Enter!! Carnegie Council International Student Photo Contest 2017



Application Deadline: 31st December 2017

Offered Annually? Yes

Eligible Countries: All

About the Award: This year’s topic is Climate Change: Send us your photos that show examples of climate change OR examples of combating or adapting to climate change.

The contest will be conducted on Carnegie Council’s Global Ethics Network, CC’s social media platform for exploring the role of ethics in international relations. Check out previous winners on this theme and see below for details on how to participate.

Topic: Climate Change: Send us your photos that show examples of climate change OR examples of combating or adapting to climate change.

Type: Contest

Eligibility: All students of every nationality are eligible.
Non-students will be disqualified.
The minimum age is 13.
Previous winners or honorable mentions are not eligible.
All photos must be your original work. Collage, cropping, and use of software such as Photoshop is permitted.
Number of Awards: 2

Value of Award:

1st prize:$200 Amazon Gift Certificate
2nd prize (two): $100 Amazon Gift Certificate
Winning photos may be posted on other Carnegie Council websites.
How to Apply:

Join the free Global Ethics Network (GEN) website: www.globalethicsnetwork.org.
Upload your photo in the photo section of the website.
Please explain each image in 250 words or less.
Include your full name, school affiliation, and nationality in the following format:
[Full Name]
[School Affiliation]
Nationality: [Country Name]

Tag the blog post with #photo2017 and publish it. Please allow 24 hours for approval.
Entries are limited to 3 photos per person.
Visit the Program Webpage for Details

Award Providers: Carnegie Council for Ethics in International Affairs

Important Notes: In order to ensure high quality reproduction, we will require larger versions of the winning photos. All participants must be able to submit a high-resolution version of their photographs upon request (at least 300 dpi at 3,000 pixels on the longest side).

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