A mix of mesh and technical material, the Vibe sneakers have turn into a road style favourite. These elegant slingbacks are defined by their two-tone shade palette and J’Adior emblem ribbons. A tribute to the original 1962 design by Roger Vivier, the “J’Adior” slingback pumps have become a celeb favourite. All sneakers are marked with a ‘made in’ stamp from their country of origin.
When it comes to authentic Dior footwear, there are specific markings that act as dependable indicators of authenticity. By familiarizing your self with these options, you presumably can confidently verify the genuineness of your Dior shoes. SneakerDouble ships the highest high quality duplicate sneakers all over the world. All Reps Shoes are shipped from the top replica factories in China but all gross sales and service is managed in the US. For sneakers, all logos and patterns should be parallel to sample edges. Any pattern holes shouldn't be too close or overlap with stitching lines.
If you’re out there for Dior sneakers, be sure to know the method to distinguish the real from the faux. Here are six surefire methods to inform if Dior shores are real or faux. Authentic Dior sneakers are made from high-quality materials, such as nice leather-based or cloth. Counterfeit shoes may use substandard supplies that really feel cheap or have an unnatural texture.

ul> <li>Those that favor a chunky sneaker will love the sporty Dior Vibe.</li> <li>Authentic Dior shoes may have exact and constant stitching all through all elements of the shoe.</li> <li>Next, we'll delve into the significance of recognizing discrepancies in packaging and branding to further authenticate Dior sneakers.</li> <li>Genuine Dior footwear are crafted with precision and care, making certain impeccable craftsmanship.</li> <li>For sneakers, all logos and patterns ought to be parallel to pattern edges.</li></ul>
Whether you’re looking for timeless classics, cutting-edge designs or restricted editions, you’ll discover all of it proper here. We provide the highest quality replica footwear and replica sneakers corresponding to Nike, Adidas Yeezy, Air Jordan, Dior, Balenciaga and Alexander Mcqueen. A Dior shoe will characteristic an assortment of logos and stamps, including the brand name, ‘made in’ stamp, dimension, and serial number.
Counterfeit Dior sneakers often have noticeable inconsistencies of their packaging and branding. Pay close consideration to elements such because the shoebox label, mud bag, and any accompanying accessories or documents. Authentic packaging and branding will replicate the identical consideration to element as the footwear themselves. Spotting faux Dior footwear can be challenging, however by studying to acknowledge the telltale indicators of pretend Dior shoes, you presumably can shield your self from falling victim to counterfeit merchandise.

h2>Shoebox Label</h2>
For heels, inside soles should be minimize evenly with out tough or uncooked edges. They ought to match the base of the shoe with an outer perimeter that is equal around all edges. Toe caps must be fully flush with the heels and mustn't jut out. If it’s on the upper of a sneaker, the underside two points should be parallel to the logo.
One of essentially the most noticeable signs of fake Dior sneakers is an inaccurate logo. Authentic Dior footwear feature a precise, well-positioned logo that's clear and legible. Counterfeit footwear might have logos that are distorted, smudged, or poorly printed, indicating low-quality craftsmanship.

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Pay consideration to the seem and feel of the footwear to determine their authenticity. The shoebox label of genuine Dior footwear provides essential information about the product, together with the model, size, and shade. Inspect the label carefully for any inconsistencies or spelling errors, as counterfeiters typically struggle to copy the exact font and design. Next, we'll delve into the significance of spotting discrepancies in packaging and branding to further authenticate Dior footwear.

h3>Premium High Quality Reproduction Sneakers And Sneakers</h3>
Price factors are another telltale sign of genuine vs. fake Dior sneakers. Authentic Dior shoes vary from about $600 to $2600 on the official web site and in luxury malls. The more elaborate the design is, the dearer it goes to be. Replica sneakers are manufactured in six different quality grades. Top Grade, High Grade and Mid-Grade.Please see description of every grade. With the following pointers, you probably can confidently differentiate between faux and real Dior footwear and make accurate buying selections.
From classic and iconic designs to more modern and revolutionary creations, Christian Dior presents a various vary of shoe styles to cater to varied tastes and events. Crafted from premium supplies, including nice leather-based and the signature Dior Oblique canvas, these footwear usually are not just trendy; they are statements of unparalleled type and sophistication. Owning a pair of Christian Dior sneakers is an investment in a bit of style historical past, a logo of luxury, and a testomony to the model's legacy in the world of excessive fashion.

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" 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By understanding and paying consideration to these features, you can confidently authenticate your Dior footwear. Apart from the shoebox and dirt bag, Dior shoes may include extra accessories or documentation. These can embrace authenticity playing cards, care booklets, and receipts.

An embroidered monogram Swoosh appears on both facet and an “Air Dior” Wings logo could be found on the collar. A white rubber midsole and icy blue translucent outsole tie together the look of the understated Dior x Air Jordan 1. Genuine Dior shoes come with distinctive serial numbers which are carefully engraved or embossed on the shoes. These numbers serve as a means of identification and may be cross-referenced with Dior’s database to confirm authenticity.
Next, https://mega.nz/aff=CU5U4OlDge0 will dive into figuring out widespread faux Dior shoe features. By familiarizing your self with these telltale signs, you'll be able to confidently differentiate between real Dior shoes and counterfeits. Dive into our intensive collection of high quality fake shoes, carefully copied from well-known brands such as Nike, Adidas, Balenciaga, Dior, Gucci and Alexander McQueen.
To decide the authenticity of your Dior sneakers, it's essential to familiarize your self with the telltale signs of faux Dior footwear. Our preowned Christian Dior footwear on sale are the epitome of timeless luxury and impeccable craftsmanship throughout the realm of high-end footwear. Renowned for their distinctive high quality and iconic designs, our genuine used Christian Dior shoes on the market are highly regarded by style fanatics worldwide. Each pair is a murals, meticulously crafted with precision and a focus to detail, reflecting the model's dedication to quality and magnificence.


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Last-modified: 2024-05-01 (水) 09:56:48 (20d)