So, you've found the one – congratulations! Maybe you are planning to surprise her with a proposal on Valentine's Day? You must be Nervous? Excited? Anxious? Confident? No matter your state of mind, you’ve come to the right place. Follow these easy guidelines and you will feel confident and secure that you have purchased a fantastic engagement ring. With Valentine’s day right around the corner, this is the perfect time to go ring shopping. Let’s get to it.
Consider this: Would you buy a car without detailed research? Of course not. Diamonds and engagement rings are even more important. Do the research, and be prepared and you will get the best possible ring you can afford.
This brings us to the first point – The Budget.
The Budget
Have a budget in mind before you start ring shopping. The budget depends completely on you – forget about any advice you may have heard in the past. Take stock of your financial status and think about your future goals. Great diamonds and great rings may be more affordable than you think!
The 4Cs
Cut
Chances are, you know a little bit about the 4Cs – cut, color, clarity and carat. No matter what anyone else has told you the cut is the most important of the 4cs. Cut determines how the diamond will sparkle. And, let’s be honest, that’s the most important question – does it sparkle?
The cut refers to the way facets or polished flat surfaces have been cut on the diamond. When light enters through a diamond, an expertly-cut diamond will refract and reflect the most light. So, better cut equals better sparkle. Period.
The good news is that you don't have to take the jeweler's word on whether the cut is good or bad. Independent gemological labs such as the GIA (Gemological Institute of America) and the AGS (American Gem Society) grade diamonds without any bias on all of the 4Cs. You should choose diamonds certified by these authorities to know what you're getting. Also, it becomes easy to compare engagement rings across retailers when they are graded by GIA or AGS.
Color
Next, the color should be considered. The GIA grades color on a scale of D to Z. These grades signify the 'white-ness' of diamonds. The grade D signifies bright white diamonds, without the presence of yellow or any other tinge. Unless compared side-by-side against a white background, most people do not begin to notice color in a diamond until around the grade of I or J. Diamonds with a grade of Z show noticeable hue.
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)
Insider Tip: Diamonds between the grades D to H are known as "face-up white diamonds". This means that when these diamonds are set face-up in an engagement ring, they appear white to the untrained, naked eye. You can save by choosing diamonds near the grade H as colorless diamonds are more expensive than the near colorless ones.
Clarity
The clarity of the diamond should be considered next. Diamonds are formed under intense pressure inside the Earth's crust so they have some natural flaws that may mar their ability to reflect light. These flaws are called 'inclusions'. The less noticeable the inclusions, the more the diamond will shine and appear clear. The GIA has a grading system for these flaws. The most rare are FL or flawless diamonds. The chart below shows all of the clarity grades for diamonds.
![](data:image/png;base64,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)
Insider Tip: When you understand the concept of clarity, it is easy to get the best diamond within your budget. Diamonds within the grades FL to VS2 are considered as 'eye-clean'. Their flaws are not visible to the naked eye but there is a noticeable price difference between diamonds rated FL or IF versus diamonds graded VS1 or VS2. This means most diamonds between FL and VS2 look the same to observers without magnification – this can represent a significant price differential.
Carat
The easiest of the 4 C’s to understand is the carat. The carat weight may affect the size of your rock so it's important to understand it! But be careful – carat is a measurement of weight – not size. What does that mean? You should keep in mind all measurements of the diamond (Length x Width x Depth) when you think of the “size” of the diamond. What factor determines the Length, Width and Depth of the diamond? Oh, yeah – the cut. Remember that one? This is a good time to say this again: No matter what anyone else has told you the cut is the most important of the 4cs.
Insider Tip: It is common knowledge that as the carat weight goes up, so does the price of the diamond. The price of benchmark carat weights such as 1.00 ct or 1.50 ct is considerably more than carat weights like 0.90 ct. or 0.80 ct. A 0.90 ct. (or a 90 pointer diamond) can appear as big as one carat if cut well and/or when embedded in the right setting such as a halo. This is also a great way of saving when you go diamond ring shopping.
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)
Remember to not compromise on the cut. We recommend only GIA excellent (or AGS Ideal Cut) to get stones that sparkle brilliantly. Note: GIA only grades round diamonds for cut, AGS grades both round and Princess cuts.
Shape
Now that you have insider knowledge about the 4Cs, think about the shape of the diamond of your intended’s ring. Diamonds are available in a range of shapes but the round continues to be by far the most a popular choice.
![](data:image/png;base64,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)
A typical round brilliant diamond has 57 facets – all designed to reflect the most light. Other shapes are cut differently so they don't have the same brilliant sparkle. Think about this when deciding on a shape other than the round brilliant. This is also why grading labs like GIA and AGS do not grade ‘fancy shapes’ for cut – there are simply too many variables to know how the light will perform. With rounds (and Princess cuts) light performance is very predictable.
Insider Tip: If you are unsure what shape your intended might like best, sneak-a-peak at her social media pages, stack of magazine clippings or Pinterest posts to get an idea of what she likes! If all else fails (and it is intended as a surprise) ask her sister, mother or friends to get an idea of what she likes. While you are at it you can also ask or see what type of ring (setting) she wants for the diamond and maybe her ring size!
When you are ready to start looking – make sure you have a huge number of choices. This is simple to do: shop online. Aside from the largest possible selection, you will also find that online shopping gives you the very best prices! Most online diamond retailers have reasonable markup charges (as low as 10% to 20%) but mall stores and local jewelers can sometimes mark-up to 500%! These stores have the overhead of sales staff, rent or mortgages, and store upkeep which must be added into the cost of the diamonds. As online retailers don't have to bear these same costs, they pass on the benefit to their customers.
