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Ghost Trees

$80.00 USD

Shipping costs will be calculated at checkout.

Ghost Trees is an image shot at Rialto Beach on the stunning Washington coast near La Push. The summer fog was just starting to burn off and these old, wind blown trees were just starting to shimmer.

These are printed directly by Stephen Deligan on archival paper. They are signed, numbered, and then carefully rolled with paper into a mailing tube. The smaller sizes are not framed but the largest options can be framed. Contact me for more information.

This is a signed, limited edition fine art print on Canson Photographique Rag 310 gsm fine art matte archival paper. Prints are available up to 17" x 22" with a white border around all edges for better framing and display.

Larger framed prints are also available on a very limited basis, usually of an edition of only 5-10 depending on the image. These are printed and custom framed by Brian Goodman, a local professional with decades of printing and framing experience. He prints for some of the most well-known photographers in the area. Contact me for pricing and availability. These prices start at $1,300 for prints in the 33" wide image size. There is usually a two-month or longer wait for these framed images.

The artist digital watermark will not be on the print unless requested. It is normally only on images seen on the internet.

All limited editions are printed by Stephen or Brian, and signed and numbered by Stephen.

Shipping charges are only for rolled prints. Framed prints or prints larger than 22" x 17" will have additional shipping charges.

If interested in general, unlimited & unsigned prints, framed prints, prints on metal or canvas, or other options for home decor, please visit my "Prints on Demand" link under the "Prints" menu the main menu above. Please note that the commercially printed works are not considered "originals", and are not signed or in limited editions. Also note that these commercially printed products are often cropped versions of the originals and may not display the entire image.

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