The cost of a diamond tennis bracelet varies between $1,000 to $100,000. A 10cttw G-H VS gold tennis bracelet will cost you $33,000, whereas a 2cttw G-H VS gold tennis bracelet will cost you $3,500.
Beside this, how much is a real tennis bracelet?
Tennis bracelet prices start at roughly $2,500 and can move up significantly from here. You can’t really compare the cost of a tennis bracelet containt 1.5 cttw of diamonds to the price of a tennis bracelet containing 3 cttw of diamonds. Tennis bracelets come in several different metals.
Additionally, why are tennis bracelets so expensive?
The diamonds are linked together and secured by prongs. They can be expensive because they feature dozens of diamonds all the way around the bracelet. Tennis bracelets can sometimes feature other precious gemstones along with diamonds, such as sapphires, rubies, or emeralds.
Can you sleep in a tennis bracelet?
Take a Whack At Rocking A Tennis Bracelet
The nice thing about the tennis bracelet is that you can wear it for a night out on the town as well as for the everyday. … It’s ok to wear your bracelet that often, but do know that wearing it to sleep and in the shower can make it more prone to looking scratched and worn.
Can you wear a diamond tennis bracelet everyday?
The bracelet is made to be flexible so you can wear it every day. When you accessorise for it, focus on other diamond accessories that you can wear every day. Be able to hike with them, or go out with them, or play a tennis match.
What wrist do you wear a tennis bracelet on?
left wrist
Are Swarovski diamonds real?
Swarovski Diamonds are in fact Simulated Diamonds that are made by Swarovski and called their Pure Brilliance Collection. … The brilliance, sparkle and luster look virtually identical and have the characteristics of a colorless Ideal cut virtually flawless diamond.
Which is more expensive diamond or gold?
Diamonds are more expensive than gold, even though they are far less rare than gold. In order to mine enough gold to make an impact on the market, the concentration of gold deposits within the earth’s crust would have to increase by 1,250.