S/M-L/XL-XXL/3XL
Colore: Giallo
Certificato CE
Gilet ad alta visibilità modello C470 con configurazione classica a una banda orizzontale e due bande verticali riflettenti, progettato per garantire un’elevata visibilità durante le attività professionali.
Leggero, confortevole e dotato di chiusura a strappo, offre una vestibilità comoda e pratica. Certificato EN ISO 20471 e conforme anche alla RIS 3279-TOM per il settore ferroviario
| Articolo | Taglia | Peso |
| C470YERXXS/XS | XXS/XS | 141 gr |
| C470YERS/M | S/M | 156 gr |
| C470YERL/XL | L/XL | 170 gr |
| C470YERXX/3X | XXL/3XL | 186 gr |
| COLORE | GIALLO |
|---|---|
| Shipping Time | 7 |
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Gilet una Banda Orizzontale e due Verticali EN ISO 20471 Classe 2 HI-VIS
<p>Gilet ad alta visibilità modello C470 con <strong>configurazione classica a una banda orizzontale</strong> e <strong>due bande verticali riflettenti</strong>, progettato per garantire un’elevata visibilità durante le attività professionali. <br><br>Leggero, confortevole e dotato di <strong>chiusura a strappo</strong>, offre una vestibilità comoda e pratica. Certificato EN ISO 20471 e conforme anche alla <strong>RIS 3279-TOM per il settore ferroviario<br><br><img src="data:image/png;base64,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" width="282" height="85"><br></strong></p>
<table style="border-collapse: collapse; width: 27.1654%; height: 170.667px;" border="1"><colgroup><col style="width: 35.5591%;"><col style="width: 25.1667%;"><col style="width: 39.1935%;"></colgroup>
<tbody>
<tr style="height: 21.3333px;">
<td style="text-align: center;">Articolo </td>
<td style="text-align: center;">Taglia </td>
<td style="text-align: center;">Peso </td>
</tr>
<tr style="height: 21.3333px;">
<td style="text-align: left;">C470YERXXS/XS</td>
<td style="text-align: center;">XXS/XS</td>
<td style="text-align: center;">141 gr</td>
</tr>
<tr style="height: 21.3333px;">
<td style="text-align: left;">C470YERS/M</td>
<td style="text-align: center;">S/M</td>
<td style="text-align: center;">156 gr</td>
</tr>
<tr style="height: 21.3333px;">
<td style="text-align: left;">C470YERL/XL</td>
<td style="text-align: center;">L/XL</td>
<td style="text-align: center;">170 gr</td>
</tr>
<tr style="height: 21.3333px;">
<td style="text-align: left;">C470YERXX/3X</td>
<td style="text-align: center;">XXL/3XL</td>
<td style="text-align: center;">186 gr</td>
</tr>
</tbody>
</table>
https://www.colliniatomi.it/media/catalog/product/g/i/gilet_una_banda_orizzontale_e_due_verticali_c470_collini_sistemi_.png
3.550201
instock
3.55
2.91
-0
-0.00020100000000056
PORTWEST
0
0
0
https://www.colliniatomi.it/media/catalog/product/g/i/gilet_una_banda_orizzontale_e_due_verticali_c470_collini_sistemi_.png
/Catalogo Collini Sistemi
2026-09-16T13:21:24+0000




