The Chamberlain Scholarship for the AFP International Conference

One scholarship of a registration fee to the AFP International Conference. The Chamberlain Scholarship is awarded in conjunction with the AFP Vancouver Scholarship to the International Conference and is only awarded to a current member of AFP who has never previously attended an AFP International Conference. The AFP Foundation for Philanthropy will directly pay the funds to AFP IHQ for registration.

Recipients will be required to pay $10.


Application deadline: 
Monday, October 15, 2018

The AFP Foundation for Philanthropy will offer 1 scholarship to cover the conference registration fee, minus a $10 processing fee, to the AFP International Fundraising Conference on Philanthropy to be held March 21-April 2, 2019 in San Antonio, TX. This scholarship is available to both members and non-members who have never attended an AFP International Conference.

To apply, please fill out the form below.

Deadline:  October 15, 2018


2016 Application for AFP International Conference and Chamberlain Scholarship

Contact / AFP Membership Information
Detailed Budget & Financial Information
Please fill in the following budget in detail, including conference registration, airfare, hotel, etc., and how these expenses will be paid. Note that Expense and Revenue totals should be the same and all figures should be in Canadian dollars.

* covered by Chamberlain scholarship

General Questions
Although not a requirement, the Scholarship Committee will also take into consideration up to two written references and recommendations made by your supervisor or other fundraising professionals. Please note, letters of recommendation from members of the AFP Vancouver Scholarship Committee will not be accepted.

The information provided in this application form will be only used for the administration of the AFP International Foundation for Philanthropy Chamberlain Scholarship Fund and AFP Vancouver Chapter Scholarship Fund. Every reasonable effort will be made to protect the confidentiality of this information.