Maybe the best part of shopping online is that you can relax. You can shop in your sweatpants, without any judgment and find the perfect ring for your partner all without a pushy sales agent.
Now you have the knowledge you need to find a ring that will wow your soon-to-be fiance. Get started right away!
Consider this: Would you buy a car without detailed research? Of course not. Diamonds and engagement rings are even more important. Do the research, and be prepared and you will get the best possible ring you can afford.
This brings us to the first point – The Budget.
The Budget
Have a budget in mind before you start ring shopping. The budget depends completely on you – forget about any advice you may have heard in the past. Take stock of your financial status and think about your future goals. Great diamonds and great rings may be more affordable than you think!
The 4Cs
Cut
Chances are, you know a little bit about the 4Cs – cut, color, clarity and carat. No matter what anyone else has told you the cut is the most important of the 4cs. Cut determines how the diamond will sparkle. And, let’s be honest, that’s the most important question – does it sparkle?
The cut refers to the way facets or polished flat surfaces have been cut on the diamond. When light enters through a diamond, an expertly-cut diamond will refract and reflect the most light. So, better cut equals better sparkle. Period.
The good news is that you don't have to take the jeweler's word on whether the cut is good or bad. Independent gemological labs such as the GIA (Gemological Institute of America) and the AGS (American Gem Society) grade diamonds without any bias on all of the 4Cs. You should choose diamonds certified by these authorities to know what you're getting. Also, it becomes easy to compare engagement rings across retailers when they are graded by GIA or AGS.
Color
Next, the color should be considered. The GIA grades color on a scale of D to Z. These grades signify the 'white-ness' of diamonds. The grade D signifies bright white diamonds, without the presence of yellow or any other tinge. Unless compared side-by-side against a white background, most people do not begin to notice color in a diamond until around the grade of I or J. Diamonds with a grade of Z show noticeable hue.
Insider Tip: Diamonds between the grades D to H are known as "face-up white diamonds". This means that when these diamonds are set face-up in an engagement ring, they appear white to the untrained, naked eye. You can save by choosing diamonds near the grade H as colorless diamonds are more expensive than the near colorless ones.
Clarity
The clarity of the diamond should be considered next. Diamonds are formed under intense pressure inside the Earth's crust so they have some natural flaws that may mar their ability to reflect light. These flaws are called 'inclusions'. The less noticeable the inclusions, the more the diamond will shine and appear clear. The GIA has a grading system for these flaws. The most rare are FL or flawless diamonds. The chart below shows all of the clarity grades for diamonds.
Insider Tip: When you understand the concept of clarity, it is easy to get the best diamond within your budget. Diamonds within the grades FL to VS2 are considered as 'eye-clean'. Their flaws are not visible to the naked eye but there is a noticeable price difference between diamonds rated FL or IF versus diamonds graded VS1 or VS2. This means most diamonds between FL and VS2 look the same to observers without magnification – this can represent a significant price differential.
Carat
The easiest of the 4 C’s to understand is the carat. The carat weight may affect the size of your rock so it's important to understand it! But be careful – carat is a measurement of weight – not size. What does that mean? You should keep in mind all measurements of the diamond (Length x Width x Depth) when you think of the “size” of the diamond. What factor determines the Length, Width and Depth of the diamond? Oh, yeah – the cut. Remember that one? This is a good time to say this again: No matter what anyone else has told you the cut is the most important of the 4cs.
Insider Tip: It is common knowledge that as the carat weight goes up, so does the price of the diamond. The price of benchmark carat weights such as 1.00 ct or 1.50 ct is considerably more than carat weights like 0.90 ct. or 0.80 ct. A 0.90 ct. (or a 90 pointer diamond) can appear as big as one carat if cut well and/or when embedded in the right setting such as a halo. This is also a great way of saving when you go diamond ring shopping.
Remember to not compromise on the cut. We recommend only GIA excellent (or AGS Ideal Cut) to get stones that sparkle brilliantly. Note: GIA only grades round diamonds for cut, AGS grades both round and Princess cuts.
Shape
Now that you have insider knowledge about the 4Cs, think about the shape of the diamond of your intended’s ring. Diamonds are available in a range of shapes but the round continues to be by far the most a popular choice.
A typical round brilliant diamond has 57 facets – all designed to reflect the most light. Other shapes are cut differently so they don't have the same brilliant sparkle. Think about this when deciding on a shape other than the round brilliant. This is also why grading labs like GIA and AGS do not grade ‘fancy shapes’ for cut – there are simply too many variables to know how the light will perform. With rounds (and Princess cuts) light performance is very predictable.
Insider Tip: If you are unsure what shape your intended might like best, sneak-a-peak at her social media pages, stack of magazine clippings or Pinterest posts to get an idea of what she likes! If all else fails (and it is intended as a surprise) ask her sister, mother or friends to get an idea of what she likes. While you are at it you can also ask or see what type of ring (setting) she wants for the diamond and maybe her ring size!
When you are ready to start looking – make sure you have a huge number of choices. This is simple to do: shop online. Aside from the largest possible selection, you will also find that online shopping gives you the very best prices! Most online diamond retailers have reasonable markup charges (as low as 10% to 20%) but mall stores and local jewelers can sometimes mark-up to 500%! These stores have the overhead of sales staff, rent or mortgages, and store upkeep which must be added into the cost of the diamonds. As online retailers don't have to bear these same costs, they pass on the benefit to their customers.
Maybe the best part of shopping online is that you can relax. You can shop in your sweatpants, without any judgment and find the perfect ring for your partner all without a pushy sales agent.
Now you have the knowledge you need to find a ring that will wow your soon-to-be fiance. Get started right away!
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