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1. CAVS VS WARRIORS SCORE GAME 4 PLUS
2. CAVS VS WARRIORS SCORE GAME 4 FREE

More points in the paint, although less, would have paid dividends on the final output/score of the game. Living by the three actually did cost the Cavs this one. The Cavs did make a lot of improvements in Game 3, but they lost pretty much for the same reasons they lost Game 2: Offensive and Defensive Efficiency/Coaching. Hey, what's up with that other Williams kid? Nonetheless, they will still need to do a better job utilizing personnel/the bench. With that said, the Cav's defense was much improved in Game 3.

CAVS VS WARRIORS SCORE GAME 4 FREE

They need to make one more free throw, convert one more turnover, get one more rebound or play better defense and prevent the Warriors from getting one more free throw, one more conversion on turnovers, or one more rebound. Nonetheless, they were the keys to winning. The Warriors have been more efficient in every statistical category except "blocks, steals, turnovers and free throws which were statistically negligible. Again, defense is 2/3 of the game of basketball. Remember, rebounding is an defensive function: preventing the opposition from getting control of the ball! Thus, offense begins once someone has control of the ball. The Cavs got 37 to the Warriors 44. That's an advantage of 7. What's the key here? Defensive Efficiency.

CAVS VS WARRIORS SCORE GAME 4 PLUS

The Cavs shot 12/44 (27%) to the Warriors 16/33 (48%). One could say: if you are shooting 30 plus 3's per game, then both teams are living by the jumper. What's the key here? Offensive Efficiency. The Cavs shot 40/90 (44%) to the Warriors 40/83 (48%). What's the key here? Offensive Efficiency. Increase the conversion rate on turnovers and play better defense get more stops and rebounds. Facilitate the passing game-eliminate the over-dribbling and one on one time-consuming offense. Must shoot a better percentage by taking less three point shots-shoot them only if they are making them. The solution for the Cavs is to use the same exact strategy as game #3. How does a team lose when they got more shots (90) to (83), made six less turnovers (12) to (18), outscored the opponent by "8" in the paint with blocks, steals and free throws about even? The answer to these questions-dilemma, is the Cav's solution for game #4.