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)
The digital images of the 1940 census are set to be released on April 2, 2012. Have you decided who you'll be looking for? Do you already know where they were living? The census is indexed to the enumeration district level, so if you have a location, you can find the enumeration district using tools available on the 1940 Census page at the
National Archives website.
There is also a 3:13 minute video at the 1940 Census website which gives a great introduction to the project, as well as some tips. The web address is:
http://www.1940census.archives.gov/. This is also a National Archives page, but has a special url to access census info directly.
Oh! What will we find? Prepare now to have the greatest success possible.
And don't forget to sign up as a volunteer indexer. The more, the merrier! https://the1940census.com/
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