James Lick hasn't had much luck against Hill recently, but that could start to change on Wednesday. The Comets will head out to challenge the Falcons at 4:00 p.m. James Lick has given up an average of 18.5 runs per game this season, but Wednesday's game will give them a chance to turn things around.
James Lick lost 15-4 to Gunderson on Friday.
Jada Cruz made the most of her time in the batter's box despite the final result and went 1-for-3 with one home run, two runs, and two RBI. That home run marked the first that she has launched this season. The team also got some help courtesy of Danielle Vera, who got on base in all three of her plate appearances with two runs.
Meanwhile, Hill can bid farewell to their four-game losing streak thanks to their game on Monday. They were the clear victors by a 26-8 margin over San Jose. The result was nothing new for the Falcons, who have now won seven contests by eight runs or more so far this season.
Hill got a massive performance out of Adelina Stewart, who got on base in six of her seven plate appearances with four stolen bases, five runs, and four RBI. With that strong performance, Stewart is now averaging an impressive 2.1 runs per game. Liliana Panuco was another key player, going 4-for-5 with one home run, five RBI, and three runs.
Hill kept the outfield on their toes and finished the game with 19 hits. The team's really been improving in that area: they've now improved their hit total in four consecutive matchups.
James Lick's defeat dropped their record down to 1-10. As for Hill, their record now sits at 7-10.
Wednesday's game might come down to which pitcher can control the ball better. James Lick has hit smart this season, having averaged an OBP of .477. However, it's not like Hill struggles in that department as they've averaged .590. With both teams so capable at the plate, fans should be ready for an impressive hitting performance.
James Lick suffered a grim 24-1 defeat to Hill in their previous matchup back in April. Can the Comets avenge their loss or is history doomed to repeat itself? We'll find out soon enough.
