Allocation of 21 external stations for ocsin (lse 2020-01) Tender, Switzerland - 39850277

Procurement Summary

Country : Switzerland

Summary : Allocation of 21 external stations for ocsin (lse 2020-01)

Deadline : 02 Mar 2020

Other Information

Notice Type : Tender

TOT Ref.No.: 39850277

Document Ref. No. : 1116055

Competition : ICB

Financier : Self Financed

Purchaser Ownership : -

Tender Value : Refer Document

Purchaser's Detail

Purchaser : OFFICE CANTONAL DES SYSTÈMES D`INFORMATION ET DU NUMÉRIQUE (OCSIN)ÉTAT DE GENÈVE
Service demandeur/Entité adjudicatrice Office cantonal des Systèmes d`Information et du Numérique (OCSIN) État de Genève Service organisateur/Entité organisatrice Office cantonal des Systèmes d`Information et du Numérique (OCSIN) État de Genève, à l`attention de Pascal VERNIORY, Rue du Grand-Pré 64-66, 1202 Genève, Suisse, Téléphone 022 388 00 33,
Switzerland
Email :pascal.verniory@etat.ge.ch
URL :t.ge.ch

Tender Details

Allocation of 21 external stations for ocsin (lse 2020-01)
the list of the 21 profiles sought appears above. The compulsory skills appearing in the profile description are considered as imperative criteria, so that the absence of one of them may lead to the decision to exclude from the procedure the candidate proposes. It is excluded to propose people whose curriculum vitae would be distinguished from theadditional job description regarding these compulsory skills. In the event of overqualification of the profile, the maximum rate indicated for the position remains unchanged; moreover, overqualification is not considered a plus, and may even be considered as penalizing depending on the case. 2.7 place of supply of the service geneva 2.11 are variants allowedno 2.12 are partial offers accepted no remarks: for practical reasons, the search for the various detailed profiles in the appendix was the subject of a single publication, but each item represents a distinct market and will give rise to a specific adjudication decision, made in favor of a successful bidder which may be different foreach position to be filled. There is no limit to the number of positions that can be allocated to a single bidder. 3.

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