Magma Basin 144/172 pull rates
Brilliant Stars · Uncommon · Reverse holo
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Estimated raw price
$0.25 USD
Unlimited · Reverse holo
Price updated 2 Nov 2026 (UTC)
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Rough model estimate; pulls aren’t guaranteed.
Rough estimate · Limited evidence
Little information is known about this card’s pull rate. This is an educated guess, not a measured rate. Actual rates may vary greatly from what is shown.
This uncertainty also applies to the box, case and pack calculator.
Chance of pulling at least one
Booster pack
≈0.81%Roughly 1 in 120 packs
Booster box
≈25%36 packs
Booster case
≈83%216 packs
How many packs are you opening?
Rough estimated chance in 10 packs: ≈7.8%
Magma Basin pull-rate questions
What are the odds of pulling Magma Basin 144/172 from Brilliant Stars?
About ≈0.81% per pack, or 1 in 120 packs, for this Brilliant Stars reverse holo card. The same estimate applies across the supported editions.
How many packs does it take to pull Magma Basin 144/172?
The model averages about 120 packs to the first copy. About 86 packs gives a 50% chance; 290 gives a 90% chance. You could pull it sooner or open more packs without finding it.
Is Magma Basin 144/172 guaranteed in a booster box or case?
No card is guaranteed. The box and case figures model the chance of at least one copy.
Are these official pull rates?
No. This is a low-confidence estimate using modelling assumptions, not a measured rate for this card.
These are modelled chances, not measured box or case odds. They assume random, unweighed packs and independent pack outcomes; factory collation can change the results. “1 in” is an average, not a guarantee.
About these estimates
Market estimate for an ungraded card; condition and seller prices vary.
Standard numbered cards only. Error variants, stamp variations and bonus promo inserts do not have separate estimates.
Assumes 1 effective ordinary reverse-holo slots per pack, shared equally across 124 eligible reverse printings. This simplifies special-card replacements and unequal print sheets; the slot allowance is a modelling assumption. Card odds assume an equal chance within each rarity, and box and case estimates assume independent packs. Actual pulls can vary.
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