<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3446661424195534985</id><updated>2012-04-15T17:52:29.911-05:00</updated><category term='Eyeglass Frames'/><category term='clip-on sunglasses'/><category term='Prescription Lenses'/><title type='text'>Theyedoctor.com</title><subtitle type='html'>Professional Quality Online Eyeglasses and Sunglasses</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-1368624659504378766</id><published>2011-04-12T17:23:00.001-05:00</published><updated>2011-04-12T17:24:37.905-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='clip-on sunglasses'/><category scheme='http://www.blogger.com/atom/ns#' term='Eyeglass Frames'/><title type='text'>Magneshades click on 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" width="320" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;Once in a while a product comes along that is truly innovative. The Magneshades click-on sunglasses are one of those products. Attached to the eyeglasses by tiny magnets inserted directly into the prescription lenses, MagneShades turn your prescription eyeglasses into high performance polarized sunglasses.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Weighing in at about 3 grams These click on lenses are comfortable to wear.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="webkit-fake-url://577FBC9F-8F0B-4092-B405-A90A99D72BE8/image.tiff" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="webkit-fake-url://577FBC9F-8F0B-4092-B405-A90A99D72BE8/image.tiff" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Click 'em on click 'em off, it's that easy.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;img src="webkit-fake-url://541F844F-6E2B-4247-B932-19379F6AD65C/image.tiff" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-1368624659504378766?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/1368624659504378766/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=1368624659504378766' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/1368624659504378766'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/1368624659504378766'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2011/04/once-in-while-product-comes-along-that.html' title='Magneshades click on sunglasses'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-5179407541533453023</id><published>2010-11-06T16:23:00.005-05:00</published><updated>2010-11-06T17:03:40.478-05:00</updated><title type='text'>Ray Ban Wayfarer Sunglasses</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_coJ7_qiPZ24/TNXPXg7gCDI/AAAAAAAAAAc/l5ReKkH6gIs/s1600/Wayfarerm.png"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 186px;" src="http://2.bp.blogspot.com/_coJ7_qiPZ24/TNXPXg7gCDI/AAAAAAAAAAc/l5ReKkH6gIs/s320/Wayfarerm.png" alt="" id="BLOGGER_PHOTO_ID_5536559319805331506" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_coJ7_qiPZ24/TNXOZ2geQZI/AAAAAAAAAAU/0CUxA3h3nt0/s1600/audrywayfarer.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 320px; height: 216px;" src="http://1.bp.blogspot.com/_coJ7_qiPZ24/TNXOZ2geQZI/AAAAAAAAAAU/0CUxA3h3nt0/s320/audrywayfarer.jpg" alt="" id="BLOGGER_PHOTO_ID_5536558260445659538" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.theyedoctor.com/products/_cid_10000-mid_14662__manufacturer.aspx"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 87px; height: 60px;" src="http://2.bp.blogspot.com/_coJ7_qiPZ24/TNXHi1Qn92I/AAAAAAAAAAM/XBrwyc-6rGY/s320/rblogo.jpg" alt="" id="BLOGGER_PHOTO_ID_5536550718148179810" border="0" /&gt;&lt;/a&gt;&lt;a href="http://www.theyedoctor.com/products/_cid_10000-mid_14662-pid_490129__product.aspx"&gt;Ray-Ban Wayfarer sunglasses&lt;/a&gt; are one of the most recognizable  styles in sunglasses. First designed in 1952, Ray-Ban Wayfarer sunglasses quickly became favorites of Hollywood filmmakers, celebrities, musicians and artists, solidifying iconic status for years to come. Ray-Ban Wayfarer sunglasses are  available in a contemporary color palette allowing individuals to  express their own style and personality through this unmistakable look.  History, along with fresh colorful updates have made the &lt;a href="http://www.theyedoctor.com/products/_cid_10000-mid_14662-pid_490129__product.aspx"&gt;Original  Wayfarer sunglasses&lt;/a&gt; a symbol of youth, fashion and creativity for over  50 years.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center; font-style: italic;"&gt;&lt;blockquote&gt;"I can see you&lt;br /&gt;Your brown skin shining in the sun&lt;br /&gt;You got your hair slicked back, and those&lt;br /&gt;Wayfarers on baby"&lt;br /&gt;-Don Henley Boys of Summer&lt;/blockquote&gt;&lt;br /&gt;&lt;/div&gt;&lt;img src="file:///Users/williambecker/Library/Caches/TemporaryItems/moz-screenshot-3.png" alt="" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-5179407541533453023?