Sugar Maple
44
Chestnut Oak
46
Lodgepole Pine
29
Yellow Poplar
28
Redwood
30
Tamarack
37
Witch-Hazel
43
Balsam Fir
26
American Elm
36
Black Cottonwood
24
Woods
Dirt, loose dry
76
Dirt, loose moist
78
Clay, dry
100
Clay, wet
110
Gravel, dry
105
Gravel, Wet
125
Limestone
160
Loam
80
Mud, flowing
108
Mud, steady
115
Rock, well blasted
155
Sand, dry
97
Sand, wet
119
Soils
1
Room
36
36
12
Loam - 10%; Dirt, loose dry - 90%
1
Room
100
24
12
Dirt, loose dry - 90%; Gravel, Wet - 10%
1
Tunnel
320
6
6
Loam - 10%; Dirt, loose dry - 90%
1
Tunnel
500
6
6
Gravel, Wet - 50%; Gravel, dry - 50%
1
Tunnel
200
6
6
Dirt, loose dry - 75%; Gravel, Wet - 10%
2
Room
45
20
12
Gravel, Wet - 30%; Mud, steady - 50%; Rock, well blasted - 20%
2
Room
25
50
12
Gravel, dry - 30%; Loam - 10%; Sand, wet - 40%; Dirt, loose dry - 20%
2
Room
36
44
12
Sand, wet - 80%; Mud, steady - 20%
2
Tunnel
400
6
6
Gravel, Wet - 60%; Mud, steady - 40%
2
Tunnel
100
6
6
Gravel, dry - 10%; Gravel, Wet - 30%; Mud, steady - 60%
2
Tunnel
300
6
6
Loam - 10%; Dirt, loose dry - 60%; Rock, well blasted - 30%
2
Tunnel
350
6
6
Gravel, Wet - 50%; Mud, steady - 50%
3
Room
100
50
12
Sand, wet - 90%; Gravel, Wet - 10%
3
Room
50
40
12
Gravel, dry - 80%; Gravel, Wet - 20%
3
Tunnel
200
6
6
Sand, wet - 10%; Dirt, loose dry - 60%; Gravel, Wet - 30%
3
Tunnel
100
6
6
Gravel, dry - 10%; Gravel, Wet - 30%; Mud, steady - 60%
Burrow
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
Weekly Challenge #178
Output
D:\Alteryx workflows\Engine_9896_6f9f6dc8ea424a10b94cbeca20d1106d_\Engine_13440_ea1ee069d9794dbca5b9bfd48647305d_.yxdb
156.146218011014
Soil Composition
% = ToNumber(Right([Soil Composition],4))
Volume = ([Length (in)]/12)*([Width (i...
Soil Composition
Last
Soil Composition
Soil Composition1
Soil
Soil
FindAny
Append
Horizontal
challenge_178