LEGO Hemlock Stronghold (6046)

LEGO Hemlock Stronghold, set number 6046, is a Castle set of 220 pieces with 5 minifigures. Its recommended retail price was $24.00.
Specifications
- Set number
- 6046-1
- Theme
- Castle
- Subtheme
- Dark Forest
- Pieces
- 220
- Minifigures
- 5
- Exclusive minifigures
- 3
- MSRP (USD)
- $24.00
- BrickLink new from
- $495.00
- BrickLink new from vs MSRP
- +1962.50%
- BrickLink new 6-month average
- $554.00
- New sold on BrickLink in 6 months
- 2
- BrickLink used 6-month average
- $206.50
- Used sold on BrickLink in 6 months
- 3
Price tracking
StudFinder tracks Hemlock Stronghold across Amazon and BrickLink and alerts you when the price falls past the discount you choose. The cheapest new BrickLink listing is $495.00. Full price history, retirement status and current deals are shown above.
How these prices are measured
BrickLink figures are quoted for United States sellers in US dollars: "new from" is the lowest price a seller is currently asking, while the six-month averages are quantity-weighted means of the sales that actually completed on BrickLink over the last six months, drawn from 2 new and 3 used sales of this set. Each "vs MSRP" figure compares that price with this set's $24.00 recommended retail price.
Price sources
StudFinder does not sell LEGO. Every price above was observed at one of these marketplaces — follow a link to see what it costs there now.
- LEGO Hemlock Stronghold on BrickLink (new from $495.00)
- LEGO Hemlock Stronghold on LEGO.com (RRP $24.00)
Common questions
How much does LEGO Hemlock Stronghold (6046) cost?
LEGO Hemlock Stronghold launched at a recommended retail price of $24.00. The cheapest new listing on BrickLink is $495.00. That is 1962.50% above its $24.00 MSRP.
Is LEGO 6046 retired?
No retirement date is recorded for LEGO Hemlock Stronghold. StudFinder shows the retirement date on this page as soon as LEGO announces one.
How many pieces does LEGO Hemlock Stronghold have?
LEGO Hemlock Stronghold (6046) contains 220 pieces. It also includes 5 minifigures, 3 of which appear in no other set.