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	<title>hofstetterjewellery.ca</title>
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		<title>The 4 C&#8217;s of Diamonds</title>
		<link>https://hofstetterjewellery.ca/2012/08/23/the-4-cs-of-diamonds/</link>
		<comments>https://hofstetterjewellery.ca/2012/08/23/the-4-cs-of-diamonds/#comments</comments>
		<pubDate>Thu, 23 Aug 2012 23:00:45 +0000</pubDate>
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				<category><![CDATA[Diamonds]]></category>
		<category><![CDATA[Jewellery 101]]></category>

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		<description><![CDATA[The 4 C&#8217;s CLARITY: &#160; A flawless diamond with little to no imperfections is very rare and thus, can be quite costly. Is very common for diamonds to be formed with slight imperfections. These imperfections are known as “inclusions” and usually occur during the diamond’s crystallization period within the earth, or form the stresses of [...]]]></description>
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<h1></h1>
<h1><strong>The 4 C&#8217;s</strong></h1>
<p><img title="photodune-1980655-diamond--xs" src="http://hofstetterjewellery.ca/wp-content/uploads/photodune-1980655-diamond-xs.jpg" alt="" width="438" height="292" /></p>
<h2><strong>CLARITY:</strong></h2>
<p>&nbsp;</p>
<p>A flawless diamond with little to no imperfections is very rare and thus, can be quite costly. Is very common for diamonds to be formed with slight imperfections.</p>
<p>These imperfections are known as “inclusions” and usually occur during the diamond’s crystallization period within the earth, or form the stresses of mining and processing. Inclusions are anything from tiny white points to dark dots, cracks or scratches. The fewer inclusions, the more valuable the stone is.</p>
<p>The diamond grader examines the clarity characteristics with respect to the nature and number of characteristics, as well as their size, colour and position. The clarity grade assigned reflects the degree of visibility of the characteristics.</p>
<p>Clarity’s effect on value is based on rarity. The fewer and less significant the characteristics, the higher the clarity grade will be making it more rare and more expensive.</p>
<p>For the most part, diamonds used in Jewellery are clean to the naked eye; therefore a choice in clarity is based on personal preference. Choose the diamond you find to be the most beautiful.</p>
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" alt="" /></p>
<p>&nbsp;</p>
<h2><strong>COLOUR:</strong></h2>
<p>&nbsp;</p>
<p>Choosing the right colour for your diamond is based on personal preference. It’s important to remember that you are generally searching for a stone with little to no colour.</p>
<p>Diamonds are coloured when the crystals grow inside the earth. Tiny traces of some elements like nitrogen can colour the crystals. In addition, the pressure involved in the diamond formation creates distortion in the crystal structure which is believed to also contribute to its colour.</p>
<p>Diamonds occur in a wide range of colours. The normal market range is colourless to light yellow, brown or grey. Diamonds with natural colours outside this “normal” range are classified as fancy colours.</p>
<p>Fancy colours include bright yellow, pink, champagne, blue and green. Colours like red, purple and orange are extremely rare.</p>
<p>Colour is graded most frequently using the GIA Colour Grade Scale which consists or 23 letter grades ranging from D (Colourless) to Z (Heavily Tinted). “Fancy” diamonds are grade Z+.</p>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>·      D grade is absolutely colourless.</p>
<p>·      E and F are essentially colourless. The difference between D, E and F is so slight that only experts can see it when the diamonds are unmounted.</p>
<p>·      Grades G through J are near colourless, very faintly tinted.</p>
<p>·      K, L, and M are faintly tinted. Diamonds under .50 carat appear colourless when mounted. Diamonds over .50 carat may show a tint of colour.</p>
<p>·      Grades N through Z have a light tint, and it is visible.</p>
<p>&nbsp;</p>
<p>Diamonds with fewer colours are more rare and valuable. Only about 5,000 of the polished diamonds produced each year weighing .50 carat or more are colourless. Most of the diamonds sold are grades G to L. For fancy diamonds, the value goes up with the intensity of the colour.</p>
<p>How the diamond is set can make a difference in colour too. Colour is more important in rings than earrings and pendants because the diamond is usually larger. Here are some tips.</p>
<p>·      Putting a truly colourless diamond in a yellow gold setting will refect on the stone causing a yellowish tint</p>
<p>·      Colourless and near-colourless diamonds come alive in a platinum or white gold setting.</p>
<p>·      A slightly yellow-tinted diamond will appear whiter in a yellow gold setting.</p>
<p>&nbsp;</p>
<p>Keep in mind that colour is only one of the 4Cs so even when a stone has a visible tint, it can still be very lovely when mixes with good clarity and cut.</p>
<p>&nbsp;</p>
<h2><strong>CARAT:</strong></h2>
<p>Carat weight is an obvious feature and is the easiest to understand of the 4CS. A diamond’s weight is measured in carats. The carat is subdivided into 100 equal parts called points. One point is equal s .01 carat. 100 points adds up to one carat.</p>
<p>As the carat measurement increases the diameter of the stone increases, as does the price and value. Expect to pay premium for stones that above a full carat in weight. For example; a 1 (carat) stone is rarer and will cost significantly more than two .50 ct stones combined.</p>
<p><strong>Diamond Size Chart In Millimeters </strong></p>
<p><a href="http://hofstetterjewellery.ca/wp-content/uploads/carat_size_chart.png"><img title="carat_size_chart" src="http://hofstetterjewellery.ca/wp-content/uploads/carat_size_chart.png" alt="" width="400" height="419" /></a></p>
<h3><strong><br />
</strong></h3>
<h2><strong>CUT:</strong></h2>
<p>When one discusses diamond cuts there are two factors to consider: One is the diamond shape and the other, refers to the quality of the diamond. Diamond proportions, symmetry and polish determine quality.</p>
<p>Round brilliant is considered to be one of the most popular diamond cut shapes. Other cut shapes include emerald, oval, pear, heart, princess and marquise.</p>
<p>A diamond’s cut ultimately determines how light is reflected (brilliance) and dispersed through it. Two diamonds equal in carat weight may have different cut qualities as a result of diamond cutting skills.</p>
<p>The three factors that determine a diamond’s cut quality:</p>
<ul>
<li>Proportions – the relative sizes and angles of the diamond</li>
<li>Symmetry – the precision of the cut design</li>
<li>Polish – the smoothness and luster of the diamond’s surface</li>
</ul>
<p>.</p>
<p>Diamond cut grades are referenced on a diamond’s certificate using GIA standards of Excellent. Very Good, Good, Fair and Poor.</p>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>https://hofstetterjewellery.ca/2012/08/23/the-4-cs-of-diamonds/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Custom Jewellery Design By HPH</title>
		<link>https://hofstetterjewellery.ca/2012/05/30/custom-jewellery/</link>
		<comments>https://hofstetterjewellery.ca/2012/05/30/custom-jewellery/#comments</comments>
		<pubDate>Wed, 30 May 2012 04:36:31 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Breaking]]></category>

