18th Jul 2026, 11:19 PM
HIGHSPARK 925 Silver Hoop Earring | 92.5 Sterling Silver Round Classic Thick Hoop Gauge 12G ie Thickness 2.0mm | Single Hoop for Men | Silver 12mm
Price may vary by location, shipping cost, and availability.
₹685
Apply Coupon 2%
63% Off
₹699
₹1,839
Highest: ₹699
Average: ₹654
Lowest: ₹579
Lowest Offer: ₹567
Price History Graph
Offer Price Prices
Lowest: -
Average: -
Highest: -
Price History Information
You can check the price history of HIGHSPARK 925 Silver Hoop Earring | 92.5 Sterling Silver Round Classic Thick Hoop Gauge 12G ie Thickness 2.0mm | Single Hoop for Men | Silver 12mm here. This product's current Price in India is ₹699 and the lowest final price is ₹567. The average and highest prices are ₹654 and ₹699 respectively. The current offer price of the product is ₹685.
| Lowest Ever Offer Price | ₹567 |
|---|---|
| 6th Jul 2026 | |
| Lowest Ever Price | ₹579 |
| 6th Jul 2026 | |
| Average Price | ₹654 |
| Based on 46 days price tracking | |
| Highest Price | ₹699 |
| 13th Jul 2026 | |
Current Price in India
| Price after Coupon or Discount | ₹685 |
|---|---|
| Price | ₹699 |
| MRP | ₹1,839 |
| Savings | ₹1,154 |
| Discount | 62.75% |
Recent Price Drops on HIGHSPARK 925 Silver Hoop Earring | 92.5 Sterling Silver Round Classic Thick Hoop Gauge 12G ie Thickness 2.0mm | Single Hoop for Men | Silver 12mm
Price Drop 6th Jul 2026
₹669 → ₹579
13.45% drop
Offer Price Drop 6th Jul 2026
₹656 → ₹567
13.45% drop
Offers: 2% Coupon
Product Information
Details
| Product Name | HIGHSPARK 925 Silver Hoop Earring | 92.5 Sterling Silver Round Classic Thick Hoop Gauge 12G ie Thickness 2.0mm | Single Hoop for Men | Silver 12mm |
|---|---|
| Store Product Code | B0FF29NDVS |
| Store Name | amazon.in |
| Rating | 8 / 10 |
| Category | Earrings |
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Rating and Reviews
8 Based on 7 reviews
HIGHSPARK 925 Silver Hoop Earring 92.5 has 8 rating out of 10. This average rating is consist of 7 individual ratings. You can rate this product at product review page.
* Predictions is created on based of past prices and trends, it does not guarantee that it will happen. These are just prediction for theoretical information only.