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 červená
- Uvedení na trh: AXE120APRIL
- Výrobce: Condor Darts
Prodejní balení obsahuje 3 kusy letek na šipky Condor AXE 120 průhledné červené, standardní letky a dlouhé násadky 30mm.
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