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	<title>ProForm Support &#187; adjust</title>
	<atom:link href="http://support.proform.com/?feed=rss2&#038;tag=adjust" rel="self" type="application/rss+xml" />
	<link>http://support.proform.com</link>
	<description>Serving you for over 20 years</description>
	<lastBuildDate>Fri, 31 Aug 2012 14:55:59 +0000</lastBuildDate>
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		<title>Adjust Walking Belt Tension</title>
		<link>http://support.proform.com/?p=309</link>
		<comments>http://support.proform.com/?p=309#comments</comments>
		<pubDate>Thu, 12 Jul 2012 13:56:07 +0000</pubDate>
		<dc:creator>KC</dc:creator>
				<category><![CDATA[Treadmill Questions]]></category>
		<category><![CDATA[adjust]]></category>
		<category><![CDATA[belt]]></category>
		<category><![CDATA[loose]]></category>
		<category><![CDATA[tension]]></category>
		<category><![CDATA[tight]]></category>
		<category><![CDATA[walk]]></category>

		<guid isPermaLink="false">http://support.proform.com/?p=309</guid>
		<description><![CDATA[Maintaining proper walking belt tension is one of the most important things with your treadmill or incline trainer for multiple reasons. First and foremost for your safety. If the walking belt is too loose it will feel similar to walking on ice, and we all know that&#8217;s not the most comforting feeling. &#160; Maintaining the [...]]]></description>
			<content:encoded><![CDATA[<p>Maintaining proper walking belt tension is one of the most important things with your treadmill or incline trainer for multiple reasons. First and foremost for your safety. If the walking belt is too loose it will feel similar to walking on ice, and we all know that&#8217;s not the most comforting feeling.</p>
<p>&nbsp;</p>
<p>Maintaining the proper tension is easy and the only tool needed is the Allen Wrench or Hex Key that came with the treadmill or incline trainer. This was the tool that you would have used during the assembly.</p>
<p>&nbsp;</p>
<p>As always unplug the treadmill or incline trainer before making any of these adjustments, again for your safety! With the treadmill or incline trainer unplugged you can start making some small adjustments to your idler roller. The idler roller is at the opposite end of your motor. When making these adjustments keep in mind a little adjustment makes a big difference overall.</p>
<p><a href="http://support.nordictrack.com/wp-content/uploads/2012/01/Belt-Tension.bmp"><img class="size-full wp-image-868 alignleft" style="float: left; padding: 5px;" title="Belt Tension" src="http://support.nordictrack.com/wp-content/uploads/2012/01/Belt-Tension.bmp" alt="" width="410" height="205" /></a><br />
(Example picture of a treadmill)</p>
<p>&nbsp;</p>
<p>There will be a couple of holes providing access to the Idler Roller adjustment bolts</p>
<p>&nbsp;</p>
<p>Using the Hex Key, turn both idler roller screws clockwise 1/4 turn. When the walking belt is correctly tightened you should be able to lift each edge of the walking belt 2 to 3 inches off the walking platform.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>An important tip to remember is that you make the same adjustments on both sides, this will help the belt stayed centered.</p>
<p>&nbsp;</p>
<p>Once you have made some adjustments plug your treadmill or incline trainer back in, insert the safety key, and press start. Carefully walk on the treadmill or incline trainer for a few minutes. If you feel like you are still walking on ice repeat these steps until the walking belt is properly tightened.</p>
<p>&nbsp;</p>
<p><iframe width="640" height="360" src="http://www.youtube.com/embed/5lR4dstYHgg" frameborder="0" allowfullscreen></iframe></p>
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		<item>
		<title>Strap Tension Too Tight</title>
		<link>http://support.proform.com/?p=302</link>
		<comments>http://support.proform.com/?p=302#comments</comments>
		<pubDate>Wed, 27 Jun 2012 18:21:47 +0000</pubDate>
		<dc:creator>KC</dc:creator>
				<category><![CDATA[Exercise Bike Questions]]></category>
		<category><![CDATA[adjust]]></category>
		<category><![CDATA[cable]]></category>
		<category><![CDATA[change]]></category>
		<category><![CDATA[resist]]></category>
		<category><![CDATA[strap]]></category>

		<guid isPermaLink="false">http://support.proform.com/?p=302</guid>
		<description><![CDATA[Many of our exercise bikes use a strap to create resistance when pedaling. Check your User&#8217;s Manual or call our customer service hotline to see if your bike has this feature. To adjust the strap, the left side shield must first be removed. Next, turn the resistance knob to the lowest setting. Locate and open [...]]]></description>
			<content:encoded><![CDATA[<p>Many of our exercise bikes use a strap to create resistance when pedaling. Check your User&#8217;s Manual or call our customer service hotline to see if your bike has this feature. To adjust the strap, the left side shield must first be removed. Next, turn the resistance knob to the lowest setting. Locate and open the strap buckle. Grip the end of the resistance strap and pull it up to remove any slack. While holding the end of the resistance strap, fully close the strap buckle. Turn the crank for a moment to make sure that there is not too much resistance. When the resistance strap is properly adjusted, reattach the left side shield.</p>
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		<title>Console Displays Zero</title>
		<link>http://support.proform.com/?p=239</link>
		<comments>http://support.proform.com/?p=239#comments</comments>
		<pubDate>Tue, 26 Jun 2012 15:31:32 +0000</pubDate>
		<dc:creator>KC</dc:creator>
				<category><![CDATA[Treadmill Questions]]></category>
		<category><![CDATA[adjust]]></category>
		<category><![CDATA[display]]></category>
		<category><![CDATA[reed]]></category>
		<category><![CDATA[speed]]></category>
		<category><![CDATA[switch]]></category>
		<category><![CDATA[zero]]></category>

