I am cleaning out my storage locker and preparing to move aboard my sailboat. I have a ton of other fish-related items (FW + SW) that I will be selling soon, but first, the stuff taking up the most amount of room has to go!
I have 2 NEVER USED rimless aquariums,
1x 60 gallon, dimensions 47"x16"X20" (120x40x50 cm), $200 obo
1x 30 gallon, dimensions 31"x14"x18" (80x35x45 cm), $100 obo.
Both are even still sealed in their original boxes. Would make great Christmas presents!
![](http://www.canreef.com/vbulletin/data:image/jpeg;base64,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)