
Image © The Pokémon Company, shown for identification.
Farfetch’d
Hidden Fates · #45/68
Farfetch’d (45/68) from Hidden Fates is tracked by Riffle; a market-price estimate appears as pricing data is collected.
tracked daily by Riffle · estimates, not financial advice · how these numbers work
The modeled fair value of this card, with a confidence grade: what it should trade at, not just what it lists at. Part of Riffle premium, alongside price history and the full graded ladder.
About Farfetch’d
Farfetch’d is a Uncommon (45/68) from the Pokémon Hidden Fates set, released August 23, 2019. A market-price estimate appears as pricing data is collected. The artwork is by Eri Yamaki. Riffle tracks its market price daily; graded (PSA) comps and full price history are available with Riffle.
Other versions of Farfetch’d
Farfetch’d appears on 4 different cards across the sets Riffle tracks, at very different values. This page covers #45/68 from Hidden Fates; the collector number printed at the bottom of the card tells them apart.
FAQ
How much is Farfetch’d (45/68) worth?
Farfetch’d (45/68) from Hidden Fates is tracked by Riffle; a market-price estimate appears as pricing data is collected. Note: 3 other cards named Farfetch’d exist across the sets Riffle tracks, at very different values; check the collector number.
Which Farfetch’d card is this, and how do I tell the versions apart?
This page covers Farfetch’d (45/68), the Uncommon from Hidden Fates.
The other versions: #19/123 from HeartGold SoulSilver (Rare); #127/181 from Team Up (Uncommon); #107/149 from Boundaries Crossed (Uncommon).
The collector number printed at the bottom of the card is the reliable way to tell them apart.
More from Hidden Fates
Grading
A grading read appears once Farfetch’d has a PSA population census. Riffle captures the census monthly; this card doesn’t have enough graded copies on record yet.
There isn’t enough clean market activity to publish a value band for Farfetch’d yet. Riffle keeps sampling; the band, and the basis behind it, appear once there is a stable read. How these numbers work →


