null
nil
-
0
true
0
0
0
1
0
0
0
1
0
0
0
1
Fence
[RBX1]
true
-
true
-0.5
0.5
0
0
-0.5
0.5
4
0
26
-19.5
6
-672.5
-1
0
-0
-0
1
-0
-0
0
-1
true
0
true
false
0.5
1
0.300000012
-0.5
0.5
0
0
-0.5
0.5
0
0
false
Smooth Block Model
0
-0.5
0.5
0
0
0
0
0
-0.5
0.5
3
0
0
0
0
0
true
1
1
12
1
-
true
-0.5
0.5
0
0
-0.5
0.5
0
0
194
-37
6
-672.799988
-1
0
0
-0
0
1
-0
1
0
true
0
true
false
0.5
2
0.300000012
-0.5
0.5
0
0
-0.5
0.5
2
0
false
Fence
0
-0.5
0.5
2
0
0
0
0
-0.5
0.5
0
0
1
0
0
0
true
1
34
0.400000006
12
-
1
Decal
20
0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true
-
4
Decal
20
0
396016027edd596348048146cc28434e
true
-
true
-0.5
0.5
0
0
-0.5
0.5
4
0
26
-54.5
6
-672.5
-1
0
-0
-0
1
-0
-0
0
-1
true
0
true
false
0.5
1
0.300000012
-0.5
0.5
0
0
-0.5
0.5
0
0
false
Smooth Block Model
0
-0.5
0.5
0
0
0
0
0
-0.5
0.5
3
0
0
0
0
0
true
1
1
12
1