Rarity: Common
Card 4 of 1799
Card name: Kristaps Porzingis
BC 2020-21 Prizm Base
Owned by: ragingharden
NOT LISTED FOR SALE
$ 2.00
Best offer: 2.00 dollarsTOTAL OFFERS
50
$ 35.00Top sale for card 4 of 1799: 35.00 dollars | $ 125.00Top sale across all print run of 1799: 125.00 dollars | 493Burned NFTs removed from circulation: 493 |
view 13 listings
| serial no. | Price | From | To | Date & Time | Txn info |
|---|---|---|---|---|---|
$ 125.00 | TotoSun | RamRamBamBam | 06/19/2026 03:57:01 AM | ||
$ 35.00 | awill04 | ragingharden | 08/02/2021 00:58:38 AM | ||
$ 25.00 | 1d4Zxv1C | CryptoManiac | 06/29/2021 07:20:10 PM | ||
$ 17.00 | qA7L2pH9 | mgM0Ym1J | 08/16/2021 11:59:12 PM | ||
$ 15.00 | kingrobbyd1 | CryptoManiac | 03/11/2022 11:41:01 PM | ||
$ 15.00 | wkg7ZpNW | BBBAIR | 06/30/2021 04:40:15 AM |
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The cards in this pack's pool with the highest standing offers on the marketplace right now.
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| YEAR | 2021 |
|---|---|
| SPORTS | BASKETBALL |
| Athlete | Kristaps Porzingis |
| COLLECTION | 2021 Panini Blockchain NBA Packs Entertainment |
| CARDSET | BC 2020-21 Prizm Base |
| PRODUCT NAME | 2021 Panini Blockchain NBA Packs Entertainment - BC 2020-21 Prizm Base #18 - Kristaps Porzingis - [4/1799] |
| SKU | packcard-1551_284631_7100578_18__4_1799 |
| MINT state |  Minted on Panini  Currently on Panini blockchain Not Minted on ethereum |
This base card set features top rookies, stars and legends in action.
Every pack guarantees 0 cards. Each slot is filled by a specific kind of card. Click a slot to see which cardsets it pulls from.
RARITY
0 TIERS · WHAT'S IN THIS PACK
Every rarity tier this pack can pull, mapped to Panini's standard print-run scale. A single pack does not guarantee one card from every tier. Odds depend on the slot.
| RARITY TIER | MINT RUN | CARDSETS | UNIQUE CARDS | TOTAL CARDS | RARITY DISTRIBUTION |
|---|
CARDSET
POTENTIAL CARDSETS IN THIS PACK
Every cardset this pack can pull from, grouped by rarity tier. A single pack draws a subset. Opening multiple packs increases (but does not guarantee) full coverage.