db31066bf835
nice site, instant transfer of funds!
Topic: 5 BTC giveaway! (Ended) - page 4. (Read 6134 times)
6683ddc7384f
Seems fun, won my first time trying.
edit: after 833 bets I lost it all... lots of fun though.
Seems fun, won my first time trying.
edit: after 833 bets I lost it all... lots of fun though.
c37ad4d88f76
Really adiccting!!!
ed7381ef59e0
ed7381ef59e0
6b6840365b68
Bet cf108077ed4f
Fun! Cool site.
Fun! Cool site.
265a8c475c72
Coinroll.it is sponsoring a 5 BTC giveaway to lucky players.
All you have to do is play one game on our website - it can be as low as 0.00001 BTC. The amount of bets you make doesn't matter, and neither does the number that you rolled. What you need to do then is paste the bet ID of one of these bets as a reply to this thread.
The 3 winners will be chosen in 2 weeks using the following procedure:
We have chosen a random 12 digit hex ID in advance. The SHA256 hash of that string (plus extra padding to avoid brute forcing) is
The ID will be revealed in 2 weeks - the 21st of May.
The 3 winners are those with a bet ID which has the smallest modular distance to our random ID.
The modular distance is defined as
min((a - b) mod 248, (b - a) mod 248)
where a, b are 48bit integer representations of the hex IDs
Prize pool:
Winner: 3 BTC
2nd and 3rd: 1 BTC each
Winners will be asked to prove that they actually played the game by either signing a message from one of the originating addresses or performing an action on the website while logged in.
Why the modular distance? Why wouldn't a regular subtraction do?
If we used the absolute value of (a - b) instead then bets wouldn't have a uniform distribution of probability.
All you have to do is play one game on our website - it can be as low as 0.00001 BTC. The amount of bets you make doesn't matter, and neither does the number that you rolled. What you need to do then is paste the bet ID of one of these bets as a reply to this thread.
The 3 winners will be chosen in 2 weeks using the following procedure:
We have chosen a random 12 digit hex ID in advance. The SHA256 hash of that string (plus extra padding to avoid brute forcing) is
Code:
f93e0d55b98e61dddfa4d3aae8204cfa727c909af15ef81ccdda9ac8313ceca4
The ID will be revealed in 2 weeks - the 21st of May.
The 3 winners are those with a bet ID which has the smallest modular distance to our random ID.
The modular distance is defined as
min((a - b) mod 248, (b - a) mod 248)
where a, b are 48bit integer representations of the hex IDs
Prize pool:
Winner: 3 BTC
2nd and 3rd: 1 BTC each
Winners will be asked to prove that they actually played the game by either signing a message from one of the originating addresses or performing an action on the website while logged in.
Why the modular distance? Why wouldn't a regular subtraction do?
If we used the absolute value of (a - b) instead then bets wouldn't have a uniform distribution of probability.
nice, here's mine:
https://coinroll.it/bet/d1ab64135b6b
i'm join
8912282542e3
8912282542e3
try to be luck in this website 
e395b0a65980
e395b0a65980
cool website 
dc92ae681ef1
dc92ae681ef1
damn, I started with .01 and got up to around .08 and then went on a losing spree haha I knew I should've stopped after I got 8x what I started with!
7d533a573cd0
7d533a573cd0
5e90c35ccdf5
Same person with an alt? (Same sig)
cc5b4ebed259
Thanks!
Thanks!
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