Center for Excellence in Teaching and Learning
![](data:image/png;base64,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)
CETL Workshop
Providing an opportunity for faculty, graduate students, and professional staff to gather with colleagues to listen, discuss, comment, interact and reflect on a variety of topics to enhance teaching and learning.
The Center for Excellence in Teaching and Learning offers the following workshop:
Collaborative Presenting with Prezi
Jamie Kleinman, Psychological Science
During this hands-on workshop, Jamie Kleinman, a member of the International Prezi Educators’ Society will guide participants through a number of sample Prezis and lead a discussion about the pros and cons of different features. Participants will create two Prezis during the session using templates and images that will be provided. They will receive technical assistance from Jamie and at the conclusion of the workshop, participants will come together and discuss ways they might consider integrating Prezi into their courses, for example by using it during their lectures or by having their students use Prezi to create work products.
Tuesday, September 20th
2:00 – 4:00 pm
HBL Collaborative Classroom
Registration is required.
To register and view more workshops, please visit http://cetl.uconn.edu/seminars/.
For more information, contact: Stacey Valliere at stacey.valliere@uconn.edu