<?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-652825640541059924</id><updated>2012-02-16T04:09:48.579-08:00</updated><category term='Trailer TIre Age'/><category term='Determining Tire age'/><category term='Balance Trailer tires?'/><category term='Bias Ply VS Radial Ply Tires'/><category term='Trailer rim specifications'/><category term='Measuring Bolt Patterns'/><title type='text'>RecStuff.com Trailer Blog</title><subtitle type='html'>&lt;center&gt;&lt;b&gt;Welcome To RecStuff.com's Blog! Everything you find on this blog is designed to make your life easier when shopping for trailer parts. Whether you're upgrading your trailer or fixing your broken equipment, We're Here for YOU!&lt;/b&gt;&lt;/center&gt;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>10</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-2827186123143964381</id><published>2012-01-30T08:46:00.000-08:00</published><updated>2012-01-30T08:46:12.896-08:00</updated><title type='text'></title><content type='html'>Frequently Asked Trailer Questions:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Below You will find questions and answers from various customers. If you have any further questions don't hesitate to give us a call at (414) 617-5933 or check out the live chat on the site!&lt;br /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;b&gt;Question:&lt;/b&gt;&lt;/div&gt;I'm looking for a set of 4 trailer tires/wheels for 205/75R-15 LRC 5 on 5" BC. &amp;nbsp;Painted steel wheels are fine. &amp;nbsp;Prefer white spoke design similar to:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://recstuff.com/ST205/75D-15TrailerTireLoadRangeCon5BoltWhiteSpokeTrailerWheel.aspx" target="_blank"&gt;http://recstuff.com/ST205/75D-&lt;wbr&gt;&lt;/wbr&gt;15TrailerTireLoadRangeCon5Bolt&lt;wbr&gt;&lt;/wbr&gt;WhiteSpokeTrailerWheel.aspx&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;If you don't have the wheels, I can take tires only and have them mounted locally.&lt;br /&gt;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;&lt;div style="color: #6aa84f;"&gt;&lt;b&gt;Answer:&lt;/b&gt;&lt;/div&gt;Hello, Unfortunately I do not have any 5 on 5 wheels available. I do have two Radial tire options for you in the size you stated above. They are listed below, along with the shipping cost to your zip.&lt;br /&gt;&lt;br /&gt;Both are great tires, have the same load capacity of 1720 lbs&lt;br /&gt;&lt;a href="http://goog_1276392356/" target="_blank"&gt;&lt;br /&gt;&lt;/a&gt;&lt;span&gt;&lt;a href="http://goog_1276392356/" target="_blank"&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span&gt;&lt;a href="http://recstuff.com/ST205-75R15-Load-Range-C-Radial-Trailer-Tire.aspx" target="_blank"&gt;ST205/75R15 Load Range C Radial Trailer Tire - Loadstar&lt;/a&gt; - $99.00ea&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://recstuff.com/ST205-75R15-Load-Range-C-Radial-Trailer-Tire-Gladiator.aspx" target="_blank"&gt;&lt;span&gt;&lt;span&gt;ST205/75R15 Load Range C Radial Trailer Tire - Gladiator&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; - $81.60ea&lt;br /&gt;&lt;br clear="all" /&gt;&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;b&gt;Question:&lt;/b&gt;&lt;/div&gt;URL: &lt;a href="http://recstuff.com/8inchbeadlockchromewheelcover.aspx" target="_blank"&gt;http://recstuff.com/&lt;wbr&gt;&lt;/wbr&gt;8inchbeadlockchromewheelcover.&lt;wbr&gt;&lt;/wbr&gt;aspx&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;I would like a set of A/T chrome wheel covers for my JD x310 lawn mower . I think it has 8 inch on the rear tires and 6" on the front. Do you offer these in Six inch?&lt;br /&gt;&lt;div style="color: #6aa84f;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: #6aa84f;"&gt;&lt;b&gt;Answer:&lt;/b&gt;&lt;/div&gt;Unfortunately these are not available in a 6". Sorry for the inconvenience.&lt;br /&gt;&lt;div style="color: red;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;b&gt;Question:&lt;/b&gt;&lt;/div&gt;&lt;div id=":22c"&gt;&lt;div style="word-wrap: break-word;"&gt;&lt;span style="border-collapse: collapse; font-family: Arial,Helvetica,sans-serif; font-size: 14px; line-height: 14px;"&gt;&lt;h1 style="border-bottom-width: 0px; border-collapse: collapse; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: Arial,Helvetica,sans-serif; font-size: 24px; font-style: inherit; font-weight: bold; font: normal normal bold 10pt/normal Arial,Helvetica,sans-serif; line-height: 1; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; text-decoration: none; vertical-align: baseline;"&gt;15X6 6/5.5 Silver Mod Trailer Wheel&lt;/h1&gt;&lt;/span&gt;&lt;div&gt;the info above is the wheels i am interested in that you sell. &amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;when i measure my 6 bolt/lug wheel. &amp;nbsp;i measured from the center of Hole #1, skipped Hole 2 and ended my diagonal measurement at center of Hole #3. &amp;nbsp;i came up with 5.5" &amp;nbsp;is that correct??&lt;/div&gt;&lt;div style="color: #6aa84f;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;b style="color: #6aa84f;"&gt;Answer:&lt;/b&gt; &lt;/div&gt;&lt;div&gt;When measuring a 6 bolt wheel you will want to measure the diameter of the bolt circle. So if you were to draw a circle through all of the bolt holes, the diameter of that circle is your bolt circle. &lt;br /&gt;&lt;br /&gt;You will be Measuring the distance between the two holes directly across from eachother. ( Measuring from center of the bolt hole on one side, to center of the bolt hole on the other)&lt;br /&gt;&lt;br /&gt;for a picture and complete instructions,&lt;a href="http://recstuff.com/measuringtrailerwheelboltpatterns.aspx" target="_blank"&gt; view this page. &lt;/a&gt;Our 6/5.5 wheels are 5.5" from center to center as instructed above.&lt;br /&gt;&lt;br /&gt;If you have any other questions feel free to ask!!&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.recstuff.com/" target="_blank"&gt;www.recstuff.com&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="color: red;"&gt; &lt;/div&gt;&lt;div style="color: red;"&gt;&lt;b&gt;Question:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;URL: &lt;a href="http://recstuff.com/12inchbeadlockchromewheelcover.aspx" target="_blank"&gt;http://recstuff.com/&lt;wbr&gt;&lt;/wbr&gt;12inchbeadlockchromewheelcover&lt;wbr&gt;&lt;/wbr&gt;.aspx&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Hi Guys, ... will these fit an automotive rim, one that goes onto a trailer, to be towed at speeds approx 65-70 mph on the freeway, please advise. Thanks.