Genuine Dior sneakers are known for their impeccable craftsmanship. All the stitching and seams must be straight, even, and completely precise. The Dior x Air Jordan 1 High is arguably essentially the most fascinating sneaker collaboration of 2020.
Counterfeit shoes, however, may function artificial materials that lack the authenticity and quality of real Dior footwear. https://pastelink.net/ga1atobv packaging and branding components for any discrepancies, such as the shoebox label, mud bag, and additional equipment or documentation. Authentic Dior footwear come with a dust bag for storage and safety. The Dior emblem must be centered, well-printed, and symmetrical. Counterfeit dust luggage could have smudged or skewed logos, poor stitching, or uneven edges.
Genuine pairs are made with a textured technical fabric, though the style is also out there in patent leather. The ribbon should at all times be flat and unbendable and made of inflexible cotton. Pre-loved styles are barely inexpensive, however they’re nonetheless usually within the $$$ range. Vintage types in nice situation can often be as costly as fashionable designs.

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The brand’s signature slides and mules have been recreated with sleeker silhouettes and delicate Dior logos on the buckles. Kim Jones, the Men’s Artistic Director for Dior, reinvented the iconic Air Jordan 1 high-top sneaker in a cool grey colorway with the Dior brand embellishing the Nike swoosh. Some sneakerheads have called it probably the most luxurious sneaker to ever be created. Those that prefer a chunky sneaker will love the sporty Dior Vibe.

h2>Unveiling The Secrets: Logos & Stamps On Dior Footwear</h2>
Genuine Dior shoes are crafted with precision and care, guaranteeing impeccable craftsmanship. At replicashoes.io, we’re redefining sneaker style with a number of the world’s finest luxury faux sneakers. Enter a world where style meets craftsmanship, where each pair of sneakers tells its personal distinctive story. Discover the perfect mixture of iconic manufacturers and unique collections, rigorously selected for sneaker lovers like you. These footwear are made from very high-quality materials and workmanship that are close to the originals.
By inspecting the craftsmanship and materials, you'll have the ability to confidently determine the authenticity of Dior shoes and avoid falling sufferer to counterfeit replicas. The overall construction of the shoe can be a dependable indicator of authenticity. Genuine Dior shoes exhibit superior building methods, resulting in a sturdy and well-balanced shoe. In distinction, counterfeit footwear could have seen glue marks, rough edges, or poor alignment, indicating inferior development. Pay attention to the craftsmanship and materials utilized in authentic Dior footwear, together with stitching, material texture, and general building.

ul> <li>At replicashoes.io, we’re redefining sneaker style with a choice of the world’s finest luxurious pretend sneakers.</li> <li>Owning a pair of Christian Dior sneakers is an funding in a piece of style history, a logo of luxurious, and a testomony to the brand's legacy in the world of haute couture.</li> <li>In a video posted to his TikTok channel and seen by almost 2 million people, King unwrapped £2,000 (??$2,488) price of seemingly high-end Nike shoes, new of their bins.</li> <li>Familiarize your self with Dior’s authenticity markings, similar to the right placement and appearance of the Dior brand and serial numbers.</li> <li>Dive into our intensive assortment of top of the range pretend sneakers, rigorously copied from well-known brands corresponding to Nike, Adidas, Balenciaga, Dior, Gucci and Alexander McQueen.</li></ul>
They’re obtainable in a quantity of colorways, from neutral white to metallic accents and all-over brand prints. Black and nude are the core colours available since their 2017 launch, however Dior has also released seasonal colours and prints like blue floral, pink houndstooth, and grey tartan. In a video posted to his TikTok channel and viewed by nearly 2 million individuals, King unwrapped £2,000 (??$2,488) worth of seemingly high-end Nike shoes, new of their packing containers. Customers might be sent pictures of actual sneakers after being ordered and earlier than being shipped. This elegant leather slide has been spotted on many off-duty celebrities. Its thin sole and crossover leather upper, adorned with the Dior brand, look wonderful when paired with informal denim appears or minimalist maxi attire.

