The Perfect Order set is one of the newest releases in the Mega Evolution series and immediately stands out thanks to its strong line-up of Special Illustration Rares. With a mix of popular Pokémon and trainer cards, this set has quickly drawn attention in the TCG market.
In this blog we list the Top 7 chase cards from Perfect Order, based on current market values. All pricing information in this overview comes from Collectr and is based on data from August 4, 2026.
#7 Jacinthe 122/088

- Date: August 4, 2026
- Raw value: €21.14 ($24.39)
- PSA 10 value: €111.17 ($128.25)
Source: GetCollectr
#6 Mega Starmie ex 118/088

- Date: August 4, 2026
- Raw value: €38.59 ($44.52)
- PSA 10 value: €166.06 ($191.58)
Source: GetCollectr
#5 Rosa’s Encouragement 123/088

- Date: August 4, 2026
- Raw value: €46.35 ($53.47)
- PSA 10 value: €219.77 ($253.54)
Source: GetCollectr
#4 Mega Clefable ex 119/088

- Date: August 4, 2026
- Raw value: €50.55 ($58.32)
- PSA 10 value: €156.62 ($180.68)
Source: GetCollectr
#3 Mega Zygarde ex 120/088

- Date: August 4, 2026
- Raw value: €53.79 ($62.05)
- PSA 10 value: €198.76 ($229.30)
Source: GetCollectr
#2 Meowth ex 121/088

- Date: August 4, 2026
- Raw value: €114.06 ($131.59)
- PSA 10 value: €351.79 ($405.84)
Source: GetCollectr
#1 Mega Zygarde ex 124/088

- Date: August 4, 2026
- Raw value: €114.67 ($132.29)
- PSA 10 value: €537.07 ($619.59)
Source: GetCollectr
Information about the Perfect Order set
Perfect Order was released on March 27, 2026 and is the third regular set in the Mega Evolution series. The set revolves entirely around Mega Evolutions and introduces several new ex cards with modern mechanics.
What makes this set special:
- Strong focus on Mega Evolution Pokémon such as Zygarde, Starmie and Clefable
- Introduction of Mega Hyper Rare cards with a gold finish
- Many Special Illustration Rares, including trainer cards
Perfect Order combines classic Mega Evolutions with modern artwork and mechanics, making it an interesting set for both players and collectors. The higher rarities in particular show that this set has the potential to hold its value in the long term.