&lt;/div&gt;&lt;div&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;div style="color: #6aa84f;"&gt;&lt;b&gt;Answer:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://recstuff.com/12inchbeadlockchromewheelcover.aspx" target="_blank"&gt;12 Inch Beadlock Chrome A/t Wheel Covers&lt;/a&gt;&lt;br /&gt;These wheel covers are designed for golf carts and some trailers. They are designed to snap into any standard steel trailer or golf cart rim. Because there are different styles of automotive steel rims, I cannot confirm or deny that this wheel will work. The wheel cover attaches the same way any other automotive wheel cover would. As long as the center portion of the wheel doesn't bulge outward ( as to affect where the Wheel cover would sit ) you shouldn't have a problem. Because it will fit a 12" steel rim no matter if its for a trailer or automobile, just as long as there is clearance. &lt;br /&gt;&lt;br /&gt;The wheel cover sits inside the rim 3/4" - 1"&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: red;"&gt;&lt;b&gt;Question:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;URL: &lt;a href="http://recstuff.com/ST205/75D-14TrailerTireLoadRangeCon5BoltGalvanizedSpokeTrailer.aspx" target="_blank"&gt;http://recstuff.com/ST205/75D-&lt;wbr&gt;&lt;/wbr&gt;14TrailerTireLoadRangeCon5Bolt&lt;wbr&gt;&lt;/wbr&gt;GalvanizedSpokeTrailer.aspx&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;I NEED TWO ST 205/75D 14 BOAT TIRES AND RIMS. FOR A 2008 SEAPRO BOAT. THEY REPLACE F 78-14ST TIRES ARE 14X5.5&lt;/div&gt;&lt;div&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #6aa84f;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style="color: #6aa84f;"&gt;&lt;b&gt;Answer:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;We have a few options available that will suit your needs.&amp;nbsp; Below are links to the wheel and tire assemblies on our website. &lt;br /&gt;&lt;br /&gt;You can add any tire and any wheel to your cart and we will mount them together for free. ( as long as they are compatible ) SO for example if you are looking at a &lt;a href="http://recstuff.com/14x5.5-5-4.5-Series-07-Aluminum-Trailer-Wheel.aspx" target="_blank"&gt;14X5.5 5/4.5 Aluminum Series07 Trailer Wheel&lt;/a&gt; All you need to do is simply scroll down to view all available tires and accessories that fit that exact rim.&lt;br /&gt;&lt;br /&gt;We have several 14" &lt;b&gt;&lt;i&gt;Aluminum&lt;/i&gt;&lt;/b&gt; wheels to choose from. They are our best looking wheels.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://recstuff.com/14-Inch-Trailer-Wheels-Aluminum.aspx" target="_blank"&gt;Click Here to view our 14"&lt;b&gt;&lt;i&gt; Aluminum&lt;/i&gt;&lt;/b&gt; Wheels&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://recstuff.com/14-Inch-Trailer-Tire-And-Wheel-Assemblies.aspx" target="_blank"&gt;Click Here to view our 14" Tire and Wheel Assemblies&lt;/a&gt;&lt;br /&gt;&lt;i&gt;Or view one of the suggested items below&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;If your trailer sees salt water a lot, and you were looking for some corrosion protection, i would recommended our galvanized wheels. &lt;br /&gt;&lt;br /&gt;&lt;a href="http://recstuff.com/ST205/75D-14TrailerTireLoadRangeCon5BoltGalvanizedSpokeTrailer.aspx" target="_blank"&gt;&lt;span&gt;&lt;span&gt;ST205/75D14 Loadstar Trailer Tire LRC on 5 Bolt Galvanized Spoke Wheel&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp; ($91.30)&lt;br /&gt;&lt;br /&gt;Otherwise our most cost effective solution for you would be any of our painted steel wheels. They are E-coated and powder-coated for superior protection from the elements. &lt;br /&gt;&lt;br /&gt;&lt;a href="http://recstuff.com/ST205/75D-14TrailerTireLoadRangeCon5BoltWhiteModTrailerWheel.aspx" target="_blank"&gt; ST205/75D14 Loadstar Trailer Tire LRC on 5 Bolt White Mod Wheel&lt;/a&gt;&amp;nbsp;&amp;nbsp; ($84.80)&lt;br /&gt;&lt;br /&gt;&lt;table cellpadding="0" class="cf gz ac3" id=":219"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/652825640541059924-2827186123143964381?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/2827186123143964381/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2012/01/frequently-asked-trailer-questions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2827186123143964381'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2827186123143964381'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2012/01/frequently-asked-trailer-questions.html' title=''/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-5011994713851886198</id><published>2011-11-19T11:57:00.001-08:00</published><updated>2011-12-02T12:13:34.542-08:00</updated><title type='text'>How to Know What Size Rim You Need for Your Trailer</title><content type='html'>So you had a blow out, and your rim is absolutely ruined. Luckily you had a spare ( smart! ) , So you throw on your spare and carry on. But now its time to replace that spare.&lt;b&gt; How do you know what size rim you need to buy?&lt;/b&gt; I mean the tire is easy ( as long as you can read ) but how on earth are you supposed to know what size rim to get?&lt;br /&gt;&lt;br /&gt;Rims have several specifications that make each rim unique. Here is an example of a rim size:&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: #660000;"&gt;&lt;span style="color: #b45f06;"&gt;15&lt;/span&gt;&amp;nbsp; &amp;nbsp; &lt;span style="color: black;"&gt;x&lt;/span&gt;&lt;span style="color: #38761d;"&gt; &amp;nbsp; 5 &amp;nbsp;&lt;/span&gt; &amp;nbsp;&amp;nbsp;&lt;span style="color: black;"&gt; &lt;/span&gt;&lt;span style="color: #990000;"&gt;5/4.5&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="color: #b45f06;"&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b style="color: #b45f06;"&gt;Diameter&lt;/b&gt;&amp;nbsp; &lt;b&gt;&lt;span style="color: #38761d;"&gt;Width&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;b&gt; &lt;span style="color: #990000;"&gt;Bolt Pattern&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;The first part is easy. Look at the tire size, the last number in the tire size indicates the rim &lt;b style="color: #b45f06;"&gt;diameter&lt;/b&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;So for example:&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt; &lt;span style="color: black;"&gt;205/75D&lt;/span&gt;&lt;span style="color: #b45f06;"&gt;15&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;The "&lt;b&gt;&lt;span style="color: #b45f06;"&gt;15&lt;/span&gt;&lt;/b&gt;" indicates that you need a &lt;span style="color: #b45f06;"&gt;&lt;b&gt;15&lt;/b&gt;"&lt;/span&gt; rim.