The Portland Trail Blazers have faced the Oklahoma City Thunder twice this season thus far. They lost to the Thunder 111-109 January 4th in Portland, and 123-114 on January 22nd in Oklahoma City. The Thunder have averaged, 41.5/89.5 for 46.3% FG shooting, 9.5/24 for 39.5% 3pt shooting, and 24.5/29.5 for 83% from the free throw line in those two game vs the Blazers. They shot 40/94 for 46.6% FG shooting, 8/25 for 32% from the arc, and 23/26 for 88.5% from the free throw line in the first game. They shot 43/85 for 50.6% FG shooting, 11/23 for 47.8% from the arc, and 26/33 for 78.8% from the free throw line in the second game. The Blazers have averaged 42/95 for 44.2% FG shooting, 9.5/33.5 for 28.3% from the arc, and 18/21.5 for 83.7% from the free throw line in those two games. Portland shot 41/95 for 43.2% FG shooting, 9/31 for 29% shooting from the arc, and 18/21 for 85.7% from the free throw line for the first game. They shot 43/95 for 45.3% FG shooting, 10/36 for 27.8% from the arc, and 18/22 for 81.8% from the free throw line in the second game. Question: Will the Blazers have Over/Over/Over, Under/Under/Under, Over/Over/Under, Over/Under/Over, Over/Under/Under, Under/Under/Over, Under/Over/Over, or Under/Over/Under against the Thunder in FG%/3PT%/FT%? POINTS AWARDED DOUBLE FOR SECOND HALF OF THE SEASON Post a picture as your answer A picture gets 2 point Winners get 10 pts Best picture gets an extra 4 pts Standings @Hoopguru - 191 @e_blazer - 140 @stampedehero - 93 @SlyPokerDog- 57 @TorturedBlazerFan - 46 @Shaboid - 32 @tlongII - 16 @Orion Bailey - 10 @ripcityboy - 1 @SIeepwalker - 1
I tried to diagram this question and this is what I came up with: Over, under, over The last one depends on whether Dame hits the one free throw attempt the Blazers are awarded by the refs.
Answer: Under/Under/Under Winners: None Best Picture: @SlyPokerDog Standings @Hoopguru - 193 @e_blazer - 142 @stampedehero - 95 @SlyPokerDog- 63 @TorturedBlazerFan - 48 @Shaboid - 32 @tlongII - 16 @Orion Bailey - 10 @ripcityboy - 1 @SIeepwalker - 1