High confidence
Exact registry match — this is a specific TTB COLA record. We found a strong match for this wine.
What to Expect
Pine Lake Cellars offers a dessert wine blend featuring Petit Verdot, Cabernet Franc, and Cabernet Sauvignon grapes from Washington. This unique trio combines rich flavors with aromatic complexity, perfect for sipping on its own or pairing with desserts. Whether you prefer the elegance of a fine dessert wine or enjoy cooking with bold reds, this versatile blend is sure to impress.
Original editorial summary © 2026 Encyclopedia of Wine. All rights reserved; may not be reproduced without permission. Registry facts are public TTB data; brand names and label artwork remain the property of their respective producers.
| TTB ID | 21230001001010 |
|---|---|
| Brand name | PINE LAKE CELLARS |
| Class / type | — |
| Origin / appellation | — |
| Grape varietals | Petit Verdot, Cabernet Franc, Cabernet Sauvignon |
| Approval date | Aug 19, 2021 |
| Status | APPROVED |
| Serial number | 21TNDR |
| Permit number | BWN-WA-21515 |
| Producer name & address | Pine Lake Cellars LLC 15902 WOODINVILLE REDMOND RD NE STE D Woodinville WA 98072 PINE LAKE CELLARS (Used on label) |
| TTB record | View on TTB COLA Online → |
Official Source
TTB remains the source of record. Wine Grabber links each record back to the public COLA detail when available.
View official TTB record → Related Registry Pages
What would you like to do next?
Wine Grabber is a free public registry. Pick the path that fits you — your choice helps us learn what people come here for.
For wine drinkers
Understand & remember this wine
Scan, understand, save, and learn about this wine.
For wine businesses
Manage & monetize this wine data
Turn labels into clean product records, menus, shelf cards, ecommerce copy, and inventory-ready wine data.
Data sourced from the public TTB COLA Online registry. Wine Grabber is not affiliated with or endorsed by TTB.
Label images are being added for a growing share of records as we harvest them from TTB. Coverage is partial and growing. Coverage & Limitations →