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;Well that was easy. Hope I didn't loose anyone yet ;)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;Next you need to determine the &lt;b style="color: #38761d;"&gt;width&lt;/b&gt; of the rim.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;Trailer wheels come if different widths,&amp;nbsp; Some common widths are 15x5, 15x6, 15x7&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: black;"&gt;. &lt;span style="font-size: small;"&gt;My Point being you wouldn't want to mount your 205/75D15 tire on a 15x7 inch rim. Your Tire would be very stretched and wear unevenly.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;View the charts below to see exactly what wheel fits your tire size. Then simply &lt;a href="http://recstuff.com/" target="_blank"&gt;click here&lt;/a&gt; to go to &lt;a href="http://recstuff.com/"&gt;RecStuff.com&lt;/a&gt; and Shop for your parts!&lt;br /&gt;&lt;b style="color: #b45f06;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: inherit;"&gt;8" Tires and Wheels&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-alt: solid black 1.0pt; mso-border-top-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;   &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: none; border-top: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Tire Size&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: none; border-top: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;Rim Size&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black; font-size: 12pt;"&gt;4.80x8&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;8x3.75&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;5.70x8&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;8x3.75&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;165/65-8&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;8x5.375&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 3;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;16.5x6.50-8&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;8x5.375&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 4;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;215/60-8&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;8x7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;"&gt;   &lt;td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;18.5x8.50-8&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;8x7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: #b45f06; font-size: large;"&gt;&lt;span style="font-family: inherit;"&gt;10" Tires and Wheels &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-alt: solid black 1.0pt; mso-border-top-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Tire Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Rim Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;205/65-10&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;10X7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"&gt;   &lt;td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;20.5X8.00-10&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;10X7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;span style="color: #b45f06; font-size: large;"&gt;&lt;b&gt;12" Tires and Wheels &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-alt: solid black 1.0pt; mso-border-top-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Tire Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Rim Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;4.80x12&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;12x4, 12x4.5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;5.30x12&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;12x4,   12x4.5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;"&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST145R12&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;12x4, 12x4.5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: left;"&gt;&lt;span style="color: #b45f06; font-size: large;"&gt;&lt;b&gt;13" Tires and Wheels &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-alt: solid black 1.0pt; mso-border-top-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Tire Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Rim Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST155/80D13&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;13x4.5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;165R13&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;13x4.5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST175/80D13&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;13x4.5, 13x5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 3;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST175/80R13&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;13x4.5,   13x5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;"&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST185/80D13&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;13x4.5, 13x5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: left;"&gt;&lt;span style="font-size: large;"&gt;&lt;b style="color: #b45f06;"&gt;14" Tires and Wheels &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-alt: solid black 1.0pt; mso-border-top-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Tire Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Rim Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST195/75D14&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;14x5.5, 14x6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST205/75D14&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;14x5.5,   14x6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST205/75R14&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;14x5.5, 14x6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 3;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST215/75D14&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;14x5.5,   14x6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;"&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST215/75R14&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;14x5.5, 14x6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: left;"&gt;&lt;b&gt;&lt;span style="color: #b45f06; font-size: large;"&gt;15" Tires and Wheels &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-alt: