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Okay people I have a delimma I need your advise on. I will soon have to put a new tire on the front and rear of my GL-1800. I have the two tires at home. Dunlop Elite III. Since I have Centramatics on both front and rear what tools will I need to get the tire off the rim without scratching the rims. Where can I buy them and do you know anyone in the 95366 zip code that does this or has the tools at thei home to get this done. I have all the tools to get the assembled tire and wheel off the bike I just need to know what to do to get the old tire off the rim and the new ones on without doing any damage. Thanks
 

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Any tire shop there in Ripon with a modern rim clamp tire machine can do it. They may not want to but they can. I do it for myself and my friends motorcycles.
 

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You could lag bolt it to the wall instead.

I change my own 1800 tires, and did the first few with a Harbor Freight changer. More recently, I bought a Coats 220 from a biker friend, and it is a much heavier machine.

While viewing your link, I had to chuckle at the picture of breaking the tire bead. That short handle will never break the bead on an 1800 rear tire. I'm not saying the machine won't work, but changing tires on an 1800 is not for the faint of heart......
 

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get tire spanners soap/water...valve remover..and i break the beads on my miiling machine....easy!!....using as a press to break the beads wich can be so much fun!!...getting them on you must make sure the opposite side of the bead is on the inner lip center area both sides to flip the edge(your trying to get on) of the bead in... with the spanners...use nothing sharp like a monster screwdriver....i find 3 spanners work good but 1 set and a third blunt pry works...you cannot scratch the sealing diameter or it might leak and to balance use jack stands with the axle and stick on weights...now this job still takes some muscle...but much...much less if you do it exactly correctly...some rice rocket tires are so soft i did them with my bare hands....but not the big tours...
 

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grambo, did you ever change an 1800 rear tire?

The reason I ask is that changing the rear tire on a 1500 is a piece of cake compared to an 1800.
 

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I have never changed an 1800 tire, so I have no idea what they are like. I have always changed all my own tires BECAUSE I don't want some shop tearing up my wheels. I recently swapped a 1200 rear tire from one rim to another, it took about 15 minutes, tools were a valve core remover, two 10" tire irons, some WD-40 in a spray bottle, and an air compressor.
 

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I have changed all my tires. A bead breaker,valve stam remover,

two tire spoons,soap and water in a spray bottle. Dulap E-3 and Bridgestone 704. Dulap were easier.
 

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I use one of these, makes it real easy. A little cost prohibitive though.
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
Mondolfo Robofit
 

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Discussion Starter #10
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Some of us just have a whole lot more money than others. Thanks for the input. I'll be taking mind to a local honda shop.
 

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nvrpc wrote:
Some of us just have a whole lot more money than others. Thanks for the input. I'll be taking mind to a local honda shop.
It's not mine, if that's what you are thinking. It is what I meant by " modern tire machine".
 

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Discussion Starter #12
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Oh, my mistake, I thought you may have bought this and installed it in your home garage. Take care and have a great night.
 

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The Honda shop in Modesto charges $25 per tire if you bring the tire and wheel in.

If you buy the tool (and share), I'll let you use the hitch on my truck....



Generally, I use a bench-vise to break the bead and just use tire irons to get the tire on and off.
 

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Discussion Starter #14
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Good information. I will save myslef some money since they are closer anyway than Stockton. Do they do it on a walk in non appointment sit there and wait basis?
 
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