h3>What Are Some Authentic Options To Look For In Dior Shoes?</h3>
These sneakers embody enduring beauty and refinement, making them a coveted selection for those who respect the artistry of luxurious fashion. By equipping your self with the knowledge shared on this comprehensive guide, you now have the necessary instruments to confidently distinguish between fake Dior sneakers and genuine products. Welcome to our comprehensive guide on the way to spot pretend Dior shoes versus real ones. Whether you’re a trend enthusiast, a collector, or just somebody who appreciates high-quality footwear, it’s essential to have the flexibility to distinguish between counterfeit and authentic Dior shoes. There are a number of purple flags to watch out for when identifying counterfeit Dior footwear.
They will sometimes come with 1-2 minor variances which may be exhausting to detect on foot. These will come with box and packaging found on genuine retail model. Trusting your instincts and utilizing the following pointers will enable you to remain one step ahead of counterfeiters. Remember, genuine Dior sneakers showcase impeccable craftsmanship, high-quality supplies, and particular markings which might be perfectly placed. Paying consideration to these details will ensure you are investing in the true deal.

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" 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When inspecting the craftsmanship of Dior shoes, take notice of the stitching. Authentic Dior shoes could have exact and constant stitching all through all elements of the shoe. In distinction, counterfeit shoes may have uneven or sloppy stitching, indicating poor workmanship. Genuine Dior sneakers are renowned for his or her impeccable craftsmanship and using premium materials. By closely assessing these key features, you probably can simply distinguish between actual Dior shoes and counterfeit replicas. One of the key authenticity markings to look for is the proper placement and look of the Dior emblem.
Authentic products could have high-quality printing and supplies, whereas counterfeit variations could have blurry logos or flimsy paper. In addition to brand and serial numbers, it’s important to pay attention to another distinctive identifiers that might be current on the shoes. This can embody special embossments, labels, or tags which would possibly be particular to Dior’s genuine products.
These details contribute to the general authenticity and worth of genuine Dior footwear. Identify common features of faux Dior sneakers, corresponding to inaccurate logos, poor quality control, substandard supplies, and irregular sizing. They will have good high quality supplies and workmanship that are “similar” to authentic. Intended for extra of the finances conscious buyer that desires the look but doesn’t care about the small details.
Familiarize yourself with Dior’s authenticity markings, corresponding to the correct placement and look of the Dior brand and serial numbers. The most popular model features an all-over monochromatic Dior emblem, but the type can be out there in additional delicate stable variations. Dior has additionally launched the sneaker in playful prints and textures, similar to florals, zodiac indicators, and macrame lace. Their subtle designs have been treasured for many years for his or her luxurious look and flawless craftsmanship. Fake Dior sneakers may have inconsistent sizing compared to genuine ones. If you discover that the shoes don’t match as expected or feel uncomfortable, it could be an indication of a counterfeit product.
Always refer to Dior’s official dimension charts or seek the guidance of with a Dior representative to ensure you’re purchasing the right size. All of our sneakers are high quality replicas, and each one undergoes a thorough high quality verify earlier than shipment to ensure that it matches the original in every method. This year’s Dior by Birkenstock collaboration has formally cemented the consolation sandals as a luxury good.
These embrace inaccurate logos, substandard supplies, poor quality management, irregular sizing, and general lack of consideration to detail. Familiarizing yourself with these common discrepancies will assist you to avoid purchasing fake Dior footwear. Genuine Dior footwear come with distinct authenticity markings, including correctly positioned and designed Dior logos, serial numbers, and other distinctive identifiers. Additionally, authentic Dior footwear showcases meticulous craftsmanship, that includes exact stitching, top-notch materials, and impeccable general building.

The material texture is another important characteristic to contemplate. Genuine Dior shoes are created from high-quality materials that feel luxurious to the contact. Look for fine-grained leather-based, clean and sturdy suede, or fastidiously woven fabrics.


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Last-modified: 2024-05-01 (水) 10:51:52 (20d)