top of page

Call For Art Entries

What Is Love?
(Series No.1)

International Juried Art Exhibition

This Call for Art Entries is the first of a multi-part Juried International Art Exhibition Series: What Is Love? We now launch addressing LOVE according to you, the artist of our modern day culture. What Is Love? This exhibition provides a platform to discuss and circulate the idea of love.  Express your message through your artwork, the imagery, titles, the statements.

Selected work(s) will:

  • be exhibited in the virtual 3-D virtual gallery

  • appear on the Art Impact Exhibitions T.V. channel on ROKU and Amazon Fire TV

  • appear in the print-on-demand exhibition catalog

  • appear in the group video on social media

  • appear in the 3-D gallery artist talk and tour event via Zoom.

Entry Fee: $37 to submit three (3) art works.


Exhibition Run:  February 14 - April 23, 2023

Submission Deadline:  Monday, January 23, 2023

Selections Notification:  Tuesday, January 31, 2023


  1. Artists ages 18 years and older, from any country in the world may apply.

  2. All media, including but not limited to painting, photography, poetry reading, spoken word video, are accepted.  Video files must be less than 128 MB.  Allowed file types: .mov, or .mp4, (.mp3 for audio readings.)  2D entries must be submitted in the correct high resolution format (jpg, jpeg, png.) minimum 1MB - maximum 8MB in size.

  3. One entry form submitted per artist (upload up to three artworks.)

  4. Artwork must be kid friendly.  No explicit sexual imagery will be selected.

  5. The artwork submitted by the artists may be used for further marketing, publications or exhibitions.  By submitting artworks, the artists agree to grant the Organizers limited Use Rights.  Read Use Rights Agreement Here.

  6. All submitted artworks may not be selected, as this is a juried exhibition.  Entry fees are non-refundable.  

​Art Sales Commissions:  30% to benefit Art Impact International


Deadline:  January 23, 2023


Contact Carolyn Goodridge:

bottom of page