solid black 1.0pt; mso-border-top-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Tire Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-color: black -moz-use-text-color; border-style: solid none; border-width: 1pt medium; font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; padding: 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Rim Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 0;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST205/75D15&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;15x5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 1;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST205/75R15&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;15x5&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 2;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST215/75D15&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;15x5, 15x6&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 3;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST225/75D15&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;15x6,   15x7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 4;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST225/75R15&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;15x6, 15x7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 5;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"&gt;&lt;br /&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;&lt;b style="color: #b45f06;"&gt;&lt;span style="font-size: large;"&gt;16" Tires and Wheels&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Tire Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Rim Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 6;"&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;LT 7.50x16&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;16x6, 16x6.5, 16x7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 7;"&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST235/80R16&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="color: black;"&gt;16x6,   16x6.5, 16x7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;"&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;ST235/85R16&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;16x6, 16x6.5, 16x7&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-alt: solid black 1.0pt; mso-border-top-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;"&gt;&lt;/table&gt;&lt;div style="text-align: center;"&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableLightShading" style="border-collapse: collapse; border: medium none;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1;"&gt;   &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: none; border-top: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;&lt;b&gt;&lt;span style="color: #b45f06; font-size: large;"&gt;17.5" Tires and Wheels&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Tire Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid black 1.0pt; border-left: none; border-right: none; border-top: solid black 1.0pt; mso-border-bottom-themecolor: text1; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: left;"&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;b&gt;&lt;span class="MsoBookTitle"&gt;&lt;span style="color: black; font-size: 14pt;"&gt;Rim Size&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;tr style="mso-yfti-irow: 0; mso-yfti-lastrow: yes;"&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68;"&gt;&lt;b&gt;&lt;span style="color: black;"&gt;215/75R17.5&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="background: silver; border-bottom: solid black 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;" valign="top" width="319"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64;"&gt;&lt;span style="color: black;"&gt;17.5x6.75&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;For Help Determining your &lt;span style="color: #990000;"&gt;bolt pattern&lt;/span&gt; refer to one of these posts:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;&lt;span id="goog_1618789656"&gt;&lt;/span&gt;&lt;a href="http://recstuff-com.blogspot.com/2011/11/measuring-bolt-patterns-on-trailer.html" target="_blank"&gt;Measuring Trailer Wheel Bolt Patterns&lt;/a&gt;&lt;span id="goog_1618789657"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: #660000;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://recstuff-com.blogspot.com/2011/11/bolt-pattern-printable-template.html" target="_blank"&gt;Printable Bolt Pattern Template&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&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/652825640541059924-5011994713851886198?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/5011994713851886198/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/how-to-know-what-size-rim-you-need-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/5011994713851886198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/5011994713851886198'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/how-to-know-what-size-rim-you-need-for.html' title='How to Know What Size Rim You Need for Your Trailer'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-3533814912146822900</id><published>2011-11-18T14:09:00.000-08:00</published><updated>2011-11-18T14:15:25.871-08:00</updated><title type='text'>Bolt Pattern Printable Template</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://recstuff.com/themes/default/Docs/RecStuff_BoltCircleTemplate.pdf" target="_blank"&gt;Click Here to Access a Printable Bolt Pattern Template&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;At &lt;a href="http://recstuff.com/"&gt;RecStuff.com&lt;/a&gt;, we often get  questions regarding the bolt pattern of our customer's wheels.  While a  5-Bolt on 4.5" is standard and by far the most common among trailer  wheel 5-bolt patterns, there are times in which the trailer manufacturer  uses a different pattern such as 5 on 5".&lt;br /&gt;&amp;nbsp; &lt;br /&gt;When purchasing a trailer, you will want to make sure that the bolt  pattern on the wheels of the trailer are standard among the industry.   This will ensure that in the case of flat tire or damaged wheel, you  will be able to find a replacement when you need it.&lt;br /&gt;&lt;br /&gt;Standard sizes include 4-bolt on 4", 5-bolt on 4.5", 6-bolt on 5.5",  and 8-bolt on 6.5".  If you're unsure about your 5-bolt pattern, we've  put together a simple 'bolt pattern template' that makes it easy to  ensure you purchase the correct trailer wheel for your trailer.