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.theyedoctor.com/products/_cid_10000-mid_14662-pid_490129__product.aspx' title='Ray Ban Wayfarer Sunglasses'/><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/5179407541533453023/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=5179407541533453023' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/5179407541533453023'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/5179407541533453023'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2010/11/ray-ban-wayfarer-sunglasses.html' title='Ray Ban Wayfarer Sunglasses'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_coJ7_qiPZ24/TNXPXg7gCDI/AAAAAAAAAAc/l5ReKkH6gIs/s72-c/Wayfarerm.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-7604444663496919728</id><published>2010-10-20T20:29:00.003-05:00</published><updated>2010-10-20T20:49:50.336-05:00</updated><title type='text'>Rimless Drill Mount Lenses Materials-Theyedoctor.com</title><content type='html'>Drill mounted lenses continue to be popular choices for eyeglasses due to their light weight and minimal appearance. At theyedoctor.com we believe the new compression mountings, such as the rimless eyeglass seen below, are superior to older style &lt;a href="http://www.theyedoctor.com/products/_cid_10001-mid_10635__manufacturer.aspx"&gt;rimless glasses&lt;/a&gt; that used screws and nuts to fasten the lenses.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="http://www.theyedoctor.com/images/products/05F9A052.JPG" src="http://www.theyedoctor.com/images/products/05F9A052.JPG" /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;Another important consideration for rimless drill mounted glasses is the strength of the lens material. The stronger the lens material the less likely the lens is to suffer breakage. The best material for rimless eyeglasses is Trivex. Polycarbonate and 1.67 high index lens materials are also suitable.&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-7604444663496919728?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.theyedoctor.com' title='Rimless Drill Mount Lenses Materials-Theyedoctor.com'/><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/7604444663496919728/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=7604444663496919728' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/7604444663496919728'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/7604444663496919728'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2010/10/rimless-drill-mount-lenses-materials.html' title='Rimless Drill Mount Lenses Materials-Theyedoctor.com'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-6504616781103193059</id><published>2010-04-28T12:11:00.001-05:00</published><updated>2010-04-28T12:20:26.794-05:00</updated><title type='text'>This blog has moved</title><content type='html'>&lt;br /&gt;       This blog is now located at http://eyewearblog.theyedoctor.com/.&lt;br /&gt;       You will be automatically redirected in 30 seconds, or you may click &lt;a href='http://eyewearblog.theyedoctor.com/'&gt;here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;       For feed subscribers, please update your feed subscriptions to&lt;br /&gt;       http://eyewearblog.theyedoctor.com/feeds/posts/default.&lt;br /&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-6504616781103193059?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://eyewearblog.theyedoctor.com/' title='This blog has moved'/><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/6504616781103193059/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=6504616781103193059' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/6504616781103193059'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/6504616781103193059'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2010/04/this-blog-has-moved.html' title='This blog has moved'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-2802984864838776208</id><published>2009-05-03T12:38:00.004-05:00</published><updated>2009-05-03T13:29:39.351-05:00</updated><title type='text'>Reading Glasses - Readers - Designing Your Own</title><content type='html'>Does Theyedoctor.com sell reading glasses?&lt;br /&gt;&lt;br /&gt;Yes we can make any frame into a pair of reading glasses.&lt;br /&gt;&lt;br /&gt;Reading glasses that are bought off the shelf are made from single vision lenses. The power in each of the lenses is the same. The lenses are spherical, that is they do not contain any cylinder power and therefore no axis for the cylinder. These powers are always in plus (+) in the +1.00 to +3.50. To make a pair of eyeglass frames into readers you would select the add frame and select prescription lenses from our product page.&lt;br /&gt;&lt;br /&gt;Lens type would be single vision, standard plastic would be a good choice for most glasses, polycarbonate would be a lighter more impact resistant material choice. In higher powers a high index lens would be lighter and more cosmetically appealing.