One widespread slipup on pretend luggage is using “Milan” as an alternative of “Milano” on the inside plaque. Prada makes a variety of the world’s most luxurious purses and wallets. Its storied history reaches back to 1913, when it was based by Mario Prada. In 1919, the brand was named Official Supplier to the Italian Royal Household. Top Floor Gallery provides a Lifetime Authenticity Guarantee on every item bought on-line & in-store. Our rigourous 3-step course of ensures authenticity, supplying you with the boldness to shop with full peace of mind.
Verify that the R and A are correct in all cases and that each one the logos on the bag are in the identical font. Prada Sport baggage got here in transparent plastic bags, very comparable to the baggage that BAPE and Palace items are packaged in. Coming throughout a Prada Sport bag that comes with the clear bag isn't frequent. The internal tag is a clear rubber/silicone material rectangle (approx. __cm x ___cm), with gray cross/zig-zag stitching operating along the perimeters. Outline of the letters ‘PRADA’ are debossed, and the letters themselves embossed throughout the indents. Generally, the topstitching on Prada baggage is stitched at a slight angle.
With over 50 orders and 5 star optimistic suggestions, this triangle bag is the perfect Fendi triangle bag dupe. If https://tipstick9.bravejournal.net/cowboy-style-eras-from-the-19th-century-to-beyonce-and-louis-vuitton-the-new are ever doubtful in regards to the legitimacy of your Prada bag, we positively recommend getting the bag’s authenticity checked by a professional skilled. With Miuccia Prada on the helm, everyone wants to get their hands on a Prada bag, but you need to be sure you could have an authentic bag somewhat than a pretend. https://basemimosa2.werite.net/finest-lv-dupes-7-unimaginable-designer-lookalikes may have the text printed on an oblong leather-based patch quite than ceramic. These baggage are the most commonly replicated baggage by counterfeiters, so it’s good to turn into acquainted with the means to tell aside an genuine from a faux. Even styles of leather-based bags which may be ruched or ruffled should really feel delicate. The logo on a real bag might be easily readable, regardless of how small the font is. In a world that can’t afford quick fashion and textile waste, we commit ourselves to sourcing quality items from high finish luxury brands.

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The finest way to examine in case you have a real Prada bag is to pay shut attention to the hardware. All of the hardware on a Prada bag may have the name of the brand engraved onto it ? this includes any buckles, metal feet, locks, or zippers . The dust bag ought to bear a flawless Prada logo stamp no matter colour. The absence of a dust bag or authenticity card, especially in purportedly new Prada gadgets, is a certain signal of it being a faux.
Additionally, pay shut consideration to the font fashion used in the logo. Counterfeit Prada luggage usually show telltale signs of inauthenticity through the logo’s poor-quality finish, irregular placement, and incorrect font type. Pay close consideration to these particulars, as they can collectively provide valuable clues in figuring out a faux Prada bag. Ideally, a pre-owned or vintage Prada bag will come with the dust bag, authenticity card and care instructions. If the bag is lacking considered one of this stuff, it doesn’t necessarily imply that it’s fake.

h2>Quality Assurance Tags</h2>
Some fakes are extra obvious than others, rife with telltale signs like poor-quality stitching, tarnished hardware and even misspellings of Prada. A fake could additionally be so evident that you don’t even have to pop it open to know it’s not real. Some baggage may even feature the purple horizontal brand, but with white lettering. All genuine Prada sport luggage will have inside branding ? if the bag doesn’t, it’s pretend. Many, if not most second hand Prada will not include these ? that’s why being familiar with different features such because the lettering will give you a greater indication. The hardware on authentic Prada bags are sometimes engraved with ‘PRADA’ , or “PRADA MILANO” on metal zipper tabs.

ul> <li>We might earn a commission if you resolve to make a buy order through our hyperlinks, for freed from charge to you.</li> <li>Fake Prada bags tend to use a light-weight neutral color that doesn’t match or complement the outer colour of the bag.</li> <li>The authenticity card ought to are available a black envelope embossed with the Prada emblem.</li> <li>Vintage designer purses, together with those from Prada, have experienced a exceptional surge in worth over the past decade.</li></ul>
Prada bags are known for his or her high resale value, so you need to get essentially the most on your money and spend as little as attainable on equipment. Prices can range from $100 to $5,000, but the costliest Prada bag is a $9,500 bag, so there are some good choices on the market for these on a finances. Prada baggage are the most unique Prada merchandise, and they're solely manufactured in Prada’s headquarters in Milan, Italy. Prada luggage are made of genuine leather, hand-stitched, and bear a specific emblem. Brand experts at FASHIONPHILE is devoted and well-prepared to identify fake Prada luggage and different ultra-luxury gadgets on a day by day basis. Because of the craftsmanship concerned in creating Prada luggage, they carry a luxurious price tag whether they’re classic, pre-owned or brand-new.
Crooked stitches, uneven sizes, or unfastened threads may be indicative of a counterfeit. Therefore, Another essential tip for identifying actual Prada is by checking the serial numbers and date codes on their products which show their authenticity. The serial number could be discovered on the authenticity card or the item card that's offered alongside.

h3>The Letters R And A In The Prada Brand</h3>
The zip tab will be manufactured from either leather within the form of a short tab, or from woven cotton in the type of a longer loop strap. Hand bags often characteristic stable silver or gold-coloured zip tabs with “PRADA MILANO” engraved. Find a small white tag contained in the bag with a quantity printed on it.

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" width="309px" alt="saffiano leather">
thirteen of the Most Affordable Designer Handbag Brands for Budget-Friendly Style Good trend would not have to cost a fortune. These are a few of the most reasonably priced purses manufacturers that will help you get fabulous style on a budget. Prada features a third detail, the R in an genuine Prada emblem is hinged to the rest of the body with a curved, notched-out area. If the bag you're inspecting doesn't have this sliver of a spot between the best leg and where it connects to the body of the letter, then the purse is a counterfeit.

You can always be assured you're purchasing an actual Prada bag when buy from a legitimate authorized retailer. Counterfeiters typically use the word Milan, hoping unsuspecting buyers will not discover. Another detail you presumably can double verify is the spacing of the R throughout the logo name.
But when you don’t trust your gut or your authentication abilities a hundred percent, try to examine if the seller you’re buying from is a dependable and reliable seller. These are sellers that have been operating for years and have a powerful following of purchasers that may vouch for his or her authentic luxury goods. The internal linings of actual Prada bags are made with both embossed jacquard nylon cloth or genuine leather-based .
But if you know what to look for, you’re much less prone to get duped and extra likely to buy genuine Prada bags that offer you the quality the model is thought for. Of course, if you’re not sure in regards to the tiny details to look out for, shopping for from dependable sources is a smart choice, too. These indicators to be careful for are a nice way to identify actual Prada baggage from counterfeit ones.
All Prada purses have a white Quality Assurance Tag stitched into the seam of the inside purse pocket. The numbers printed in black on the tag denote the purses' manufacturing facility quantity. So here are the main points of anauthentic Prada purseso that you can hold an eye fixed out for deviations. Although, it retails for £1,950, we've discovered a number of the greatest Prada triangle bag dupes on the high road market that are a lookalike of the real factor.
Compare the entire hardware to make sure it’s either all gold or all silver. Prada only makes use of high-quality gold and silver for its hardware. They will never combine colors on a bag so verify that all of the hardware together with zippers, clasps, and ft are all one shade.


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Last-modified: 2024-05-01 (水) 06:37:08 (20d)