# Lillia, Bashful Bloom (Promo) #001 price

[Riftbound card prices](https://riftbot.ai/) / [Secret Garden (2026)](https://riftbot.ai/sets/promos) / Lillia, Bashful Bloom (Promo) #001

Canonical card page: [Lillia, Bashful Bloom (Promo) #001](https://riftbot.ai/card/lillia-bashful-bloom-promo-001)

Price guide: [How prices work](https://riftbot.ai/how-prices-work)

Lillia, Bashful Bloom (Promo) #001 last sold for $154.50 as a PSA 10 on November 8, 2026. The lowest active eBay listing is $127.99. Riftbot's loaded history includes 9 sales. The 30-day median PSA 10 price is $290.00, down 42% versus the prior 30 days.

- Set: Secret Garden (2026)
- Collector number: 001/003
- Rarity: Promo
- Type: Legend
- Language: English
- Lowest eBay listing: $127.99 (https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzk2MDA1NDMzOTU2MT9fc2t3PVJpZnRib3VuZCtMaWxsaWErMDAxKy0lMjhjaGluZXNlJTJDc2ltcGxpZmllZCUyQ2NzJTJDc2MlMkNjbiUyQ2NobiUyQ2NoJTJDJTIycy1jaG4lMjIlMkMlRTQlQjglQUQlRTYlOTYlODclMjkmaGFzaD1pdGVtZGY4N2IyYTdlOTpnOkJEc0FBZVN3SmlKcXpBekc?card_id=325952)
- TCGplayer near-mint low: $114.85

## Market summary

These are recorded sold observations, grouped by grade; asking prices and TCGplayer snapshot sales are not included in these medians. Counts cover the loaded history, not only the median's time window.

| Grade | Recorded sales | 30d median | 90d median | 90d low | 90d high | 30d change |
|---|---:|---:|---:|---:|---:|---:|
| PSA 10 | 7 | $290.00 | $415.00 | $154.50 | $500.00 | -42% |
| BGS 10 | 1 | — | $474.00 | $474.00 | $474.00 | — |
| PSA 9 | 1 | $51.00 | $51.00 | $51.00 | $51.00 | — |

## Recent sales

| Date | Grade | Price | Source |
|---|---|---:|---|
| 2026-11-08 | PSA 10 | $154.50 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzkwMDA0NzQwMDgxMw?card_id=325952) |
| 2026-11-04 | PSA 10 | $275.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzExNzQ5MDI3Nzc1NQ?card_id=325952) |
| 2026-11-03 | PSA 9 | $51.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzMwNzI1MDYyNzMzNQ?card_id=325952) |
| 2026-11-01 | PSA 10 | $305.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzMwNzIzOTQwMzMwMw?card_id=325952) |
| 2026-10-22 | PSA 10 | $499.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzkwMDAxODI3NTkwNQ?card_id=325952) |
| 2026-10-15 | PSA 10 | $499.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzMwNzIwNTY5NDA4MQ?card_id=325952) |
| 2026-10-05 | BGS 10 | $474.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzM3NzUyOTQyMzQwNQ?card_id=325952) |
| 2026-09-28 | PSA 10 | $415.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzMwNzE4NDc5NDE2Nw?card_id=325952) |
| 2026-09-25 | PSA 10 | $500.00 | [eBay](https://riftbot.ai/ebay/aHR0cHM6Ly93d3cuZWJheS5jb20vaXRtLzMwNzE4NDc5MzUxMQ?card_id=325952) |

## FAQ

**How much is Lillia, Bashful Bloom (Promo) #001 worth?**

As of November 15, 2026, Riftbot's 30-day median for Lillia, Bashful Bloom (Promo) #001 is $290.00 as a PSA 10. The most recent recorded sale was $154.50 on November 8, 2026.

**What does a PSA 10 Lillia, Bashful Bloom (Promo) #001 sell for?**

Over the last 90 days a PSA 10 Lillia, Bashful Bloom (Promo) #001 sold for a median of $415.00, ranging from $154.50 to $500.00 in the available dated history.

## Similar items

- [Lillia Overnumbered (Unleashed) #230/219](https://riftbot.ai/card/lillia-bashful-bloom-overnumbered-unl-230)
- [Lillia Signature Overnumbered (Unleashed) #230*/219](https://riftbot.ai/card/lillia-bashful-bloom-signature-unl-230)
- [Lillia Metal Prize Wall #189/219](https://riftbot.ai/card/lillia-bashful-bloom-metal-prize-wall-189)

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Recorded sales, asking prices and catalog estimates are different signals. Read [How prices work](https://riftbot.ai/how-prices-work) for price types, comparisons and coverage.

Source: Riftbot. [Cite this market summary](https://riftbot.ai/card/lillia-bashful-bloom-promo-001#market-summary).

Catalog snapshot loaded: 2026-11-15T15:40:36.693Z. This is not a sale or source-update date; use each observation's own date.