Skip to product information
1 of 10


A Natural History of Birds Set 2 [56 Images]

A Natural History of Birds Set 2 [56 Images]

Regular price $1.50 USD
Regular price Sale price $1.50 USD
Sale Sold out
Tax included.


A Natural History of Birds was written by Eleazar Albin, a naturalist and artist who lived in England in the 18th century. The book was first published in 1731 and was one of the earliest comprehensive studies of birds. It is divided into two volumes and contains over 200 beautifully illustrated plates of birds, many of which were drawn from life by Albin himself. 

Albin's book was significant because it was one of the first to focus on the natural history of birds rather than just their classification. It was also one of the first to use illustrations as a way of identifying and studying birds, and Albin's drawings were highly influential in the development of ornithology.

Despite its age, A Natural History of Birds is still highly regarded by ornithologists and bird enthusiasts today. It provides a fascinating glimpse into the world of birds as it was understood in the 18th century, and its illustrations remain highly valued for their accuracy and beauty.

Image Specifications

All images in this download are 2600px by 3500px @300ppi in .jpg

How to Download

You can download the files directly through the order confirmation page. You will also receive a confirmation email containing a link to your download.

If the email does not appear in your inbox, be sure to also check your promotions, spam, or other folders.

Build your digital collection of printable art!

  • Wall Art Prints
  • Home Decor
  • Clothing & Apparel
  • Ephemera
  • Paper Crafts
  • Junk Journaling
  • Scrapbooking
  • Education

The possibilities are endless!


All shop items are available for personal or commercial use on physical products. These files have been extensively restored, reworked, and modified; thus, they are not permitted to be resold in any digital format regardless of file type, additional modifications, or permutations. 

View full details