&lt;br /&gt;&lt;br /&gt;Visit  any &lt;a href="http://recstuff.com/Trailer-Wheels.aspx"&gt;wheel on RecStuff.com&lt;/a&gt; or click the link above to download the template.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/652825640541059924-3533814912146822900?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/3533814912146822900/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/bolt-pattern-printable-template.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/3533814912146822900'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/3533814912146822900'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/bolt-pattern-printable-template.html' title='Bolt Pattern Printable Template'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-2910328058432766016</id><published>2011-11-18T13:18:00.001-08:00</published><updated>2011-11-18T13:18:55.560-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Measuring Bolt Patterns'/><title type='text'>Measuring Bolt Patterns on a Trailer Wheel/Rim</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://recstuff.com/images/4bolt2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="Measure 4-Hole Trailer Wheels" border="0" src="http://recstuff.com/images/4bolt2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="catalogbodytext"&gt;          &lt;div class="faqimg"&gt;&lt;/div&gt;&lt;h3&gt;Measuring 4-Bolt Trailer Wheels&lt;/h3&gt;Measure a four bolt wheel from the center of a bolt hole, skip one  bolt hole and then the center of the next hole. Basically your ruler  goes across the center of the wheel.      &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://recstuff.com/images/5bolt2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="Measure 5-Hole Trailer Wheels" border="0" src="http://recstuff.com/images/5bolt2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="catalogbodytext"&gt;      &lt;div class="faqimg"&gt;&lt;/div&gt;&lt;h3&gt;Measuring 5-Bolt Trailer Wheels&lt;/h3&gt;Measure a five bolt wheel from the edge of one bolt hole, skip one  bolt hole and then the center of the next hole. In this case the ruler  is not across the center of the wheel and you measure from the edge of  one to the center of the other.       &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://recstuff.com/images/8bolt2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="Measure 8-Hole Trailer Wheels" border="0" src="http://recstuff.com/images/8bolt2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="catalogbodytext"&gt;          &lt;div class="faqimg"&gt;&lt;/div&gt;&lt;h3&gt;Measuring 6-Bolt Trailer Wheels&lt;/h3&gt;Measure a six bolt wheel from the center of the bolt hole, skip 2  bolt holes and then the center of the next hole. Your ruler goes across  the center of the wheel.     &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://recstuff.com/images/6bolt2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="Measure 6-Hole Trailer Wheels" border="0" src="http://recstuff.com/images/6bolt2.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="catalogbodytext"&gt;          &lt;div class="faqimg"&gt;&lt;/div&gt;&lt;h3&gt;Measuring 8-Bolt Trailer Wheels&lt;/h3&gt;Measure an eight bolt wheel from the center of a bolt hole, skip 3  bolt holes and then the center of the next hole. Your ruler goes across  the center of the wheel.     &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/652825640541059924-2910328058432766016?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/2910328058432766016/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/measuring-bolt-patterns-on-trailer.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2910328058432766016'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2910328058432766016'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/measuring-bolt-patterns-on-trailer.html' title='Measuring Bolt Patterns on a Trailer Wheel/Rim'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-2576597316201878777</id><published>2011-11-18T13:17:00.000-08:00</published><updated>2011-11-21T08:38:16.391-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Determining Tire age'/><title type='text'>How to Determine The Age of a Trailer Tire</title><content type='html'>&lt;a href="http://recstuff-com.blogspot.com/2011/11/how-to-determine-age-of-trailer-tire.html?spref=bl"&gt;How to Determine The Age of a Trailer Tire&lt;/a&gt;: How To Determine The Age Of A Trailer Tire      It's easy to identify the age of a tire.  All tires sold in the US  require a DOT co...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/652825640541059924-2576597316201878777?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/2576597316201878777/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/recstuffcom-trailer-blog-how-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2576597316201878777'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2576597316201878777'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/recstuffcom-trailer-blog-how-to.html' title='How to Determine The Age of a Trailer Tire'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-8740447526443440565</id><published>2011-11-18T12:52:00.001-08:00</published><updated>2011-11-18T12:52:03.049-08:00</updated><title type='text'>Trailer Tire Specifications</title><content type='html'>&lt;div class="factswrapper"&gt;  &lt;div class="cataloghead"&gt;Structure:&lt;/div&gt;The structure of a trailer tire comes in two different forms, bias  ply and radial.  Each has it's own benefits.  Read more about the  differences and similarities at our Radial vs. Bias Ply Trailer Tires  (What’s The Difference?) information page.&lt;br /&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;Ply Rating:&lt;/div&gt;The ply rating on trailer tires typically varies between 2(A) and  10(E).  This ply rating is intended to indicate the strength of the  tires construction relative to other ply ratings.  It doesn't  necessarily mean that the tire is manufactured with this specific number  of plys or layers.  The strength or ply rating of the tire is  positively correlated with the load capacity each tire can handle.  A  higher ply rating results in a stronger tire that can handle a higher  load capacity.&lt;br /&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;Sidewall (In.):&lt;/div&gt;The sidewall figure specifies the distance between the tire  sidewall's outermost point when inflated.  