Explore the draws
What the draws have looked like. Everything here is counted from past results.
What the bins mean
A number's bin is how many times it came up in the last 5 draws, capped at 2. C0 means it did not come up at all; C2+ means 2 or more. A typical draw holds 57% C0, 29% C1, 14% C2+.
C0=4, C1=2, C_GE_2=113.5%
C0=3, C1=3, C_GE_2=112.1%
C0=4, C1=3, C_GE_2=09.9%
C0=3, C1=4, C_GE_2=08.3%
C0=5, C1=1, C_GE_2=18.3%
C0=5, C1=2, C_GE_2=08.2%
C0=2, C1=4, C_GE_2=16.6%
C0=3, C1=2, C_GE_2=26.2%
C0=4, C1=1, C_GE_2=25.0%
C0=6, C1=1, C_GE_2=04.0%
C0=2, C1=3, C_GE_2=23.4%
C0=2, C1=2, C_GE_2=32.2%
Show the numbers
| Value | Share |
|---|---|
| C0=4, C1=2, C_GE_2=1 | 13.52% |
| C0=3, C1=3, C_GE_2=1 | 12.13% |
| C0=4, C1=3, C_GE_2=0 | 9.94% |
| C0=3, C1=4, C_GE_2=0 | 8.35% |
| C0=5, C1=1, C_GE_2=1 | 8.35% |
| C0=5, C1=2, C_GE_2=0 | 8.15% |
| C0=2, C1=4, C_GE_2=1 | 6.56% |
| C0=3, C1=2, C_GE_2=2 | 6.16% |
| C0=4, C1=1, C_GE_2=2 | 4.97% |
| C0=6, C1=1, C_GE_2=0 | 3.98% |
| C0=2, C1=3, C_GE_2=2 | 3.38% |
| C0=2, C1=2, C_GE_2=3 | 2.19% |