První integrované letky a násadky se 3 plochami na světě.
Úhel náběhu je větší, takže se méně odrážejí a je méně pravděpodobné, že šipky s nimi spadnou na zem. Vzdálenost mezi lety je velká, takže je snadné vidět sektor terče a soustředit se na to, na co míříte i při druhé a třetí šipce. I když šipka zasáhne předchozí dochází jen k minimálním odrazům.
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Plocha jednoho křidélka je největší ve své třídě a šipky se s nimi snadno seskupují v terči.
Nejodolnější letky na světě s odolností přesahující CONDOR AXE o 20%.
- Délka násadky: 30 mm (bez závitu)
- Tvar letek: standardní (490
mm²)
- Barva: průhledná fialová
- Uvedení na trh: AXE120APRIL
- Výrobce: Condor Darts
Prodejní balení obsahuje 3 kusy letek na šipky Condor AXE 120 průhledné fialové, standardní letky a dlouhé násadky 30mm.
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