Great Indian Scratch And Win

Posted : admin On 3/27/2022

French and Indian War by Jackson Walker When a white army battles Indians and wins, it is called a great victory, but if they lose it is called a massacre. The base mechanics for scratch cards online are a 3x3 grid in which players have to find a certain amount of matching symbols or a single instant-win symbol. However, over the years modern online scratch card games have played with this format and there are now a variety of different forms and features that make gameplay more exciting. We started in 2019 with the goal of being South Africa’s leading online competitions website where visitors can have access to all the competitions to win giveaways and win prizes for free. We strive to bring you the latest and best competitions available.

Scratch And Win Online

Instant win
Absolutely free
No registration
Guess the winning number XXXXXXX
and you'll get $50!
Absolutely free. Is this real?
Mathematical Proof:
  • The following mathematical proof has been designed so you trust this game.
  • It proves that, when you click the 'Play' button, we display the true winning number and don't make it up.
  • The winning number is included (encrypted) in the number 'a' as explained below.
The basic formula: a = b × c
  • The number 'a' is displayed below. The numbers 'b' and 'c' will be displayed when you click the 'Play' button.
  • The numbers 'b' and 'c' are prime numbers. Therefore, both of them are unique for any specific 'a'.
  • The number 'b' is the lowest between 'b' and 'c'.
Data associated with the Winning Number XXXXXXX
Winning Number: the 2nd to 8th digits of the number 'b'.
The number 'a': a.=.38215941718037827299994662122381459197298864165735289892239445562795297207320652918705388112870585632042571998326883958965591815969685514519855940239400719833790313235235274521116274680382560275854990410701550493778977253941777132994224783569014858011059686154010478869179205879317559434088468965700029963446253008407174287571517704598138060452052826106314056343960654741597937936783030460484216773553907423687922090463055818894682986728339600356067098759628815875882843262959474663572672484156406022402910603594990846026984150146885943376928808973104450069798959754937341333942634167405365675356350444877755606332238016325292332896842777677976761865571768486510863425772551454347519844537482324798211691633211
I can't understand anything!
Don't worry. You don't need to understand this mathematical proof to play this game. It only allows you to make sure this is a fair game. If you want to verify all this information, you have three options available:
  • Ask a friend of yours who is good at mathematics.
  • Ask in a forum about mathematics or prime numbers.
  • Do your own research in Google. Look for 'prime numbers factorization'.
Choose your prize
The odds of winning $5 are ten times higher than the odds of winning $50.
You only need to press the
Enter key to 'Play' or 'Try again'.
Make Lotterish your homepage and you can
win $50 every time you open your browser.
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Frequently Asked Questions
Every time you open www.lotterish.com, a new winning number is randomly generated. Guess this winning number and you'll get $50.
All prizes will be paid in Amazon eGift Cards redeemable towards millions of items store-wide at Amazon website. Your eGift Card will be sent to your email address in less than 24 hours. Often it only takes a few minutes.
You can play up to 50 times per day.
See More FAQ>>>
Your Last Draw
Your guess: None. You haven't played before.
The number 'a': None. You haven't played before.
Why do you display my last draw?
In the unlikely event that the server goes down after you click the button 'Play', you can always play again your last guess by clicking the button 'Play again'.
  • Of course, your last guess will remain associated with the same number 'a' and the same prize amount.
  • Your guess and the number 'a' are stored in a cookie in your own computer or device.
  • If you want to view how these cookies are set, right-click on the page and select the option View source code.
  • Can't you understand this explanation? Don't worry. You don't need to understand it to play this game. It only allows you to make sure this is a fair game.
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