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"><br>
<br>
<br>
</p>
[DetailsSplit]
<table style="width: 100%;">
<tbody>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Brand Name</strong></td>
<td style="height: 36px; width: 73.8505%;">viqif</td>
</tr>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Insole Material</strong></td>
<td style="height: 36px; width: 73.8505%;">PU Leather</td>
</tr>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Upper Material</strong></td>
<td style="height: 36px; width: 73.8505%;">PU Leather</td>
</tr>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Outsole Material</strong></td>
<td style="height: 36px; width: 73.8505%;">Rubber</td>
</tr>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Gender</strong></td>
<td style="height: 36px; width: 73.8505%;">Men</td>
</tr>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Season</strong></td>
<td style="height: 36px; width: 73.8505%;">Spring,Autumn,Summer</td>
</tr>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Type</strong></td>
<td style="height: 36px; width: 73.8505%;">Casual&Fashion</td>
</tr>
<tr style="height: 36px;">
<td style="height: 36px; width: 21.1495%;"><strong>Occasion</strong></td>
<td style="height: 36px; width: 73.8505%;"><span>Work, Holiday, Outside, Home, Lounge,Party</span></td>
</tr>
<tr style="height: 36px;">
<td colspan="2" style="height: 36px; width: 95%;">
<p>Please Note : All dimensions are measured manually with a deviation of 1 to 3cm</p>
</td>
</tr>
</tbody>
</table>
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