This metric is paramount when  determining the amount of clearance you will have horizontally once the  tire assembly is installed.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="Trailer Tire Sidewall" src="http://recstuff.com/images/trailerfacts/Sidewall.png" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;Outside Dia. (In.):&lt;/div&gt;The outside diameter figure specifies the height of the tire when  inflated.  This metric is paramount when determining the amount of  clearance needed vertically once the tire assembly is installed.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="Trailer Tire Outside Diameter" src="http://recstuff.com/images/trailerfacts/OutsideDiameter.png" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;Load Capacity (65mph):&lt;/div&gt;Unlike automotive tires, all ST tires are tested and rated at 65MPH.   This 65MPH test allows the tire to qualify as a high speed tire.  Every  ST Trailer Tire you see on the highway goes through this exact same  test regardless of tire size or manufacturer.  The advertised load  capacity on the sidewall of the tire is approved at this speed with  proper inflation.&lt;br /&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;Max PSI:&lt;/div&gt;The Max PSI is the maximum amount of air pressure the manufacturer  suggests to be used in that particular tire.  It is advised not to  exceed this number as it can inhibit the structure of your tire and make  it unsafe to operate.&lt;br /&gt;&lt;/div&gt;&lt;div class="faq"&gt;  &lt;h2&gt;Trailer Tire Sizing&lt;/h2&gt;&lt;div class="catalogbodytext"&gt;          The tires on a boat trailer might be labeled: &lt;span class="bold"&gt;ST175/80D13 C&lt;/span&gt;           &lt;ul&gt;&lt;li&gt;&lt;span class="bold"&gt;*ST&lt;/span&gt; - These tires are for a trailer (Specialty Tire for trailer use only)&lt;/li&gt;&lt;li&gt;&lt;span class="bold"&gt;*175&lt;/span&gt; - The maximum width of the tire is approximately 175 mm at the widest point&lt;/li&gt;&lt;li&gt;&lt;span class="bold"&gt;*80&lt;/span&gt; - Indicates the height of the sidewall is 80% of the width (in this case 140 mm)&lt;/li&gt;&lt;li&gt;&lt;span class="bold"&gt;*D&lt;/span&gt; - This is a 'Bias' tire (D  is for diagonal-the belts run diagonally from bead to bead or at about  45 degree angles to the center line of the tire.             &lt;br /&gt;&lt;span class="bold"&gt;'R'&lt;/span&gt; is for 'Radial' - the belts run radially from bead to bead or at 90 degree angles to the center line)  &lt;/li&gt;&lt;li&gt;&lt;span class="bold"&gt;*13&lt;/span&gt; - This tire fits 13 inch diameter wheels&lt;/li&gt;&lt;li&gt;&lt;span class="bold"&gt;*C&lt;/span&gt; - The load index (also  tires can be labeled with a ply rating, typically a "C" load range is  equivalent to a "6 ply" rated tire, "B" is a 4 ply and "D" is a 8 ply)&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div class="faqimg"&gt;&lt;img alt="Trailer TIre Cross-Section" border="1" src="http://recstuff.com/images/tiresizing.jpg" /&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/652825640541059924-8740447526443440565?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/8740447526443440565/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/trailer-tire-specifications.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/8740447526443440565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/8740447526443440565'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/trailer-tire-specifications.html' title='Trailer Tire Specifications'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-6805448708663591084</id><published>2011-11-18T12:49:00.000-08:00</published><updated>2011-11-18T12:49:27.942-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bias Ply VS Radial Ply Tires'/><title type='text'>Bias Ply Vs Radial Ply</title><content type='html'>&lt;div class="factswrapper"&gt;At &lt;a href="http://recstuff.com/"&gt;RecStuff.com&lt;/a&gt;, we often get the question ‘What’s the difference between radial and bias ply &lt;a href="http://recstuff.com/Trailer-Tires.aspx" title="RecStuff.com - Radial and Bias Ply Trailer Tires"&gt;trailer tires&lt;/a&gt;?’.   Naturally, the next questions tends to be, ‘Which is better?’, or  ‘Which should I put on my trailer?’.  The below information is meant to  clear up the difference between the two, and assist you to make the best  decision for your specific application.&lt;br /&gt;It also must be noted that tires designed for cars, light trucks and  trucks, are not meant for use on trailers, therefore not suitable for  trailer applications.  A radial tire meant for a car or truck is not the  same tire in functional design as the tire used on a trailer.  Please  be sure the size specified on your tire’s sidewall starts with an ‘st’.&lt;br /&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;What is the difference between a radial and bias ply trailer tire?&lt;/div&gt;The main feature that separates the radial trailer tire from the bias  ply trailer tire is the tire’s belt construction.  The cord material  (often nylon and steel) also often differs between the two.  The  differences here affect many functional aspects of the tire.&lt;br /&gt;A radial trailer tire is constructed with steel belts of the tire running at a 90 degree angle of the tread center line.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="Radial vs Bias Ply - Radial Trailer Tire Construction" class="aligncenter size-medium wp-image-35" height="262" src="http://recstuff.com/images/trailerfacts/RadialTrailerTireConstruction-300x262.jpg" style="border: 2px solid black; margin-bottom: 15px;" title="Radial Trailer Tire Construction" width="300" /&gt;&lt;/div&gt;A bias ply trailer tire is constructed with nylon belts of the tire running at a 30-45 degree angle of the tread center line.&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="Bias vs Radial - Bias Ply Trailer Tire Construction" class="aligncenter size-medium wp-image-36" height="262" src="http://recstuff.com/images/trailerfacts/BiasPlyTrailerTireConstruction-300x262.jpg" style="border: 2px solid black; margin-bottom: 15px;" title="Bias Ply Trailer Tire Construction" width="300" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;What are the benefits of choosing the RADIAL trailer tire construction?