• Aucun résultat trouvé

Office of the Secretary general of the European Schools

N/A
N/A
Protected

Academic year: 2022

Partager "Office of the Secretary general of the European Schools"

Copied!
1
0
0

Texte intégral

(1)

Questions/replies Procedure n° BSGEE-2020-020 SPORT

Office of the Secretary general of the European Schools

Date of publication: 18/01/2021

Question n°2

I think there is a problem in the file as it seems that the Technical description (column B) and the Designation of the equipment (column A) doesn’t match.

For example:

Line 38:

• Designation: Electric compressor "special balloon".

• Technical description: Ball in the shape of a javelin that can move at very high speed. The ball can reach distances of about 100 m and hits the target safely. No whistle - Dimensions:

Approx. 35 x 19 x 10 cm - Approx. 120 gr

May I ask you to check the file and let us know when updated.

Reply n°2

Please note that a new corrected version of the annex 4 is available on:

https://www.eursc.eu/en/Office/public-procurement.

To download this file: right-click and select “save link as…”

Please note also that the deadline to reply to the tender has been postponed to the 16/02/2020.

The opening of the offers has been postponed to the 22/02/2020.

The publication of the corrigendum to the tender notice on the electronic OJEU (TED-SIMAP), with the new dates, is in progress.

Références

Documents relatifs

• We have a problem while trying to download the Annex 4 Financial Offer

Mais comme vous le savez probablement, notre catalogue ne représente absolument pas le large éventail (quasiment illimité) que nous pouvons proposer comme produits à nos

The candidate proposing the highest number of items in its catalogue amongst the offers received will receive the higher score. The candidate proposing the highest number of

(a) and (b) are linear operators; by direct inspection, sums are mapped to sums, and scalar multiples are mapped to

Consider an infinite sequence of equal mass m indexed by n in Z (each mass representing an atom)... Conclude that E(t) ≤ Ce −γt E(0) for any solution y(x, t) of the damped

The main novelties of our approach are the modeling of a spatially inhomogeneous mean-field optimal control problem with periodic boundary conditions leading to anisotropic

It is worth mentioning that because of the practical nature of the problem, and due to the limited number of vehicles and to tight customer time windows, it may not be possible

1 Council of Europe, Economic Commission for Latin America and the Caribbean (ECLAC), Economic and Social Commission for Asia and the Pacific (ESCAP), Economic and Social