Si Vince Tutto
Si Vince Tutto is a Special Edition draw of Superenalotto with it's own dedicated jackpot. Results for Si Vince Tutto can be found here.
It's incredibly easy to play: just select six numbers on the special play slip between one and 90. The minimum play is a six-number combination and you can play up to a maximum of 12,376 combinations. The odds of winning a prize when playing a six-number combination are 1 in 318. If the numbers you have selected for your combination match the numbers drawn, irrespective of the draw order, you're a winner! You have four ways to win with SiVinceTutto, by picking:
- six numbers
- five numbers
- four numbers
- three numbers
What makes these draws special is the fact that all of the prize money is won on the evening of the draw. If no-one picks the correct six numbers, then the prize money is shared out between those who pick five, four and three numbers.
The draw takes place at the AAMS (Amministrazione autonoma dei monopoli di Stato - Independent Administration of State Monopolies) headquarters in Rome and is conducted and verified by Sisal and AAMS.
Prize Breakdown
Each six-number combination allows you a chance to win in any of the four tiers and the chance of winning a millionaire jackpot! All the prize money collected exclusively for the SiVinceTutto SuperEnalotto draws will be shared out on the on the evening of these special draws in the following percentages:
- 50.00% to first tier wins
- 32.38% to second tier wins
- 3.36% to third tier wins
- 14.26% to fourth tier wins
If there is no first-tier winner (six points), the prize money reserved for this tier will be divided between the winners of tiers five, four and three in the following percentages:
- 34.00% to second tier wins
- 10.08% to third tier wins
- 55.92% to fourth tier wins
Similarly, in the absence of any six- and five-point wins, the respective prize money will be awarded equally to the third tier (four points) and fourth tier (three points) prize money.
Si Vince Tutto System Entries
There are lots of advantages to a system game:
- You can take part in a system with a large payout by purchasing only one stake in it.
- You have a greater chance of winning: the more numbers in play, the greater the chances of picking the winning six.
Full systems
A full system is achieved by selecting more than six numbers. For example, playing seven numbers gives seven combinations, playing eight numbers gives 28 combinations and so on, up to a maximum of 17 numbers.
The table shows the main denominations of a simple or system game.
Numbers Played on the Panel |
Combinations Game |
|---|---|
6 |
1* |
7 |
7 |
8 |
28 |
9 |
84 |
10 |
210 |
11 |
462 |
12 |
924 |
13 |
1.716 |
14 |
3.003 |
15 |
5.005 |
16 |
8.008 |
17 |
12.376 |
*The minimum play consists of a single play combination.
Reduced Systems
A reduced system is devised to maintain an acceptable level of success while significantly reducing the combinations (and therefore cost) of an equivalent full system. Reduced systems differ by the 'win guarantee' that they allow with respect to the tier of win achievable from an equivalent full system;
- G5, by picking six numbers you are guaranteed to get at least a "5";
- G4, by picking six numbers you are guaranteed to get at least a "4";
- G3, by picking six numbers you are guaranteed to get at least a "3".
You can create reduced systems through the systems player corner that you will find on your play slip, marking the reduction you want to apply. The table shows some of the reduced systems that can be played.
Guarantee |
Numbers Played |
Combinations |
|
|---|---|---|---|
G5 |
10 |
14 |
|
G5 |
11 |
22 |
|
G5 |
12 |
38 |
|
G4 |
13 |
10 |
|
G4 |
14 |
14 |
|
G4 |
15 |
19 |
|
G4 |
16 |
25 |
|
G4 |
17 |
34 |
|
G4 |
19 |
54 |
|
G3 |
20 |
10 |
|
G3 |
21 |
13 |
|
G3 |
22 |
15 |
|
G3 |
23 |
17 |
|
G3 |
24 |
20 |
|
G3 |
25 |
22 |
|
G3 |
26 |
25 |
|
G3 |
27 |
27 |
|
G3 |
28 |
31 |
|
G3 |
29 |
35 |
|
G3 |
30 |
39 |
|
G3 |
32 |
50 |
|
G3 |
33 |
55 |
|
Standard and variant systems, like reduced systems, aim to contain the number of combinations (and therefore reduce the cost) of an equivalent full system. The playing numbers are divided into two groups: basic, which appear in every generated combination; variant, which are randomly assigned to complete each combination.