rental and maintenance of new refrigerated vehicles without driver on behalf of the Cochin and Broca hospitals, establishments of the GHU APHP Centre University of Paris. The holder must make available to the central production unit of the sites concerned, 7 days a week throughout the duration of the contract the following vehicles: 2 to 4 refrigerated trucks of 3.5 tons maximum authorized with hatchback, 1 refrigerated utility van

the holder must make available to the central production unit of the sites concerned, 7 days a week throughout the duration of the contract the following vehicles: 2 to 4 refrigerated trucks of 3.5 tons maximum authorized with hatchback, 1 refrigerated van. The GHU commits to a minimum amount represented by the rental of two (2) refrigerated trucks with tailgate and refrigerated van, valued at the level of the holder's offer, over the minimum term of the contract (1 year) .The holder undertakes to a maximum amount represented by the minimum increased by two (2) refrigerated trucks of 3.5 tons with tailgate, any additional services if necessary, valued at the level of the holder's offer, over the maximum period of four (4) years, increased by 28% (to take into account additional costs, including repairs not covered by insurance) this consultation is launched with TWO variants for the refrigerated commercial vehicle without tailgate. maintenance of refrigerated thermal commercial vehicles (from 2 (min.) to 4 (max.) refrigerated utility trucks with tailgate <3,5 Tons and one (1) refrigerated van without tailgate) .Variant 1 concerns the supply of refrigerated thermal commercial vehicles (from 2 (min.) to 4 (max.) refrigerated utility trucks with tailgate <3.5 Tons and one (1) hybrid refrigerated van without tailgate) .Variant 2 concerns the supply for maintenance hire of refrigerated thermal commercial vehicles (from 2 (min.) to 4 (max.) refrigerated utility trucks with tailgate <3.5 Tons and one (1) electric refrigerated van without tailgate) .Applicants will have to meet the basic offer and one OR two variants depending on their capacity. Thus, candidates could propose 2 to 3 offers maximum