&lt;br /&gt;&lt;br /&gt;Select the appropriate sphere lens power. Leave us a comment that these are readers.&lt;br /&gt;&lt;br /&gt;Are off the shelf readers a good idea?&lt;br /&gt;&lt;br /&gt;There is no substitute for having your eyes examined by your eye care professional to obtain the best prescription for your vision. Regular eye examinations may also detect early sign of eye diseases and problems in their most treatable and manageable stage.&lt;br /&gt;&lt;br /&gt;But in general if off the shelf readers are worn for less than one hour per day, you may tolerate them well. For periods longer than one hour head aches, eyestrain and other visual disturbances may appear.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-2802984864838776208?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/2802984864838776208/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=2802984864838776208' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/2802984864838776208'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/2802984864838776208'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2009/05/reading-glasses-readers-designing-your.html' title='Reading Glasses - Readers - Designing Your Own'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-2968899394224684809</id><published>2008-03-29T20:11:00.002-05:00</published><updated>2008-03-29T20:15:40.377-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Prescription Lenses'/><title type='text'>High Index Prescription Lenses</title><content type='html'>&lt;span style="letter-spacing: 0px;"&gt;The skinny on high index lenses&lt;/span&gt;&lt;br /&gt;&lt;span style="letter-spacing: 0px;"&gt;&lt;br /&gt;What does an index have to do with prescription lenses?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="letter-spacing: 0px;"&gt;The index in high index lenses refers to the index of refraction of the material that the lens is made of. Index of refraction is a calculated number that refers to a materials ability to bend light. The higher the index of refraction, the greater is the ability of that material to bend light.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="letter-spacing: 0px;"&gt;Light must be bent by a lens in order for light to be focused. With a higher index of refraction there needs to be less material in the lens in order for light to be brought into focus. What this means, in prescription lenses, is that the higher the index of refraction of a lens the thinner and lighter the lens will become. Lighter lenses are more comfortable to wear. Thinner lenses tend to be more appealing with less of the “coke bottle” effect especially in higher powered eyeglass lens prescriptions.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-2968899394224684809?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/2968899394224684809/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=2968899394224684809' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/2968899394224684809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/2968899394224684809'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2008/03/skinny-on-high-index-lenses-what-does.html' title='High Index Prescription Lenses'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-1906839322739264323</id><published>2008-01-18T09:12:00.000-06:00</published><updated>2008-01-20T10:32:53.906-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Eyeglass Frames'/><title type='text'>Identifying Your Eyeglass Frames</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;To identify a specific eyeglass frame you need four pieces of information, all will be found on the eyeglass frame.&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Frame Manufacturer or Designer&lt;/li&gt;&lt;li&gt;Frame Name or Number&lt;/li&gt;&lt;li&gt;Frame Color&lt;/li&gt;&lt;li&gt;Frame Size&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;Look for this information on the inside of each temple. Sizes may also be found on each temple or stamped on the inside of the bridge.&lt;br /&gt;&lt;br /&gt;The manufacturer, for example may be &lt;a href="http://www.theyedoctor.com/products/_cid_10003-mid_10584__manufacturer.aspx"&gt;Shuron Eyeglasses&lt;/a&gt; or &lt;a href="http://www.theyedoctor.com/products/_cid_10001-mid_10579__manufacturer.aspx"&gt;Seiko Eyeglasses&lt;/a&gt;. Most eyeglass frames are identified by the &lt;a href="http://www.theyedoctor.com/products/_cid_10001__category.aspx"&gt;designer eyewear&lt;/a&gt; collection. Examples of designer eyeglass collections would be &lt;a href="http://www.theyedoctor.com/products/_cid_10001-mid_10199__manufacturer.aspx"&gt;Brooks Brothers Eyewear&lt;/a&gt;, &lt;a href="http://www.theyedoctor.com/products/_cid_10001-mid_10158__manufacturer.aspx"&gt;Anne Klein Eyewear&lt;/a&gt;, and &lt;a href="http://www.theyedoctor.com/products/_cid_10001-mid_14250__manufacturer.aspx"&gt;Baby Phat Eyewear&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Names of eyeglass frames range from "864" to "Zeta", in other words the eyeglass frame name may be a name or a number.