See the table below for the average draft position (ADP) for all players selected in our 4 drafts.
Each draft had 156 players selected.
In all, there were 179 players selected.
138 of those were selected in all 4 leagues.
There were 20 players who were selected in just one league each.
The list below ranks all 179 players in order of their ADP.
Anthony Davis is the highest ranked player after being picked at #1 in all 4 drafts.
Jordan Hill is the lowest ranked, after being selected with the last pick of the Division 1 draft and not being picked up at all in any of the others.
Isaiah Canaan is the highest ranked of players selected in just 1 draft, after being selected at 126 in Division 1, and not at all in the others.
Tony Snell is the lowest ranked, and Amir Johnson is the highest ranked, of players who were selected in just 2 drafts.
Gerald Henderson is the lowest ranked], and Myles Turner is the highest ranked,of players who were selected in just 3 drafts. Turner was not picked up in Division 1.
Harrison Barnes is the lowest ranked of players selected in all 4 drafts.
With an eye on the waiver wire...
The highest ranked player, not selected in Division 3, was Rodney Hood.
The highest ranked, not selected in Division 2, was Jabari Parker.
]The highest ranked, not selected in Division 1, was Myles Turner.
]]The highest ranked, not selected in Premier league, was Amir Johnson
Without looking at standard deviations and such, here's some strange ones Ive seen at a glance:
Carmello Anthony was picked at 25 in Div 1, and 12, 14 & 15 in the others.
Serge Ibaka was picked at 36 in Premier, and just 16, 19 & 20 in the others.
Nerlens Noel was picked at 47 in Premier, and 30, 21 & 21 in the others
Kyrie Irving was picked at 21 in Premier, and 35, 39 & 46 in the others
Danny Green slipped to 91 in Premier, and went at 58, 56 & 54 in the others
Tyreke Evans was picked in the 50s in both Premier and Div 3, and all the way down at 114 in Div 2
David Lee was picked in Premier at 69, but 86, 94 & 98 in the others
Enes Kanter was picked at 67 in Div 1, but 93, 99 & 99 in the others
Rajon Rondo slipped all the way to 139 in Div 3, whilst being picked at 90, 89 & 77 in the others
Kentavious Caldwell-Pope was pickedat 145 in Premier, but consistently at 117, 117 & 111 in the others
Aaron Gordon was picked high at 95 in Premier, and 130, 135 &140 in the others
Brandon Jennings got picked at 105 in Premier, and 145, 146 &150 in the others
Here's the data
If a player was not drafted in a league, I have assigned them pick 157 for that particular league.
![[IMG]](http://data:image/png;base64,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)
TS Fantasy NBA: 2015/16 draft results
Discussion in 'Blog' started by anthak, Oct 25, 2015.
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Discussion in 'Blog' started by anthak, Oct 25, 2015.
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