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2) NEW SIGNED LICENSE Will Be NEEDED:
Si2 OpenAccess Extension Downloads, like oaScript and oaxPop, currently require the signed OpenAccess ESG License v 2.0 January 31, 2013. This license is being replaced SOON by the OpenAccess ESG License V2.0.1 (March 15, 2017). Your company should download, sign, and submit OpenAccess ESG License V2.0.1 (March 15, 2017). See See License Information Here!

  Features
features 1
CMC Allocation

CMC Allocations for Model Development

Allocation of funds would be influenced by model designations as follows:

  1. Si2 CMC operating expenses would be paid.
  2. Each consultant would receive support at a minimum level determined during the annual budget process. Example: 2010 minimum funding level would be $40,000 per consultant. (A consultant supporting multiple CMC models would receive the same minimum support as one supporting a single model, reflecting the cost of setting up a support structure.)
  3. Other items specifically included in the budget would be paid. Additionally if revenue is particularly strong the CMC could decide to place some in a trust fund as a buffer against future hard times or to fund an unanticipated need or opportunity.
  4. Each consultant supporting a model designated by at least one CMC member would receive additional support in proportion to the number of companies designating those models.

, where Pi is the payment for the ith model, ni is the number of companies designating the ith model, g is the number of global members making no designations and M is the total money available for additional model payments. The sum is over all CMC models. If a global member chooses to designate some models that member is not counted in g for this calculation.

 

Example 2010 calculation :

Member

Dues

Designations

Member Type

 

1

13600

A

Regular

 

2

17600

B, C

Regular

 

3

21600

B, C, D

Regular

 

4

29000

None

Global

 

5

29000

B,C, E

Global

 

 

nA=1, nB=3, nC=3, nD=1, nE=1, g=1

 

pa=[(1+1)/{(1+1) + (3+1) + (3+1) + (1+1) + (1+1)}]*M =(2/14)*M

pB=[(3+1)/{(1+1) + (3+1) + (3+1) + (1+1) + (1+1)}]*M =(4/14)*M

etc.


 


 
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