Victorian House Poster
This is a flat-printed reproduction of the 12 original linocuts, “Eureka Victorians” by Lynn M. Jones. The sold-out original edition of 12 linocuts was completed in 2022.
Featuring some of the gorgeous Victorian homes we are lucky to have here in Humboldt County, specifically Eureka - including the famed Carson Mansion, The Pink Lady, and The Monroe House - all of which can be seen on our TV show “The Craftsman”. The super-fans may even recognize some of the other houses on this gorgeous print, as they can be seen in the intro of “The Craftsman”
Dimensions: 13”x19” Packaged in flat cellophane sleeves
Printed in Eureka, CA on 80lb Cover to withstand being hung by any method
This is a flat-printed reproduction of the 12 original linocuts, “Eureka Victorians” by Lynn M. Jones. The sold-out original edition of 12 linocuts was completed in 2022.
Featuring some of the gorgeous Victorian homes we are lucky to have here in Humboldt County, specifically Eureka - including the famed Carson Mansion, The Pink Lady, and The Monroe House - all of which can be seen on our TV show “The Craftsman”. The super-fans may even recognize some of the other houses on this gorgeous print, as they can be seen in the intro of “The Craftsman”
Dimensions: 13”x19” Packaged in flat cellophane sleeves
Printed in Eureka, CA on 80lb Cover to withstand being hung by any method
This is a flat-printed reproduction of the 12 original linocuts, “Eureka Victorians” by Lynn M. Jones. The sold-out original edition of 12 linocuts was completed in 2022.
Featuring some of the gorgeous Victorian homes we are lucky to have here in Humboldt County, specifically Eureka - including the famed Carson Mansion, The Pink Lady, and The Monroe House - all of which can be seen on our TV show “The Craftsman”. The super-fans may even recognize some of the other houses on this gorgeous print, as they can be seen in the intro of “The Craftsman”
Dimensions: 13”x19” Packaged in flat cellophane sleeves
Printed in Eureka, CA on 80lb Cover to withstand being hung by any method