Duskmourn: House of Horror Pull Rates

In a Duskmourn: House of Horror Play Booster the rare slot gives a main set rare 1 in 1.3 packs. Odds come from Wizards of the Coast.

Duskmourn: House of Horror pull rates by rare slot

Rare slotChance per packAbout 1 inPer 36-pack boxPacks for a 90% chance
Main set rare75%1.3 packs27.02
Main set mythic12.6%7.9 packs4.518
Borderless or showcase rare10.7%9.3 packs3.921
Borderless or showcase mythic1.7%59 packs0.6135

Source: Wizards of the Coast, Collecting Duskmourn: The Four Most Important Things to Know (official). Booster Fun shares add the article's Booster Fun (8.2% rare, 1.4% mythic) and Lurking evil (2.5% rare, 0.3% mythic) lines.

Chances are per pack, for any card of that rarity. A box holds 36 packs. The 90% column is how many packs you open to have a 9 in 10 chance of at least one. Play Boosters can also hold a rare in other slots; Wizards doesn't publish those odds.

Is Duskmourn: House of Horror going up or down?

7 days30 days90 daysNow
Duskmourn: House of Horror valueup 0.5%up 3.7%up 18.5%Rising

Rising or falling means more than 3% up or down over 30 days; anything closer is flat. The set value adds up each card's market price; its 90 days also count sealed products.

What the numbers show

The set came out 24 months ago.

Over the last 90 days the set value went up 19%.

Not financial advice. Past prices don't predict future prices.

Questions about Duskmourn: House of Horror

How many packs does it take to pull a Borderless or showcase mythic in Duskmourn: House of Horror?

About 59 packs on average (1.7% per pack). To have a 90% chance of at least one, open about 135 packs.

What are the Duskmourn: House of Horror pull rates?

Chance per pack: Main set rare 75% (about 1 in 1), Main set mythic 12.6% (about 1 in 8), Borderless or showcase rare 10.7% (about 1 in 9), Borderless or showcase mythic 1.7% (about 1 in 59). Source: Wizards of the Coast.

How many hits are in a Duskmourn: House of Horror booster box?

A 36-pack box holds about 36.0 hits on average, counting every rarity in the table above.