$10,000 Holiday Bonus 2015

RSS Twitter Flickr Facebook YouTube Instagram

$10,000 Holiday Bonus 2015

 

Prize structure is based on the sale of approximately 12,096,000 tickets. All winners, tickets and transactions subject to Massachusetts State Lottery Commission rules as published in The Massachusetts Register and the Administrative Bulletin.

UPC: 6 98720 004 05 9

$1 ticket

More $1 Tickets

Ways to Win Prize Winners per Game Probability of Winning Consolidated Odds
$10,000 $10,000 12 1 in 1,008,000 $10,000 = 1,008,000
$1,000 $1,000 120 1 in 100,800 $1,000 = 100,800
$100 $100 2,100 1 in 5,760 $100 = 1,252.17
$40 (BELL) + $20 $100 2,100 1 in 5,760
$25 x 4 $100 2,100 1 in 5,760
$20 x 5 $100 1,260 1 in 9,600
$20 x 5 (BONUS) $100 2,100 1 in 5,760
$40 $40 2,100 1 in 5,760 $40 = 1,006.99
$20 (BELL) $40 2,100 1 in 5,760
$10 x 4 $40 2,100 1 in 5,760
($10 x 3) + ($5 x 2) $40 1,680 1 in 7,200
($10 x 3) + $5 (BELL) $40 4,032 1 in 3,000
$25 $25 3,780 1 in 3,200 $25 = 623.38
$10 (BELL) + $5 $25 4,032 1 in 3,000
($10 x 2) + $5 $25 3,780 1 in 3,200
$5 x 5 $25 3,780 1 in 3,200
$5 x 5 (BONUS) $25 4,032 1 in 3,000
$20 $20 8,064 1 in 1,500 $20 = 300
$10 (BELL)  $20 8,064 1 in 1,500
$5 x 4 $20 8,064 1 in 1,500
$4 x 5 $20 8,064 1 in 1,500
$4 x 5 (BONUS) $20 8,064 1 in 1,500
$10 $10 24,192 1 in 500 $10 = 100
$5 (BELL) $10 24,192 1 in 500
($4 x 2) + $2 $10 24,192 1 in 500
($2 x 3) + $4 $10 24,192 1 in 500
$2 x 5 (BONUS) $10 24,192 1 in 500
$5 $5 24,192 1 in 500 $5 = 100
($2 x 2) + $1 $5 24,192 1 in 500
$2 (BELL) + $1 $5 24,192 1 in 500
($1 x 3) + $2 $5 24,192 1 in 500
$1 x 5 (BONUS) $5 24,192 1 in 500
$4 $4 24,192 1 in 500 $4 = 100
$2 x 2 $4 24,192 1 in 500
$2 (BELL) $4 24,192 1 in 500
($1 x 2) + $2 $4 24,192 1 in 500
$1 x 4 $4 24,192 1 in 500
$3 $3 24,192 1 in 500 $3 = 100
$2 + $1 $3 32,256 1 in 375
$1 (BELL) + $1 $3 32,256 1 in 375
$1 x 3 $3 32,256 1 in 375
$2 $2 241,920 1 in 50 $2 = 13.64
$1 x 2 $2 241,920 1 in 50
$1 (BELL) $2 403,200 1 in 30
$1 $1 1,048,320 1 in 11.54 $1 = 11.54
 
Total Number of Winners   2,500,728  
Total Probability of Winning 1 in 4.84