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Game 2773

Sugar Skull Cash

$5

Estimated return

68¢ / $1

Estimated prize money back across many tickets. Any ticket can return $0.

About 25 of every 100 tickets win any prize.

Top prizes left

4

of $100,000 each

Chance to come out ahead

14%

How often a ticket pays more than its price

This comparison cannot find a winning ticket or store.

Image of Front of Sugar Skull Cash Ticket

Ticket artwork is sourced from Texas Lottery public materials for identification only. scratchoddstexas is independent and is not endorsed, affiliated, approved, or sponsored by any state lottery.

Quick summary

What these numbers mean

4 of 4 top prizes are still unclaimed. The estimated return is 68¢ / $1 across many tickets. This does not show which stores have tickets, and any ticket can lose.

Prizes remainingHave the big prizes already been claimed?
PrizePrintedRemainingStill out there
$100,00044
100%
$1,0005656
100%
$500474474
100%
$10020,52820,527
100%
$5068,42068,416
100%
$20136,840136,835
100%
$15136,840136,837
100%
$10376,353376,340
100%
$5547,274547,255
100%

“Printed” is how many of each prize the game started with; the bar shows the share not yet claimed. Claims lag real scratching, so treat this as recent history, not a live count.

Official published valuesCopied from Texas Lottery public pages

Ticket price

$5

Top prize

$100,000

Pack size

75

Top prizes remaining

4

Official values are copied directly from Texas Lottery public game pages and prize counts. They do not imply real-time retailer or machine inventory.

How we compare this gameWhat comes back per ticket, on average

The modeled return and chance to finish ahead are summarized at the top of this page. Both use statewide public prize and sales data; neither describes a specific ticket, store, pack, or machine.

Data sources and methodologyWhere these numbers come from

Sales source: Texas Open Data statewide net sales aggregate by game.

Sales coverage: 2027-01 to 2027-01 (2 source rows)

Snapshot: 2026-09-22. Estimated tickets sold = statewide public net sales divided by ticket price; estimated tickets remaining = published approximate tickets printed minus estimated tickets sold.

Full methodology →