Click to roll. Win: [7, 7, 7, 7, 7, 7, 7][7, 7, 7, 7, 7, 7, 7][7, 7, 7, 7, 7, 7, 7][7, 7, 7, 7, 7, 7, 7] - 1 in 1.620UQag (854.6QiVg$) The tiers are the same as the old ones. But now, when you get a 7, an additional slot is added above it. On slot n, where the bottom slot is slot 1, the chance to get a higher tier is 1 in 2+n. This makes getting a [7, 2] 1 in 3^6*4^1=1 in 2 916. If you get a [7, 7, 7, 7, 7, 7, 7], no stacked slots can appear on that row. The chance of that happening is 1 in 3^6*4^6*5^6*6^6*7^6*8^6*9^6=1 in 35 677 812 868 620 793 996 640 256 000 000 or 1 in 35.68Oc. The rarest possible combination is 4 of those, which is 1 in 35 677 812 868 620 793 996 640 256 000 000^4 or 1 in 1.6202905277247367207812968915776x10^126. For comparison, there are around 10^80 atoms in the observable universe and 10^120 possible chess positions. If you do a single roll every planck time (5.39125x10^-44 seconds!), it would take you 1.384e64 UNIVERSE TIMELINES if the big rip theory is true. If you somehow manage to roll this, you are the luckiest person in the entire universe. You can start rolling, but you are always 0% to the win. if u cant win then did yu maek tis??????
Best roll: [1][7, 2][6][2] (65,266$) by @TrueFinalCoolpplAlt Best money: 101,353$ by @TrueFinalCoolpplAlt this is actually a net gain remix and add abbriviations please
