Introducing the Nordic Trinity Celtic Knot with Looped Snake Pendant, This pendant beautifully merges the intricacies of the Celtic trinity knot with the allure of a looped snake, invoking themes of eternal cycles, interconnectedness, and transformation. Crafted from durable materials, the pendant's polished stainless steel construction ensures its longevity and lustrous sheen. Embrace the unity of ancient Celtic and Nordic heritage with this extraordinary pendant, a wearable work of art that carries profound meaning and enduring beauty.
How to Measure and Find Your Ring Size
To choose the correct size for you measure your body as follows:
1. Cut a strip of paper or a piece of string. Wrap the paper or string around the finger to be sized.
2. Use a pen to mark the string on paper where the long end overlaps. Measure the mark from the end of the length of the paper on a string with a ruler.
3. Locate your ring size by locating your measurement on the printed chart. If the measurement falls in between two sizes, it is recommended that you choose the larger size.
4. Please carefully choose the right size according to the detailed size chart in the description to possibly avoid the trouble of return and exchange.
| US / CANADA | UK / AUSTRALIA | DIAMETER | CIRCUMFERENCE |
| 5 | J-½ | 15.8 mm | 49.6 mm |
| 6 | L-½ | 16.5 mm | 51.8 mm |
| 7 | N-½ | 17.2 mm | 54.4 mm |
| 8 | P-½ | 18.2 mm | 57.2 mm |
| 9 | R-½ | 19.1 mm | 60 mm |
| 10 | T-½ | 19.8 mm | 62.2 mm |
| 11 | V-½ | 20.6 mm | 64.8 mm |
| 12 | X-½ | 21.6 mm | 67.9 mm |
| 13 | Z+1 | 22.3 mm | 70.1 mm |
| 14 | Z+3 | 23.0 mm | 72.3 mm |
| 15 | Z+5 | 23.8 mm | 74.8 mm |
| Method | Shipping Time | Price |
| Standard Shipping | 5-10 Working Days | $3.99 (Free over $59) |
| Express Shipping | 4-8 Working Days | $5.99 (Free over $99) |
| 3-5 Day Shipping (Only for US) | 3-5 Working Days | $35($25 over $99) |
Above is the U.S. policy. Learn more about the country click here.
Return
Hassle-free returns within 30 days of delivery.
For detailed return process, please click here.
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