Some statistics
format #n x% --> n is case #n and x is how far in % is the key from the lower bound of the corresponding keyspace.
#08 75% , #09 82% , #10 00% , #11 13% , #12 31% , #13 27% , #14 29% , #15 64% ,
#16 57% , #17 46% , #18 52% , #19 36% , #20 65% , #21 73% , #22 43% , #23 33% ,
#24 72% , #25 98% , #26 63% , #27 67% , #28 70% , #29 49% , #30 92% , #31 96% ,
#32 44% , #33 66% , #34 65% , #35 17% , #36 23% , #37 46% , #38 07% , #39 18% ,
#40 83% , #41 33% , #42 32% , #43 68% , #44 75% , #45 14% , #46 46% , #47 70% ,
#48 36% , #49 45% , #50 09% , #51 83% , #52 87% , #53 50% , #54 11% , #55 67% ,
#56 23% , #57 92% , #58 39% , #59 82% , #60 97% , #61 24% ,
He is the resulting histogram (10 bins) which display how these keys are distributed
0% - 10% ∎∎∎
10% - 20% ∎∎∎∎∎
20% - 30% ∎∎∎∎∎
30% - 40% ∎∎∎∎∎∎∎
40% - 50% ∎∎∎∎∎∎∎
50% - 60% ∎∎∎
60% - 70% ∎∎∎∎∎∎∎∎
70% - 80% ∎∎∎∎∎∎
80% - 90% ∎∎∎∎∎
90% - 100% ∎∎∎∎∎
It looks pretty much uniform, as expected.
What do you think ?
Thanks for the info regarding the "challenge". I was not sure about the right form :-) As to the percentage ranges - I took them personally into account, but I do not plan to base them in my actions, because they would be shots on the basis of statistics, and again complicating my life. It is not known whether now there will be three subsequent addresses had their key in the range of 90-100% .... and maybe even the rest of the keys below 50% :-)