&lt;br /&gt;&lt;br /&gt;Once you have determined the manufacturer/designer and the name/number the eyeglass frame size and color must also be determined to identify a specific frame.&lt;br /&gt;&lt;br /&gt;Sizes include the “eye size”, which is the width of each lens in millimeters, and the bridge size, also know as the "DBL" or distance between lenses.  This number will appear as 52-15 or 47-21. The first number indicates the eyewear eye size and the second number indicates the distance between lenses or bridge size.  Often times a small box may appear between the eye size and DBL. A number for temple length may also be indicated on your eyewear. This number represents the length of each temple in millimeters such as 135 or 145.&lt;br /&gt;&lt;br /&gt;The color information may be a descriptive color, such as gunmetal, or a number such as 332.&lt;br /&gt;&lt;br /&gt;To buy your &lt;a href="http://www.theyedoctor.com/index.aspx"&gt;eyeglasses online&lt;/a&gt;, visit &lt;a href="http://www.theyedoctor.com/index.aspx"&gt;ThEyeDoctor.com&lt;/a&gt; and save. Our customers say it best.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.theyedoctor.com/blogger/uploaded_images/shuronfreeway-727910.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 250px; height: 287px;" src="http://www.theyedoctor.com/blogger/uploaded_images/shuronfreeway-727902.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;you saved me $110.00. WOW&lt;/span&gt;!&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;“I am extremely happy with your service and you saved me $110.00. WOW! I was also very impressed how fast I received my new specs. Once again, thank you and remember word of mouth is the best advertisement….and I have a big mouth.”&lt;br /&gt;T.B.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-weight: bold;"&gt;They are perfect.&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;“I have received my glasses today. They are perfect. Thank you! I am very pleased. I will definitely be back as a customer and will tell everyone how satisfied I am.”&lt;br /&gt;S. W.&lt;br /&gt;        &lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-1906839322739264323?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/1906839322739264323/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=1906839322739264323' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/1906839322739264323'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/1906839322739264323'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2008/01/identifying-your-eyeglass-frames.html' title='Identifying Your Eyeglass Frames'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-2019568929301413182</id><published>2008-01-15T10:20:00.000-06:00</published><updated>2008-01-15T10:21:33.555-06:00</updated><title type='text'>Understanding Your Eyeglass Prescription</title><content type='html'>Understanding Your Eyeglass Prescription    &lt;P&gt;  You've recently had your eyes examined and you are ready for some new  &lt;A HREF="http://www.theyedoctor.com"&gt;prescription eyeglasses&lt;/a&gt;. You were handed a piece of paper, with some numbers on it, as you left your examination. You are wondering what do those numbers mean?    &lt;P&gt;  Your eyeglass prescription consists of lens powers needed to give you the best vision possible.      &lt;P&gt;  What the Numbers Mean    &lt;P&gt;  Your prescription will consist of numbers that represent the lens powers needed to correct the vision in each of your eyes.  A typical eyeglass prescription will look something like this:    &lt;P&gt;  OD -3.25 -1.25 x 175 &lt;br&gt;  OS -4.25 -1.00 x 165&lt;br&gt;  Add +2.25    &lt;P&gt;    The first line of an eyeglass prescription is, by convention, for the right eye.  It is sometimes noted as O.D. The left eye or O.S. is the second line of your eyeglass prescription.  The first column number is the spherical power for each eye.  It is indicated by numbers known as diopters usually in .25 steps.  Occasionally you may see .12 steps but this is rare.  Sphere powers are identified by either a plus or minus sign. This is a very important to know because a minus (-) power corrects the vision problem nearsightedness and a plus (+) power corrects farsightedness. So if the sphere power of your prescription is a negative number you are nearsighted and if the sphere power is a positive number than you are farsighted. The larger the number the greater the degree of nearsightedness or farsightedness.  &lt;P&gt;    The second column of your eyeglass prescription is called the cylinder power. If there is a number in this column that means that you have astigmatism.  The same plus and minus number conventions as the sphere power apply to the cylinder of your prescription.  