Foundation funds may NOT be transferred to student-funded (Entity 80) Student Organization accounts. If an Ohio University department wants to use a Foundation discretionary account to support a student organization, the following process should be followed:
- Use the Journal Entry Template (for JET application) with the Transfer-Funding/Investment Journal Category
- Use transfer code 620100 “Funding Transfer – Across Units” on both sides of the JE, since funds are being allocated from a University planning unit to a Student Organization.
- Debit the Foundation discretionary account that’s providing the funds. For example, 50-421xxx-xxxxxx-0000-00-620100 or 50-431xxx-xxxxxx-0000-00-620100.
- Credit the appropriate ORG segment for the Student Organization that is receiving the funds, but otherwise use the same account used for the Debit side of the journal entry. For example, 50-42xxxx-79xxxx-0000-00-620100 or 50-43xxxx-79xxxx-0000-00-620100.
Following is an example of a populated journal entry template
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)
This process provides visibility that allows student organizations to receive and use funding within their own ORGs, but also maintains visibility into how donor gift funds were spent directly from the original gift source that provided the funds.
Note: All Student Organization expenditures against Foundation gift accounts must be allowable under the Foundation expenditures policy and within the parameters of the gift account that provided the funding.
However, if you are correcting an expense, or charging a Foundation account for goods or services that were provided, a Journal Entry Template (for JET application) would be used.