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[council] Re: [gnso-travel-dt] Travel fund distribution for Mexico
- To: Olga Cavalli <olgac@xxxxxxxxxxxxxxx>, <gnso-travel-dt@xxxxxxxxx>, Council GNSO <council@xxxxxxxxxxxxxx>, Glen de Saint Géry <Glen@xxxxxxxxx>
- Subject: [council] Re: [gnso-travel-dt] Travel fund distribution for Mexico
- From: Stéphane Van Gelder <stephane.vangelder@xxxxxxxxx>
- Date: Fri, 16 Jan 2009 18:29:15 +0100
- Cc: Olga Cavalli <olgacavalli@xxxxxxxxx>
- In-reply-to: <bccbb21a0901160746u60de797bye275fdd411f0011e@mail.gmail.com>
- List-id: council@xxxxxxxxxxxxxx
- Sender: owner-council@xxxxxxxxxxxxxx
- Thread-index: Acl3//P0YCtDjdAjEUSn8FGL8xhNfg==
- Thread-topic: [gnso-travel-dt] Travel fund distribution for Mexico
- User-agent: Microsoft-Entourage/12.14.0.081024
Thanks Olga.
I approve of this approach.
Stéphane Van gelder
Le 16/01/09 16:46, « Olga Cavalli » <olgac@xxxxxxxxxxxxxxx> a écrit :
> Hi,
> As it was asked during our last conference call and after some exchange of
> ideas among the Travel Policy drafting team we agreed on the following appoach
> in relation with the travel fund distribution among constituencies for Mexico.
> The following table sumarizes the proposed distribution of funds for Mexico
> (Mexico meeting proposal) , taking in consideration what was used for Cairo.
> It also consideres the total amount of founded travellers per year (30),
> dividing it into the six constituencies (5 founded travellers per year) and
> and it gives an idea of the remaining founded travellers for Sidney.
> (I am attaching the table as a word document in case it does not show up well
> in your emails).
> If you agree with this distribution, the next steps is for constituencies to
> inform the Council the names of the proposed councilors to be founded, no
> later than January 20th, 2009.
> Best regards and have a nice weekend.
> Olga
>
>
>
>
> Constituencies Cairo meetingfounded travellers
> Mexico meeting Proposal Total per constituencyincluding Mexico
> Total Available Per Year Remaining for Sydney
> 2008 2009
> NCUC 2 2 4 5 1
> ISPC 1 2 3 5 2
> RyC 1 2 3 5 2
> BC 3 1 4 5 1
> RrC 1 2 3 5 2
> IPC 1 2 3 5 2
> Total 9 11 20 30 10
>
>
>
>
>
>
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