There may be no number in this column or there may be a sph. or sphere written in this column.  In either case there is no power so you have no astigmatism.  It is possible to have astigmatism in one eye and not your other.      &lt;P&gt;The last column of your prescription is the axis.  This represents the direction or location of your cylinder power. If there is no cylinder power in your eyeglass prescription. than it cannot and will not have an axis number indicated. If you have a cylinder power then it will have an axis. This is a measurement in degrees from 0 to 180.  Only half of the 360 degree circle are used because 90 and 270 would be identical.  &lt;P&gt;   So if you know your sphere power cylinder power, and axis for each eye, you know if you are nearsighted, farsighted, or have if you have an astigmatism.   &lt;P&gt;   Occasionally a prescription may have a prism power. This is usually for people who suffer from diplopia (double vision).  It may be a fraction or a decimal such as 1/2 or .75.  If there is a prism power it must also have a direction or a base. This is either up, down, in, or out.  Prism is relatively rare in occurrence.  &lt;P&gt;    A multi focal prescription such as bifocal, trifocal, or progressive lens will also have an add power.  This power is in addition to the sphere, cylinder, and axis and is indicated on the next line of the prescription. It is always a positive number such as +1.25 or +2.25. This is the amount of extra focusing power to enable reading or near vision. If you have an add power this means you have a condition called presbyopia.   &lt;P&gt;    The last number need to complete an eyeglass prescription and fabricate a new pair of eyeglasses is the pupillary distance otherwise know as known as "PD". It is the distance, in millimeters, between the centers of the pupils in your eyes, for example 62. This is further described as distance PD and near PD such as 63/60. Distance PD is when you are looking straight ahead and near PD is when you are looking close. When you look close your eyes turn in, therefore the near PD will always be less than your distance PD.  Each eye can also be measured individually.  This is called a monocular PD.  It would be expressed as 31/30 or 31/31 depending on your symmetry and facial feature. An adult PD varies little with time.    &lt;P&gt;  NOTE: A written eyeglass prescription may or may not contain a PD measurement.      &lt;P&gt;  Make sure your prescription is current by having your eyes examined regularly to insure you are seeing as clearly as possible. Eyes do change gradually over time and it may be so gradual that you do not notice. Routine eye examinations also screen for the silent stealers of sight such as glaucoma and  cataracts.    &lt;P&gt;  Did you know that you have a legal right to obtain your eyeglass prescription from your eye care professional?  That's right. Request your prescription at the time of your eye examination or request it later, it's your right.     &lt;P&gt;  Many wise consumers are realizing significant savings by ordering their new &lt;A HREF="http://www.theyedoctor.com"&gt;eyeglasses online&lt;/a&gt; from  &lt;A HREF="http://www.theyedoctor.com"&gt;Theyedoctor.com&lt;/a&gt; &lt;P&gt; &lt;P&gt; &lt;P&gt; &lt;P&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-2019568929301413182?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/2019568929301413182/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=2019568929301413182' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/2019568929301413182'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/2019568929301413182'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2008/01/understanding-your-eyeglass.html' title='Understanding Your Eyeglass Prescription'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3446661424195534985.post-4134427486545721451</id><published>2008-01-14T18:59:00.001-06:00</published><updated>2008-01-14T19:23:52.351-06:00</updated><title type='text'>Blog Created</title><content type='html'>Blog created.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3446661424195534985-4134427486545721451?l=eyewearblog.theyedoctor.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://eyewearblog.theyedoctor.com/feeds/4134427486545721451/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=3446661424195534985&amp;postID=4134427486545721451' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/4134427486545721451'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3446661424195534985/posts/default/4134427486545721451'/><link rel='alternate' type='text/html' href='http://eyewearblog.theyedoctor.com/2008/01/blog-created.html' title='Blog Created'/><author><name>Dr Becker</name><uri>http://www.blogger.com/profile/12895857352071051706</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>
