An interactive 2026 Stars Wars Chrome Galaxy pack odds calculator built on Topps' official published odds. Enter how many packs you're opening — pick any refractor, parallel, autograph or insert — and get your live chance of at least one, the expected count, and how many packs it takes for a 50/90/95% shot.
Set how many packs you’re opening then pick the card you’re chasing from the dropdown. The big figure is your chance of pulling at least one of that parallel, autograph or insert across your packs; the table below prices every parallel at once. All rates are Topps’ official published odds.
How many packs are you opening?
packs
What are you chasing?
24 packs · Standard · Galaxy Autographs
3.6%
chance of at least one Galaxy Autographs across 24 packs
≈ 0.04 expectedbase 1 in 657≈ 456 packs for 50%
Packs to hit
Parallel
Per pack
≥1 in 24
Expected
Galaxy Autographs
1:657
3.6%
0.04
Galaxy Autographs Atomic Refractor Parallel
1:763
3.1%
0.03
Galaxy Autographs Wave Refractor Parallel
1:924
2.6%
0.03
Galaxy Autographs Mojo Refractor Parallel
1:1,017
2.3%
0.02
Galaxy Autographs Orange Refractor Parallel
1:1,076
2.2%
0.02
Galaxy Autographs Red Refractor Parallel
1:3,061
0.8%
0.01
Galaxy Autographs Superfractor Parallel
1:14,793
0.2%
0
Dual Autographs
1:18,114
0.1%
0
Dual Autographs Red Refractor Parallel
1:18,114
0.1%
0
Triple Autographs
1:30,605
0.1%
0
Quad Autographs
1:59,170
0.0%
0
Dual Autographs Superfractor Parallel
1:88,755
0.0%
0
Triple Autographs Superfractor Parallel
1:98,616
0.0%
0
Quad Autographs Superfractor Parallel
1:177,509
0.0%
0
These are Topps’ official published odds for 2026 Stars Wars Chrome Galaxy (Standard). A parallel’s rate is for any card in that parallel — a specific player is far rarer. The model treats each pack as an independent draw at the stated rate; real collation clusters hits.
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Topps prints the pull rate of every parallel as “1 in N packs.” The calculator turns that into the numbers people actually ask for:
Chance of ≥1 — the probability at least one of your packs has that card, 1 − (1 − 1/N)^packs.
Expected — the average number across your packs, packs / N.
Packs to a 50 / 90 / 95% shot — solving the same formula backwards, ln(1 − t) / ln(1 − 1/N).
Two honest caveats. A parallel’s odds are for any card in that parallel — a specific player is much rarer. And the model assumes each pack is an independent draw at the stated rate; real Topps collation can cluster or space out hits, so a live box can over- or under-shoot.
Disclaimer: Odds are Topps’ official published figures for 2026 Stars Wars Chrome Galaxy. The calculator models each pack as an independent draw at the stated per-pack rate; real openings vary. Not financial advice.
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