		<guid isPermaLink="false">http://support.proform.com/?p=239</guid>
		<description><![CDATA[Running at the speed of 0? If you notice that your console says that you aren&#8217;t moving as your are doing your workout it may be just a simple Reed Switch adjustment. To make the small adjustment that should resolve this and get you running back at the speed that you know you&#8217;re actually going [...]]]></description>
			<content:encoded><![CDATA[<p>Running at the speed of 0? If you notice that your console says that you aren&#8217;t moving as your are doing your workout it may be just a simple Reed Switch adjustment.</p>
<p>To make the small adjustment that should resolve this and get you running back at the speed that you know you&#8217;re actually going you will need to work inside your treadmill today.</p>
<p>As always safety first, you will need to unplug your treadmill.</p>
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" alt="" width="445" height="252" style="float: left; padding: 5px;"/>Once you have unplugged your treadmill you will now need to remove your motor hood, this will give us access to the inside of the treadmill where your Reed Switch is located. As you can see in the example picture there are 5 screws that may hold your motor hood in place. Your treadmill may have more or less. To see how many and where they are located you can look in your User&#8217;s Manual in the Troubleshooting section.</p>
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<p>Now that you have removed your motor hood we need to find your Reed Switch and the Magnet. In the example picture the Reed Switch is shown as number 52 and the Magnet is number 50. You may need to push the walking belt around to find the Magnet, <img class="alignleft" src="data:image/png;base64,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" alt="" width="443" height="272" style="float: right; padding: 5px;"/>this will be found on the left side of the Pulley, number 49. You will need to align the Magnet (50) and the Reed Switch (52). The Reed Switch is held in place by a small screw, number 14. <strong>Loosen but do NOT remove this screw.</strong> With the screw loosened you will be able to slide the Reed Switch (52) around a little bit. Move the Reed Switch (52) so that the end of it is about 1/8 inch away from the Magnet (50). With the Reed Switch and Magnet now the correct spacing from each other tighten the screw (14) back down again. Now that you have made the adjustments needed you can reattach your Motor Hood.</p>
<p>With the treadmill back together again, plug it back in and try a work out. This process may need to be repeated if it doesn&#8217;t resolve the problem on the first try.</p>
]]></content:encoded>
			<wfw:commentRss>http://support.proform.com/?feed=rss2&#038;p=239</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Adjustable Stride Length</title>
		<link>http://support.proform.com/?p=234</link>
		<comments>http://support.proform.com/?p=234#comments</comments>
		<pubDate>Tue, 26 Jun 2012 14:51:40 +0000</pubDate>
		<dc:creator>KC</dc:creator>
				<category><![CDATA[Elliptical Questions]]></category>
		<category><![CDATA[adjust]]></category>
		<category><![CDATA[feet]]></category>
		<category><![CDATA[length]]></category>
		<category><![CDATA[long]]></category>
		<category><![CDATA[pedal]]></category>
		<category><![CDATA[short]]></category>
		<category><![CDATA[stride]]></category>

		<guid isPermaLink="false">http://support.proform.com/?p=234</guid>
		<description><![CDATA[Many of our ellipticals come with an adjustable stride. If you purchased one that does and you have some questions about it, hopefully they are answered here. &#160; There are 2 options that we offer to adjust your stride. There is a manual option, and a power incline option that will adjust the stride length. [...]]]></description>
			<content:encoded><![CDATA[<p>Many of our ellipticals come with an adjustable stride. If you purchased one that does and you have some questions about it, hopefully they are answered here.</p>
<p>&nbsp;</p>
<p>There are 2 options that we offer to adjust your stride. There is a manual option, and a power incline option that will adjust the stride length.</p>
<p>&nbsp;</p>
<p><img class="alignleft" style="float: left; padding: 5px;" 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" alt="" width="309" height="260" /></p>
<p>The manual version of the stride adjustment requires that you pull the Adjustment Knob and then slide the Adjustment Bracket to other holes to shorten or lengthen the stride. To ensure the proper rotation you will need to adjust both the right and left sides to be the same.</p>
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<p>The second option offered is a power adjustment. This is accomplished by adjusting the Power Intensity Ramp. Adjusting the ramp to higher incline levels provides a longer stride, and the lower the incline level the shorter the stride.</p>
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