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)
6 x Highest Quality Pole Floats
For sale we have Packs of 6 x In-line Dibber Pole Floats, produced in the same factory as most of the major brands you find in the tackle shops in the UK and indeed Europe!
A superb design float perfect for shallow work on the commercials of today
Simply choose the required size and coloured tip mix from the drop down menu
Approximate dimensions of floats
0.1g - Tip Width = 2.5mm / Tip Length = 5mm / Stem Length = 50mm / Total Length of Float = 72mm
0.2g - Tip Width = 2.5mm / Tip Length = 5mm / Stem Length = 50mm / Total Length of Float = 77mm
0.3g - Tip Width = 2.5mm / Tip Length = 5mm / Stem Length = 50mm / Total Length of Float = 82mm
Constructed with:
A high quality EVA foam body / Fiberglass stem / In-line Design / Built in tip
The above floats require the following silicone tubing:
SRG025 0.1g - 0.8mm
SRG025 0.2g - 0.8mm
SRG025 0.3g - 0.8mm
ALL PACKS ARE SOLD AS SEEN!!
Please check out our feedback page which features many very happy returning customers! Some recent feedback includes:
"Great items, great price, won't go anywhere else now Brilliant Seller A++"
"Fast delivery, excellent floats, the best quality i have ever purchased"
"Absolutely beautiful, well made floats, well packed and very
quick. Thanks A1+5*"
"Brilliant product and value. Very well packed and arrived
quickly"
"Excellent product great seller, many thanks"
"Top rate floats very happy will buy again AAAAA"
"Floats are perfect same as the service highly recommend this
seller"
Why not fill up your winder tray today with SRG Pole Floats, you won't regret it!
Any questions you have at all regarding any of the floats just send me a message and I will try and help in any way I can.
Click HERE to visit our eBay shop and browse our huge range of floats and also check out our superb Pole Float silicone selection by clicking HERE
Also check out our brand NEW range of the Highest Quality Hollow Elastic you can buy at unbeatable low prices by clicking HERE
About SRG Pole Floats
SRG
Pole Floats was launched back in April 2014 with the
aim of providing the best quality pole floats at rock bottom prices, as a
match and pleasure angler myself I know how important it is in having
confidence in the tackle you are using to get the best out of your peg
for the day. Since April 2014 we have become one of the biggest sellers
of pole floats, silicone and hollow pole elastic here on eBay and
through our dedicated website selling over 200,000 floats to 1000's of
very satisfied customers! This is down to three simple things:
High Quality Products, Super Low Prices and Customer Satisfaction!
Make
sure you browse our eBay shop to view our simply huge range of floats
we have available and also sign up for our email newsletter to be
notified when we have special offers available.
All of our
floats are sourced from our exclusive supplier who specialise in
designing and making simply stunning high quality pole floats.
All floats in the SRG Pole Float range are clearly marked with our brand name and also the suggested weight for that float.