Start
Teams
Players
Matches
7
Anna Lazareva
Russia - opposite
Atlanta Vibe
Height
-
Weight
-
Reach
-
Spike
-
Season
Season 2024
Season 2024
Phase
All
All
PVF 2024
18
Matches played
64
Sets played
296
Points scored
11
Number of aces
27
Points by block
Serve
Sum
251
Aces
11
Errors
20
Aces per set
0.17
Reception
Sum
3
Errors
0
Negative
0
Perfect
2
% perfect
67%
Spike
Sum
616
Errors
46
Blocked
39
Perfect
258
% perfect
42%
Block
Points
27
Points per set
0.42
Season statistics
Opponent (Home/Away)
Sets
Points
Sum
BP
Bal
Serve
Sum
Err
Ace
Eff%
Reception
Sum
Err
Pos%
Perf%
Spike
Sum
Err
Block
Pts
Kill%
Eff%
Block
Pts
Touch
Grand Rapids Rise (A)
5
26
9
20
15
3
1
-7%
0
0
-
-
59
2
3
25
42%
34%
0
3
Omaha Supernovas (H)
3
18
7
16
11
0
2
18%
0
0
-
-
33
2
0
15
45%
39%
1
4
San Diego Mojo (A)
3
23
9
19
14
1
1
0%
0
0
-
-
43
2
4
20
47%
33%
2
8
Vegas Thrill (A)
3
15
8
11
15
2
0
-7%
0
0
-
-
30
2
2
12
40%
27%
3
3
Vegas Thrill (H)
4
14
6
7
17
2
1
0%
0
0
-
-
29
5
2
12
41%
17%
1
1
Omaha Supernovas (A)
4
19
8
12
21
1
1
0%
0
0
-
-
43
6
2
18
42%
23%
0
7
Orlando Valkyries (H)
3
15
8
11
14
0
0
0%
0
0
-
-
34
4
2
13
38%
21%
2
3
Columbus Fury (A)
4
23
7
19
19
1
2
5%
0
0
-
-
42
3
4
19
45%
29%
2
1
Columbus Fury (H)
3
12
8
10
16
1
0
0%
0
0
-
-
23
1
0
11
48%
43%
1
6
San Diego Mojo (H)
3
12
5
10
5
0
1
20%
0
0
-
-
18
2
2
9
50%
28%
2
0
Grand Rapids Rise (A)
4
20
8
14
10
1
0
0%
0
0
-
-
42
5
1
18
43%
29%
2
4
Vegas Thrill (A)
3
6
2
2
14
3
0
-21%
0
0
-
-
20
1
1
6
30%
20%
0
0
San Diego Mojo (A)
3
14
8
12
16
2
1
-6%
0
0
-
-
24
0
2
10
42%
33%
3
1
Omaha Supernovas (H)
4
11
2
8
16
1
0
-6%
1
0
100%
100%
30
2
5
11
37%
13%
0
7
Orlando Valkyries (A)
4
30
7
28
14
0
0
0%
0
0
-
-
53
2
3
27
51%
42%
3
4
Vegas Thrill (H)
3
8
2
4
7
0
0
0%
0
0
-
-
26
4
2
7
27%
4%
1
2
Columbus Fury (H)
3
12
4
10
14
1
1
7%
0
0
-
-
17
1
1
8
47%
35%
3
1
Grand Rapids Rise (H)
5
18
4
13
13
1
0
0%
2
0
50%
50%
50
2
3
17
34%
24%
1
4
Total (18)
64
296
112
226
251
20
11
-1%
3
0
67%
67%
616
46
39
258
42%
28%
27
59
Match average
3.56
16.44
6.22
12.55
13.95
1.11
0.61
-1%
0.17
0
65%
65%
34.23
2.56
2.17
14.33
42%
28%
1.5
3.28