&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-size: 13px; font-weight: normal;"&gt;Runs Cooler&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: 13px; font-weight: normal;"&gt; &lt;/span&gt;&lt;span style="font-size: 13px; font-weight: normal;"&gt;Steel Belted – Results in tougher overall construction&lt;/span&gt;&lt;/li&gt;&lt;li&gt;Longer Tread Life&lt;/li&gt;&lt;li&gt;Wider Footprint&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;What are the benefits of choosing the BIAS PLY trailer tire construction?&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Crosshatch construction provides stronger/tougher sidewalls&lt;/li&gt;&lt;li&gt;Due to the design of the tire’s construction, bias ply want to roll straight as the trailer itself often does&lt;/li&gt;&lt;li&gt;Generally Less Expensive&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;div class="cataloghead"&gt;What is the best choice for my application?&lt;/div&gt;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;Typically a trailer tire needs replacing due to ‘dry rot’ before the  tire’s tread is exhausted.&amp;nbsp; The Department of Transportation (DOT)  recommends replacing tires (ALL Tires) at least every six (6) years.&amp;nbsp;  The key piece of information here is that the recommendation is based on  ‘Years’ rather than ‘Mileage’.&amp;nbsp; Please confirm your tires by checking  the manufacturer’s date imprinted on the sidewall of every trailer  tire.&amp;nbsp; While we understand that some tires are rated and built for  higher mileage, trailer tires are often not mobile, as the trailer  doesn’t always come along with you everywhere you drive.&amp;nbsp; The general  rule of thumb for mileage you can get out of your trailer tire is about  25,000 miles.&lt;br /&gt;So, if you’re trailer makes those longer trips with you on a regular  basis, you will probably benefit from spending the extra money on a  radial trailer tire to take advantage of the longer tread life.&amp;nbsp;&amp;nbsp; If  your trailer spends a lot of time next to the garage, you might want to  save yourself some money by going with a bias ply trailer tire.&lt;br /&gt;We offer both &lt;a href="http://recstuff.com/Trailer-Tires.aspx" title="RecStuff.com - Radial and Bias Ply Trailer Tires"&gt;Radial and Bias Ply Trailer Tires&lt;/a&gt; in our online store, &lt;a href="http://recstuff.com/"&gt;RecStuff.com&lt;/a&gt;, at some of the best prices online.&amp;nbsp; If the information above still leaves you with more questions, please feel free &lt;a href="http://recstuff.com/contact-us.aspx"&gt;Contact Us&lt;/a&gt; or give us a call at (414) 617-5933.&amp;nbsp; We’ll try to help you out as best we can.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/652825640541059924-6805448708663591084?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/6805448708663591084/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/bias-ply-vs-radial-ply.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/6805448708663591084'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/6805448708663591084'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/bias-ply-vs-radial-ply.html' title='Bias Ply Vs Radial Ply'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-3318272240700258908</id><published>2011-11-18T12:35:00.001-08:00</published><updated>2011-11-18T12:35:32.537-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Trailer TIre Age'/><title type='text'>How to Determine The Age of a Trailer Tire</title><content type='html'>&lt;div id="ctl00_pageContent_htmlContent"&gt;        &lt;h1&gt;How To Determine The Age Of A Trailer Tire&lt;/h1&gt;&lt;div class="tweetlike"&gt;   &lt;/div&gt;&lt;div class="factswrapper"&gt;  &lt;div style="text-align: center;"&gt;&lt;img alt="Trailer Tire DOT Number" class="aligncenter size-medium wp-image-81" height="225" src="http://recstuff.com/images/trailerfacts/TrailerTireDOTNumber.jpg" title="Trailer Tire DOT Number" width="300" /&gt;&lt;/div&gt;It's easy to identify the age of a tire.  All tires sold in the US  require a DOT code which is mandated by the U.S Department of  Transportation.  The DOT code indicates the tire meets all federal  standards, these identification numbers are important if the product is  recalled.  The DOT code begins with letters followed by numbers and  letters; this is the plant code identifying the manufacture of the tire.   The last four numbers after the plant code represent the week and the  year the tire was manufactured.&lt;br /&gt;The Department of Transportation (DOT) recommends replacing all tires  at least every six years.  When purchasing new trailer tires discuss  the vendors product turn over rate, to ensure the product that you are  receiving has been recently manufactured. Below is an example of a DOT  code that is found on a trailer tire.&lt;br /&gt;&lt;br /&gt;&lt;h2&gt;Example:&lt;/h2&gt;DOT&amp;nbsp;&amp;nbsp;&amp;nbsp;K3AP&amp;nbsp;&amp;nbsp;&amp;nbsp;4309&lt;br /&gt;K3AP is the plant code identifying the manufacture of this tire&lt;br /&gt;4309 is the week and year the tire was manufactured, this tire would have been manufactured the 43rd week of 2009.&lt;br /&gt;Other numbers are marketing codes are used at the manufacturer's discretion.&lt;br /&gt;Please feel free to &lt;a href="http://recstuff.com/contact-us.aspx"&gt;contact us&lt;/a&gt; with any comments, suggestions, or questions.&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/652825640541059924-3318272240700258908?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/3318272240700258908/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/how-to-determine-age-of-trailer-tire.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/3318272240700258908'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/3318272240700258908'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/how-to-determine-age-of-trailer-tire.html' title='How to Determine The Age of a Trailer Tire'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-6662754214825128345</id><published>2011-11-18T12:26:00.000-08:00</published><updated>2011-11-18T12:26:39.637-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Balance Trailer tires?'/><title type='text'>Do Trailer Tires and Wheels / Rims Need to be Balanced?</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" 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" /&gt;&lt;/a&gt;&lt;/div&gt;We often get questions on whether trailer tires need to be mounted AND balanced when being put on a wheel.