		<guid isPermaLink="false">http://hofstetterjewellery.ca/?p=1</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[<p><a href="http://hofstetterjewellery.ca/wp-content/uploads/photodune-2355525-the-beauty-diamond-pendant-xs-e1339570178708.jpg"><img class="alignleft size-full wp-image-1173" title="The beauty diamond pendant" src="http://hofstetterjewellery.ca/wp-content/uploads/photodune-2355525-the-beauty-diamond-pendant-xs-e1339570178708.jpg" alt="" width="200" height="172" /></a>
		<ul class="products">

			
				<li class="product first">

	<div class='thumbnail_container'><div class='thumbnail_container_inner'><img width="300" height="300" src="https://hofstetterjewellery.ca/wp-content/uploads/PHR118_1-300x300.jpg" class="attachment-shop_catalog wp-post-image" alt="PHR118_1" title="PHR118_1" /><a class='button show_details_button single_button' href='https://hofstetterjewellery.ca/gallery/engagement-rings-wedding-bands/platinum-fancy-3-emerald-cut-diamond-ring/'>Show Details</a></div></div>
	<a href="https://hofstetterjewellery.ca/gallery/engagement-rings-wedding-bands/platinum-fancy-3-emerald-cut-diamond-ring/">

		
		<h3>~Fancy 3 Emerald Cut Diamond Ring ~</h3>

		

	</a>

	
</li>
			
				<li class="product ">

	<div class='thumbnail_container'><div class='thumbnail_container_inner'><img width="300" height="300" src="https://hofstetterjewellery.ca/wp-content/uploads/PHR116_1-300x300.jpg" class="attachment-shop_catalog wp-post-image" alt="PHR116_1" title="PHR116_1" /><a class='button show_details_button single_button' href='https://hofstetterjewellery.ca/gallery/colored-diamond-rings-in-white/platinum-tanzanite-diamond-cluster-ring/'>Show Details</a></div></div>
	<a href="https://hofstetterjewellery.ca/gallery/colored-diamond-rings-in-white/platinum-tanzanite-diamond-cluster-ring/">

		
		<h3>~Tanzanite &#038; Diamond Cluster Ring~</h3>

		

	</a>

	
</li>
			
				<li class="product ">

	<div class='thumbnail_container'><div class='thumbnail_container_inner'><img width="150" height="150" src="https://hofstetterjewellery.ca/wp-content/uploads/018_1-150x150.jpg" class="attachment-shop_catalog wp-post-image" alt="018_1" title="018_1" /><a class='button show_details_button single_button' href='https://hofstetterjewellery.ca/gallery/colored-diamond-rings-in-white/846/'>Show Details</a></div></div>
	<a href="https://hofstetterjewellery.ca/gallery/colored-diamond-rings-in-white/846/">

		
		<h3>~Sapphire &#038; Diamond Ring~</h3>

		

	</a>

	
</li>
			
		</ul>

	</p>
]]></content:encoded>
			<wfw:commentRss>https://hofstetterjewellery.ca/2012/05/30/custom-jewellery/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
