The drawing algorithm is as follows. If 10 people bought goods X each with one unit of goods and participate in the drawing of an advertising prize, then everything is clear. Each possesses one unit of goods and has equal chances of receiving a prize of 1 in 10.
Same thing with JOSS. 10 owners, each of which has 1 JOSS, have a chance of receiving a 1 to 10 prize.
But suppose the real situation is as follows. JOSS acquired only 3 people. We will conditionally call them A, B, and C.
The distribution of JOSS between them is as follows
A - 6 JOSS
B - 3 JOSS
S - 1 JOSS
Their chances of receiving the main prize will also be distributed.
A will receive 6 chances, B will receive 3 chances, C will receive 1 chance
The pool of the draw will look as follows.
Total number of participation - 10 JOSS units
Draw Pool:
A, A, A, A, A, A, B, B, C
That is, the probability of winning the main prize for A = 60% (or 6x10%),
For B = 30% (or 3x10%) and for C = 10% (or 1x10%)
That is, it is clear that you increase the likelihood of receiving the main prize in proportion to the number of your JOSSs so many times, how much more JOSS you own, which, in general, was clear to you initially.
Now let's talk about probabilities. In the JOSS first wave prize draw, we advertise our first JOSS released on the ETHERIUM platform.
ACTION is held one-time for advertising purposes and for this particular product.
JOSS of the second wave or additional emission of JOSS will be another product. Of course, this other product will also have its own prize program.
The parameters of the JOSS Prize Program of the second wave will be announced additionally.