&lt;br /&gt;&lt;br /&gt;Typically &lt;a href="http://recstuff.com/Trailer-Tire-And-Wheel-Assemblies.aspx"&gt;trailer tire assemblies&lt;/a&gt;  are not balanced out of the factory. If  you balance your trailer tires  and then pull the trailer unloaded for  some distance, the trailer will  tend to bounce due to the light load and more often  then not, throw  the weights from the wheels. &amp;nbsp;Every time this occurs, the assembly would  need to be ‘re-balanced’.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Along with this, tandem axle trailers tend to throw  weights when  backing sharply due to the stress put on the mounted assembly, so it  becomes almost impossible to keep  up with balancing your trailer tire  assemblies.&lt;br /&gt;&lt;br /&gt;Most people do not feel a difference between balanced trailer tires  and non balanced tires. &amp;nbsp;More often than not, the majority of people do  not balance their assemblies, but it is left up to the preference of the  owner of the trailer.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="data:image/png;base64,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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" src="data:image/png;base64,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" /&gt;&lt;/a&gt;&lt;/div&gt;Our &lt;a href="http://recstuff.com/Trailer-Tire-And-Wheel-Assemblies.aspx"&gt;Tire and Wheel Assemblies&lt;/a&gt; at &lt;a href="http://recstuff.com/"&gt;RecStuff.com&lt;/a&gt; are mounted but not balanced when they ship out of our factory.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/652825640541059924-6662754214825128345?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/6662754214825128345/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/do-trailer-tires-and-wheels-rims-need.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/6662754214825128345'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/6662754214825128345'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/do-trailer-tires-and-wheels-rims-need.html' title='Do Trailer Tires and Wheels / Rims Need to be Balanced?'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-652825640541059924.post-2485845541501268619</id><published>2011-11-18T12:13:00.000-08:00</published><updated>2011-11-29T09:43:52.999-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Trailer rim specifications'/><title type='text'>The Anatomy of a Trialer Wheel or Rim</title><content type='html'>The trailer wheel isn't thought of to be as a 'technical' piece of  equipment all the time.  While it's functionality is pretty straight  forward, there are many critical parts of the wheel that are often  overlooked when considering the best option for your application.  See  below for 'the anatomy of a trailer wheel'.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://recstuff.com/images/trailerfacts/backspace.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="Trailer Wheel Anatomy" border="0" class="aligncenter size-full wp-image-88" height="510" src="http://recstuff.com/images/trailerfacts/backspace.gif" title="Trailer Wheel Anatomy" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Wheel Offset - The distance between the wheel centerline and the mounting pad.&lt;/li&gt;&lt;li&gt;Backspace - The distance between the mounting pad and the outer most part of the wheel's drum side.&lt;/li&gt;&lt;li&gt;Wheel Centerline - The absolute center of the wheel.&lt;/li&gt;&lt;li&gt;Bolt Circle Diameter - The diameter of the circle that the bolt holes are drilled on.&amp;nbsp; &lt;/li&gt;&lt;li&gt;Wheel Diameter - The wheel's diameter where the tire's bead mounts and creates a seal.&lt;/li&gt;&lt;li&gt;Mounting Pad - The portion of the wheel that butts up against the hub face.&lt;/li&gt;&lt;li&gt;Drum Side - The side of the wheel facing the trailer drum.&lt;/li&gt;&lt;li&gt;Street Side - The visible side of the wheel when mounted correctly.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;The offset of the trailer wheel often is the difference between the  wheel working/not working on your trailer.  Some wheels are designed to  give more space for the trailer's hub.  Below is an explanation of the  difference between a 'Positive' and 'Negative' offset.&lt;br /&gt;&lt;div style="margin-top: 10px; margint-bottom: 10px; text-align: center;"&gt;&lt;img alt="Trailer Wheel Offset and Backspacing" class="aligncenter size-full wp-image-89" height="272" src="http://recstuff.com/images/trailerfacts/wheel-offset-backspace.gif" title="wheel-offset-backspace" width="272" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Positive Offset - The wheel's mounting pad is adjusted away from the drum/brake side of the wheel's centerline.&lt;/li&gt;&lt;li&gt;Zero Offset - The wheels mounting pad is in line with the wheel's center line.&lt;/li&gt;&lt;li&gt;Negative Offset - The wheel's mounting pad is adjusted away from the street/wheel side of the wheel's centerline.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;The above information can be vital when choosing the correct wheel  for your application.  Be sure to verify your measurements before you  proceed in the replacement of your wheels.&lt;br /&gt;Please feel free to &lt;a href="http://recstuff.com/contact-us.aspx"&gt;contact us&lt;/a&gt; with any comments, suggestions, or questions.&lt;br /&gt;&lt;br /&gt;&lt;div style="margin-top: 10px; margint-bottom: 10px; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-top: 10px; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-top: 10px; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-top: 10px; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-top: 10px; text-align: center;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/652825640541059924-2485845541501268619?l=recstuff-com.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://recstuff-com.blogspot.com/feeds/2485845541501268619/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/anatomy-of-trialer-wheel-or-rim.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2485845541501268619'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/652825640541059924/posts/default/2485845541501268619'/><link rel='alternate' type='text/html' href='http://recstuff-com.blogspot.com/2011/11/anatomy-of-trialer-wheel-or-rim.html' title='The Anatomy of a Trialer Wheel or Rim'/><author><name>RecStuff.com</name><uri>http://www.blogger.com/profile/15967144964176716123</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='27' src='http://2.bp.blogspot.com/-wUGZbe-hG74/Tsa9fu2LHjI/AAAAAAAAAB0/HV1jSUXFoYo/s220/300x250%2Binline%2Brectangle.png'/></author><thr:total>0</thr:total></entry></feed>
