# 2019 Topps on Demand 3D card prices (Baseball)

- Page: https://www.cardcenteringtool.com/sets/baseball/2019-topps-on-demand-3d
- Cards tracked: 13; with prices: 13
- Whole set, raw: $46.67
- Whole set, PSA 10: $256
- Most valuable card: Yusei Kikuchi #632 ($49.99)
- Last price capture: 2026-09-03

## Cards, most valuable first

| # | Card | Raw | PSA 9 | PSA 10 | Page |
| --- | --- | --- | --- | --- | --- |
| — | Yusei Kikuchi #632 | $2.49 | — | $49.99 | https://www.cardcenteringtool.com/prices/pricecharting-1662470 |
| — | Jeff McNeil #281 | $4.99 | — | $43.24 | https://www.cardcenteringtool.com/prices/pricecharting-1662437 |
| — | Luke Voit #462 | $3.45 | — | $39.99 | https://www.cardcenteringtool.com/prices/pricecharting-1662457 |
| — | Brandon Woodruff #687 | $2.12 | — | $29.99 | https://www.cardcenteringtool.com/prices/pricecharting-1662475 |
| — | Pat Neshek #668 | $1.74 | — | $29.99 | https://www.cardcenteringtool.com/prices/pricecharting-1662473 |
| — | Michael Chavis #US170 | $2.95 | $22.59 | $27.00 | https://www.cardcenteringtool.com/prices/pricecharting-1662489 |
| — | Max Muncy #658 | $2.54 | $19.99 | — | https://www.cardcenteringtool.com/prices/pricecharting-1662472 |
| — | Luis Urias #192 | $2.19 | — | $15.25 | https://www.cardcenteringtool.com/prices/pricecharting-1662421 |
| — | Cavan Biggio #US39 | $2.13 | $4.71 | $12.16 | https://www.cardcenteringtool.com/prices/pricecharting-1662480 |
| — | Carter Kieboom #US109 | $15.90 | $1.99 | $8.00 | https://www.cardcenteringtool.com/prices/pricecharting-1662486 |
| — | Eddie Rosario #258 | $2.51 | — | — | https://www.cardcenteringtool.com/prices/pricecharting-1662433 |
| — | Jorge Alfaro #451 | $1.72 | — | — | https://www.cardcenteringtool.com/prices/pricecharting-1662455 |
| — | Hyun Jin Ryu #515 | $1.94 | — | — | https://www.cardcenteringtool.com/prices/pricecharting-1662462 |

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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.