On Tuesday, the San Francisco Giants (43-41) are hosting the Arizona Diamondbacks (39-48), at 9:45 PM ET, in the second game of a three-game series. The Giants will hand the ball to Logan Webb (7-3), and the Diamondbacks will counter with Dallas Keuchel (2-6). The sportsbooks have spoken, making the Giants (-230) a moderate moneyline favorite to beat the Diamondbacks (+191) at home.
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Diamondbacks at Giants Game Lines: Moneyline, Spread, Total Runs
Diamondbacks at Giants Probable Starting Pitchers
Season Stats
| Logan Webb (RHP) |
|
Dallas Keuchel (LHP) |
| 16 |
GS |
11 |
| 7-3 |
W-L |
2-6 |
| 2.98 |
ERA |
7.63 |
| 6.1 |
IP/Start |
4.1 |
| 1.107 |
WHIP |
1.945 |
| 7.5 |
K/9 |
6.3 |
Diamondbacks Five Hottest Batters (Last 10 Games)
| Name |
BA |
Hits |
HRs |
RBI |
OPS |
| Josh Rojas |
.424 |
14 |
1 |
8 |
1.183 |
| Ketel Marte |
.310 |
9 |
2 |
5 |
1.080 |
| Christian Walker |
.242 |
8 |
2 |
3 |
.880 |
| Daulton Varsho |
.267 |
8 |
2 |
10 |
.833 |
| Buddy Kennedy |
.296 |
8 |
0 |
3 |
.644 |
Diamondbacks Record Splits
| Home |
Away |
Day |
Night |
Starting RHP |
Starting LHP |
| 22-26 |
17-22 |
15-20 |
24-28 |
25-36 |
14-12 |
Diamondbacks vs Giants Recent Results
| Giants |
|
Diamondbacks |
| 3 – 7 |
Record |
4 – 6 |
| 4.1 |
Runs Per Game |
5.4 |
| 5 |
Runs Allowed Per Game |
4.7 |
| 4-6-0 |
Record ATS |
6-4-0 |
| 8.17 |
K/9 |
6.75 |
Diamondbacks Betting Tips
- The Diamondbacks have been the underdog on the moneyline in eight of Keuchel’s starts this season, and they went 2-6 in those matchups.
- Arizona was the moneyline underdog in six of its last 10 games, and went 3-3 in those matchups.
- In their last 10 matchups — all of which had a set run total — the Diamondbacks and their opponents combined to hit the over on the total five times.
- The Diamondbacks have been the underdog on the moneyline 66 total times this season. They’ve finished 29-37 in those games.
- Arizona has played in four games as a moneyline underdog with odds of +191 or longer without winning.
- The Diamondbacks have a 34.4% chance to win this game based on the moneyline’s implied probability.
