Ultra Rare

Skyla

Shining Fates · #72/72

Skyla (72/72), the Ultra Rare from Shining Fates, has an estimated ungraded market price of about $10–$14.

As of July 20, 2026 · tracked daily by Riffle · estimates, not financial advice · how these numbers work

Skyla, Pokémon card

Image © The Pokémon Company, shown for identification.

Market price · ungraded · est.
$10–$14
as of July 20, 2026 · est.
Riffle Fair Price · model

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 Skyla

Skyla is a Ultra Rare (72/72) from the Pokémon Shining Fates set, released February 19, 2021. Ungraded copies currently trade at an estimated market price of $10–$14. The artwork is by kirisAki. Riffle tracks its market price daily; graded (PSA) comps and full price history are available with Riffle.

Details

Set
Shining Fates
Number
72/72
Rarity
Ultra Rare
Character
Skyla
Illustrator
kirisAki
Released
February 19, 2021

Other versions of Skyla

Skyla appears on 6 different cards across the sets Riffle tracks, at very different values. This page covers #72/72 from Shining Fates; the collector number printed at the bottom of the card tells them apart.

Every Skyla card, value-ranked →

FAQ

How much is Skyla (72/72) worth?

Skyla (72/72), the Ultra Rare from Shining Fates, has an estimated ungraded market price of about $10–$14. Note: 5 other cards named Skyla exist across the sets Riffle tracks, at very different values; check the collector number.

Which Skyla card is this, and how do I tell the versions apart?

This page covers Skyla (72/72), the Ultra Rare (about $10–$14) from Shining Fates.

The other versions: #149/149 from Boundaries Crossed (Ultra Rare, about $185–$240); #122/122 from BREAKpoint (Ultra Rare, about $49–$65); #148/162 from BREAKthrough (Uncommon, about under $1); #166/192 from Rebel Clash (Uncommon, about under $1); #134/149 from Boundaries Crossed (Uncommon, about under $1).

The collector number printed at the bottom of the card is the reliable way to tell them apart.

Should I grade Skyla (72/72)?

Ahead after fees: with a 52% PSA 10 gem rate and current graded prices, grading a near-mint Skyla (72/72) is estimated to net about $11 more than selling it raw (est.).

Assumes ~$25/card bulk-rate grading (standard service costs more); ignores turnaround time, sub-9 grades, and shipping. A screen, not a promise.

Is Skyla (72/72) rare?

Skyla (72/72) is a Ultra Rare. PSA has graded 8,940 copies to date, so graded supply is measurable and growing.

How rare is a PSA 10 Skyla (72/72)?

Of the 8,940 copies PSA has graded, 52% earned a PSA 10. That's a fairly typical gem rate for a modern card. Grade-by-grade population and pop-over-time appear with Riffle premium.

Should I grade Skyla?

Ahead after fees: grading nets ≈ +$11 vs selling raw (est.)

Expected grading return from this card’s 52% PSA 10 gem rate and current graded market prices, minus a ~$25/card bulk-rate grading fee, compared against selling ungraded at market price. Standard grading service costs more; centering risk, sub-9 grades, turnaround time, and shipping aren’t included. The exact PSA 9/10 prices behind this are part of Riffle premium. Not financial advice.

See all cards ranked by grading return →

PSA population & gem rate

PSA population
8,940 graded
Gem rate
52% graded PSA 10
Census as of
July 20, 2026

From the PSA population census, captured monthly by Riffle. Grade-by-grade population and pop-over-time appear with Riffle premium.

Why this estimate
  • $10–$14 is the middle 80% of clean market activity, not the cheapest listing and not the most hopeful one.
  • The band spans about ±17% around its midpoint: a moderate spread.
  • 67 clean listings back today’s basis, with storefront and lot noise excluded.
  • Sampled daily since July 20, 2026, current as of July 20, 2026.

When the data thins, the band widens and says so, it never fakes precision. Exact source prices are part of Riffle premium; the band is Riffle’s own figure to publish. How these numbers work →