{"id":2057,"date":"2023-08-29T10:07:20","date_gmt":"2023-08-29T07:07:20","guid":{"rendered":"https:\/\/tehronmachines.ro\/pro\/?post_type=product&#038;p=2057"},"modified":"2024-09-15T14:29:29","modified_gmt":"2024-09-15T11:29:29","slug":"masina-de-repicat-egedal-model-b","status":"publish","type":"product","link":"https:\/\/tehronmachines.ro\/pro\/produs\/masina-de-repicat-egedal-model-b\/","title":{"rendered":"Ma\u0219in\u0103 de repicat Egedal model B"},"content":{"rendered":"<ul>\n<li>Masina de repicat \u2013 model B pentru 2 randuri este conceputa pentru repicare sau plantare la distante de 50 \u2013 120 cm intre randuri. Agregatul se poate livra dotat cu roti de plantare cu un numar specificat de greifere, ceea ce va influenta si distanta dintre plantule.<\/li>\n<li>Fiecare masina este deservita de catre doi muncitori astfel ca tractarea se poate face cu un tractor ce va permite o viteza de inaintare de cca. 400 m\/h<\/li>\n<li>Roata de plantare cu:\u00a0 24 greifere \u2013 distanta intre plantule 10 cm \/ 16 greifere \u2013 distanta intre plantule 15 cm \/ 8 greifere \u2013 distanta intre plantule 30 cm<\/li>\n<\/ul>\n<p><img decoding=\"async\" id=\"thepasted-1\" 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\" alt=\"Egedal \u2013 TERRINGTON MACHINERY LTD\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Imaginile au caracter orientativ!<\/p>\n<p>&nbsp;<\/p>\n<p>Preturile nu includ TVA!<\/p>\n<p>&nbsp;<\/p>\n","protected":false},"excerpt":{"rendered":"<ul>\n<li>Repicare sau plantare la distan\u021be de 50 &#8211; 120 cm<\/li>\n<li>Vitez\u0103 de \u00eenaintare de 400 m\/h<\/li>\n<li>Distan\u021b\u0103 \u00eentre plantule variabil\u0103 in func\u021bie de roata de plantare: 10 \/ 15 \/ 30 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