Year of the Tiger (#619) (California)

Official website for Game

Single Ticket:
Cost: $1
Chances of at least breaking even:
11.1% (~9 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 5 ticket(s)
Cost: $5
Chances of at least breaking even:
23.5% (~4.3 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($10): $3
100 tickets ($100): $50
1,000 tickets ($1,000): $515


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Xtreme Green (#637) (California)

Official website for Game

Single Ticket:
Cost: $2
Chances of at least breaking even:
18.3% (~5.5 to 1)


Optimal Chances:
Buying 3 ticket(s)
Cost: $6
Chances of at least breaking even:
21.4% (~4.7 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($20): $6
100 tickets ($200): $93
1,000 tickets ($2,000): $1019


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Tripling Crossword (#580) (California)

Official website for Game

Single Ticket:
Cost: $3
Chances of at least breaking even:
24.8% (~4 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 1 ticket(s)
Cost: $3
Chances of at least breaking even:
24.8% (~4 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($30): $13
100 tickets ($300): $162
1,000 tickets ($3,000): $1703


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Tattoo (#624) (California)

Official website for Game

Single Ticket:
Cost: $1
Chances of at least breaking even:
11% (~9.1 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 3 ticket(s)
Cost: $3
Chances of at least breaking even:
21% (~4.8 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($10): $3
100 tickets ($100): $48
1,000 tickets ($1,000): $514


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Sizzlin Red 7's Bingo (#596) (California)

Official website for Game

Single Ticket:
Cost: $3
Chances of at least breaking even:
19.9% (~5 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 3 ticket(s)
Cost: $9
Chances of at least breaking even:
20.7% (~4.8 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($30): $13
100 tickets ($300): $156
1,000 tickets ($3,000): $1641


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Sherlock Holmes (California)

Official website for Game

Single Ticket:
Cost: $2
Chances of at least breaking even:
17.7% (~5.7 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 3 ticket(s)
Cost: $6
Chances of at least breaking even:
21.6% (~4.6 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($20): $9
100 tickets ($200): $99
1,000 tickets ($2,000): $1033


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Rockin 7s (#576) (California)

Official website for Game

Single Ticket:
Cost: $2
Chances of at least breaking even:
14.1% (~7.1 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 2 ticket(s)
Cost: $4
Chances of at least breaking even:
16.6% (~6 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($20): $6
100 tickets ($200): $96
1,000 tickets ($2,000): $1072


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Pinball (California)

Official website for Game

Single Ticket:
Cost: $3
Chances of at least breaking even:
15.9% (~6.3 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 5 ticket(s)
Cost: $15
Chances of at least breaking even:
22.4% (~4.5 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($30): $8
100 tickets ($300): $149
1,000 tickets ($3,000): $1605


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

On the Money (California)

Official website for Game

Single Ticket:
Cost: $2
Chances of at least breaking even:
17.8% (~5.6 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 3 ticket(s)
Cost: $6
Chances of at least breaking even:
22% (~4.6 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($20): $8
100 tickets ($200): $107
1,000 tickets ($2,000): $1163


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

One Word Crossword (California)

Official website for Game

Single Ticket:
Cost: $3
Chances of at least breaking even:
23.2% (~4.3 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 1 ticket(s)
Cost: $3
Chances of at least breaking even:
23.2% (~4.3 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($30): $13
100 tickets ($300): $160
1,000 tickets ($3,000): $1677


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Wild Hearts (#625) (California)

Official website for Game

Single Ticket:
Cost: $2
Chances of at least breaking even:
18% (~5.6 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 3 ticket(s)
Cost: $6
Chances of at least breaking even:
22.4% (~4.5 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($20): $6
100 tickets ($200): $96
1,000 tickets ($2,000): $1022


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Make Me A Millionaire 640 (California)

Official website for Game

Single Ticket:
Cost: $1
Chances of at least breaking even:
9.3% (~10.8 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above


Optimal Chances:
Buying 10 ticket(s)
Cost: $10
Chances of at least breaking even:
20% (~5 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($10): $2
100 tickets ($100): $45
1,000 tickets ($1,000): $490


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)

Make Me A Millionaire 620 (California)

Official website for Game

Single Ticket:
Cost: $1
Chances of at least breaking even:
9.3% (~10.8 to 1)


Note: While technically the the free ticket is a breakeven prize as they are both worth the same amount, they are not equal as you can not exchange the free ticket for a cash amount and walk away break-even. You are forced to continue playing the free ticket (and possibly again and again...) until you either lose or win a prize. More likely than not you will lose. This drops your chances of at least breaking even from the stated amount on the website to the odds calculated above.


Optimal Chances:
Buying 10 ticket(s)
Cost: $10
Chances of at least breaking even:
20% (~5 to 1)


Median Prizes
(half the time prizes will be less than this amount, half the time it will be more)
10 tickets ($10): $2
100 tickets ($100): $45
1,000 tickets ($1,000): $490


**Since only a finite number of scratch tickets were printed, overall odds used and number of winners may vary based on manufacturer's omissions, unsold tickets, reorders and unclaimed prizes.


GRAPHS:
(up to 10 tickets, 100 and 1,000)
(click to see enlarged)