This is an update of the Zig-Zag Theory in the playoffs.
4/21 (2-0)
Memp +7 - win
La C ml - win
4/22 (2-1)
Ind ml - win
Tor ml - win
Chi ml - lose
4/23 (2-1)
Char +9.5 - win
Dal +7.5 - win
Hou ml - lose
4/24 (2-1)
Atl +2 - win
Okl ml - lose
GS +3 - win
4/25 (3-0)
Brokln ml - win
Chi +2.5 - win
Hou +2.5 - win
4/26 (2-2)
Ind ml - win
S A ml - lose
Cha +4.5 - lose
Okl ml - win
4/27 (4-0)
Was ml - win
G S +2 - win
Tor +4 - win
Por ml - win
4/8
Cha +8
Atl +7
S A ml
4/21 (2-0)
Memp +7 - win
La C ml - win
4/22 (2-1)
Ind ml - win
Tor ml - win
Chi ml - lose
4/23 (2-1)
Char +9.5 - win
Dal +7.5 - win
Hou ml - lose
4/24 (2-1)
Atl +2 - win
Okl ml - lose
GS +3 - win
4/25 (3-0)
Brokln ml - win
Chi +2.5 - win
Hou +2.5 - win
4/26 (2-2)
Ind ml - win
S A ml - lose
Cha +4.5 - lose
Okl ml - win
4/27 (4-0)
Was ml - win
G S +2 - win
Tor +4 - win
Por ml - win
4/8
Cha +8
Atl +7
S A ml