I have a GIRO Selector TT helmet that needs a lens shield replacement. For the life of me, after searching the net for days, I can’t find one for sale anywhere. I know GIRO makes updated versions of their pricey TT helmets but you would think there are still earlier versions of the shields to be had. Any help finding a new or even used one would be appreciated. Thank you in advance.
The lens is about $100 US.
https://wowma.jp/...aeqTTbRoC8CoQAvD_BwE
Here for about $30
https://www.sigmasports.com/item/Giro/Eye-Shield-for-Selector-TT-Helmet/TJ9
Another…
https://www.saldenbikes.com/giro-selector-lens-196412.html
Thank you for the response Slug. Certainly pricey for a piece of plastic; maybe someone has access to a used one they would gladly sell to me or does anyone know of another shield/lens that could be fitted to a Giro Selector helmet? Appreciate the assistance.
You could buy some 10mil Lexan and make your own if you have a few hours to waste. $30 is a bargain relatively. Or you could just not use the lens.
Or update to a modern helmet
.
Trying to avoid that costly route unless you’re willing to chip in. !(data:image/jpeg;base64,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)
Thank you for the response and idea; I’ll mull it over.
Thank you for the response and idea; I’ll mull it over.
its only $30…
its only $30…
Trying to avoid that costly route unless you’re willing to chip in.
I still think it’s a damn cool helmet.
You are welcome. Sadly, lenses are gonna be expensive. I tried to buy a new lense and liner for my helmet and decided that the cost of a new helmet is a better bargain in my case because I need a new one anyway.
Your helmet is really nice though, so $30 is a bargain if it is the right lense.