Pazemes laistīšanas turbīnas tipa sprausla ar regulējamu darbības leņķi robežās no 40° līdz 360°. Darbības laikā virs zemes paceļas 12,5cm augstumā. Sprauslas izmērs (4 varianti) nomaināms ar regulācijas atslēdziņu pagriežot laistītāja galvas disku. Darbības attālums (strūklas rādiuss) un ūdens patēriņš atkarībā no uzstādītās sprauslas izmēra un darba spiediena (skat. tabulu). Attālums starp divām sprauslām norādīts tabulā. Komplektā regulācijas atslēdziņa.
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