# 2022 Upper Deck Allure 16 Bit card prices (Hockey)

- Page: https://www.cardcenteringtool.com/sets/hockey/2022-upper-deck-allure-16-bit
- Cards tracked: 13; with prices: 13
- Whole set, raw: $4,966
- Whole set, PSA 10: $1,320
- Most valuable card: Wayne Gretzky #B-1 ($3,000)
- Last price capture: 2026-09-04

## Cards, most valuable first

| # | Card | Raw | PSA 9 | PSA 10 | Page |
| --- | --- | --- | --- | --- | --- |
| — | Wayne Gretzky #B-1 | $3,000 | $850 | — | https://www.cardcenteringtool.com/prices/pricecharting-5968133 |
| — | Matt Boldy #B-8 | $178 | — | $500 | https://www.cardcenteringtool.com/prices/pricecharting-5968140 |
| — | Alex Ovechkin #B-12 | $433 | — | — | https://www.cardcenteringtool.com/prices/pricecharting-5968144 |
| — | Shane Wright #B-20 | $89.51 | — | $350 | https://www.cardcenteringtool.com/prices/pricecharting-5968152 |
| — | Moritz Seider #B-9 | $177 | — | $314 | https://www.cardcenteringtool.com/prices/pricecharting-5968141 |
| — | Auston Matthews #B-14 | $194 | $213 | — | https://www.cardcenteringtool.com/prices/pricecharting-5968146 |
| — | Patrick Kane #B-19 | $192 | $171 | — | https://www.cardcenteringtool.com/prices/pricecharting-5968151 |
| — | Nathan MacKinnon #B-17 | $230 | $164 | — | https://www.cardcenteringtool.com/prices/pricecharting-5968149 |
| — | Matty Beniers #B-5 | $95.00 | $146 | — | https://www.cardcenteringtool.com/prices/pricecharting-5968137 |
| — | Trevor Zegras #B-16 | $110 | — | $156 | https://www.cardcenteringtool.com/prices/pricecharting-5968148 |
| — | Owen Power #B-15 | $128 | — | — | https://www.cardcenteringtool.com/prices/pricecharting-5968147 |
| — | Steven Stamkos #B-7 | $87.59 | $113 | — | https://www.cardcenteringtool.com/prices/pricecharting-5968139 |
| — | Jonathan Huberdeau #B-3 | $51.00 | — | — | https://www.cardcenteringtool.com/prices/pricecharting-5968135 |

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Prices are USD market values from real sold listings, refreshed daily. Measure your own copy's centering and get a grade estimate with Midpoint (https://www.cardcenteringtool.com) before paying a grading fee.