★ 30TH CELEBRATION SET ★ • VIRAL MARKET AUDIT

Pokémon 30th Anniversary Chase Card Value & Pull Probability Calculator

Inspired by @DailyLoud's viral report on Pokémon's 30th celebration set. Model booster pack expected value (EV), simulate live pulls with realistic statistical rarity, and audit Raw vs. PSA 10 market yields.

Expected Value Per Pack
$42.50
Statistical EV factoring foil holos & secret rares
Total Set Chase Value (PSA 10)
$6,470.00
Complete 5-card chase set in Gem Mint condition
Total Set Chase Value (Raw)
$1,405.00
Ungraded near-mint market benchmark
Expected Chase Hits (36 Packs)
1
Average high-tier chase card per standard booster box

Booster Pack Simulator

0 Opened
Pokémon 30 ⚡ 5 CARDS / PACK
CLICK TO TEAR
Recent Pulls Log 0 Chase Hits
Click "Open 1 Pack" or the Booster Pack above to test your luck!
Simulation Valuation: $0.00

Top 30th Anniversary Chase Cards

PSA 10 vs. Raw

The headline cards highlighted in @DailyLoud's showcase with verified population odds and valuation premiums.

Card / Specimen Rarity Pull Odds Raw Est. PSA 10 Action

Set Portfolio Tracker & Collection Audit

Total: $0.00
Specimen Condition Qty Unit Market Value Subtotal Actions
Audited Portfolio Worth: $0.00
Source Grounding & Market Context: Inspired by @DailyLoud's post covering top chase cards from Pokémon's 30th celebration set. Valuation models incorporate current TCG secondary market averages for raw copies and PSA population reports for Gem Mint grade 10 specimens. Standard 36-pack booster box EV modeling applies cumulative pull odds of secret rares and guaranteed holo slots.

Stored card prices and independent pull assumptions

Read the explanation

The saved chase-card page stores three hundred eighty raw price and eighteen hundred fifty graded price for its first card. For two copies, portfolio arithmetic gives seven hundred sixty or thirty-seven hundred depending on condition. Bars compare at point fifteen pixels per dollar. These are stored illustrative values, not live market quotes, verified grading outcomes or an appraisal. The page does not sell cards or establish a real card exists under its fixture label. Stored first-card pull probability is point zero zero one two per simulated pack and second-card point zero zero three five. Multiplying by thirty-six hypothetical independent packs gives expected counts point zero four three two and point one two six. Bars compare expectation at four thousand pixels per expected card. An expected fractional count is not a guaranteed pull or measured rarity. This explains source probability inputs without claiming the random simulator matches physical collation or that spending can recover a card value. If independent identical pack opportunities are assumed, at least one first-card success has probability one minus point nine nine eight eight to the thirty-sixth, about four point two three percent. Upper bar uses fifty pixels per percentage point; lower one hundred percent reference uses five pixels per point, explicitly different scales. This derived teaching example is not a guarantee or a physical-pack measurement. Native preloaded fixture manifest JSON export and simulation reset preserve source; random draw sequences, purchase outcomes and all collection controls remain unverified.

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