Weekly Challenge #166
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Leading up to Alteryx Inspire 2019, a few of my colleagues and I are doing a walking challenge. We are (virtually) walking 448 miles along the Natchez Trace Parkway (https://www.nps.gov/natr/index.htm) from Natchez, MS, to Nashville, TN. The goal is to walk, run, bike, etc. ~3 miles per day (starting in January) to make it to Nashville in time for Inspire! I wanted to show our progress by displaying our current positions along the route.
Goal: create a map that contains
1) A line showing the route
2) Points identifying the start and end of the route
3) Points showing the current location of each participant. The participant's location is the node that is closest to (but not farther than) the number of miles they have completed.
* natchez_trace_coordinates.yxdb contains the lat/lon of points along the route
* Participant List contains information about the participants
* Activity Log contains the daily miles for each participant
Node coordinate data © OpenStreetMap contributors (https://www.openstreetmap.org/), and route generated using OSRM (http://project-osrm.org/). Both data sources are made available under the Open Database License: http://opendatacommons.org/licenses/odbl/1.0/. Any rights in individual contents of the database are licensed under the Database Contents License: http://opendatacommons.org/licenses/dbcl/1.0/
Double
SequencePolyline
Error
[RunTot_DistanceMiles] <= [Miles to Date]
Custom
=
RunTot_DistanceMiles
True
fixed
2019-10-08 11:26:54
0
2019-10-08 11:26:54
2019-10-08 11:26:54
[RunTot_DistanceMiles] <= [Miles to Date]
Miles to Date - Ascending
Warning
All
ByName
"Name","Department","What is your favorite Alteryx tool?","Sum_Miles"
False
True
False
False
False
False
False
False
False
upper
C:\ProgramData\Alteryx\Engine\Engine_20356_bb5a8e3e80524007be80fbee8982ef5f_\Engine_8272_ba7517b7dfb842bca7709293ea97c599_.xml
8
6
1
Latest:CloudMade
#fdfeff
False
Miles
20
0.5
IncomingConnection
#Route
SpatialObj_Built
IncomingConnection
#Start
Start
IncomingConnection
#End
End
IncomingConnection
#Participants
Nearest Node
Name
Points
#Start
#Start
Points
#End
#End
Points
#Participants
#Participants
Base Layers - Points
Placeholder
Lines
#Route
#Route
Base Layers - Lines
Placeholder
Base Layers - Polygons
Placeholder
node_order - Ascending
First
1
First 1
Last
1
Last 1
Expected Output
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Participant 5
Department B
Formula Tool
0
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Participant 10
Department C
Connect In-DB Tool
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{ "type": "Point", "coordinates": [ -90.627933, 32.185106 ] }
Participant 4
Department A
Sample Tool
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{ "type": "Point", "coordinates": [ -89.410199, 33.277288 ] }
Participant 2
Department B
Formula Tool
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{ "type": "Point", "coordinates": [ -88.983750, 33.824137 ] }
Participant 9
Department A
Summarize Tool
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{ "type": "Point", "coordinates": [ -88.928647, 33.970411 ] }
Participant 11
Department B
Find Nearest Neighbors Tool
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{ "type": "Point", "coordinates": [ -88.415251, 34.472688 ] }
Participant 3
Department A
Formula Tool
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{ "type": "Point", "coordinates": [ -88.104691, 34.653254 ] }
Participant 12
Department A
Report Map Tool
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Participant 8
Department A
Cross Tab Tool
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{ "type": "Point", "coordinates": [ -87.785511, 35.096133 ] }
Participant 6
Department B
DateTime Tool
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{ "type": "Point", "coordinates": [ -87.541588, 35.370282 ] }
Participant 1
Department C
Dynamic Rename Tool
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Participant 7
Department A
Summarize Tool
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Participant Locations
C:\ProgramData\Alteryx\Engine\Engine_20356_bb5a8e3e80524007be80fbee8982ef5f_\Engine_8272_5719f802194a41ea89c86fb7992ac690_.yxdb
Single
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C:\ProgramData\Alteryx\Engine\Engine_20356_bb5a8e3e80524007be80fbee8982ef5f_\Engine_8272_ac27dfff2d364b29b95f41cb0e9eac2a_.yxdb
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Latest
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Input
_externals\1\natchez_trace_coordinates.yxdb
natchez_trace_coordinates.yxdb
Participant 1
Department C
Dynamic Rename Tool
Participant 2
Department B
Formula Tool
Participant 3
Department A
Formula Tool
Participant 4
Department A
Sample Tool
Participant 5
Department B
Formula Tool
Participant 6
Department B
DateTime Tool
Participant 7
Department A
Summarize Tool
Participant 8
Department A
Cross Tab Tool
Participant 9
Department A
Summarize Tool
Participant 10
Department C
Connect In-DB Tool
Participant 11
Department B
Find Nearest Neighbors Tool
Participant 12
Department A
Report Map Tool
Participant List
Participant 1
1/6/2019
Walking
4.04
Participant 1
1/7/2019
Walking
2.9
Participant 1
1/8/2019
Walking
4.19
Participant 1
1/9/2019
Walking
2.58
Participant 1
1/10/2019
Walking
3.69
Participant 1
1/11/2019
Walking
4.03
Participant 1
1/12/2019
Walking/Running
4.77
Participant 1
1/13/2019
Walking
3.7
Participant 1
1/14/2019
Walking
3.87
Participant 1
1/15/2019
Walking
4.11
Participant 1
1/16/2019
Walking
3.79
Participant 1
1/17/2019
Walking
4.58
Participant 1
1/18/2019
Walking/Running
3.5
Participant 1
1/19/2019
Walking
3.93
Participant 1
1/20/2019
Walking
4.25
Participant 1
1/21/2019
Walking
3.61
Participant 1
1/22/2019
Walking/Running
4.26
Participant 1
1/23/2019
Walking
3.49
Participant 1
1/24/2019
Walking
3.67
Participant 1
1/25/2019
Walking
4.23
Participant 1
1/26/2019
Walking
4.18
Participant 1
1/27/2019
Walking
4.14
Participant 1
1/28/2019
Walking/Running
4.15
Participant 1
1/29/2019
Walking
3.22
Participant 1
1/30/2019
Walking
4.37
Participant 1
1/31/2019
Walking
3.63
Participant 1
2/1/2019
Walking/Running
3.42
Participant 1
2/2/2019
Walking/Running
4.53
Participant 1
2/3/2019
Walking/Running
4.52
Participant 1
2/4/2019
Walking
3.78
Participant 1
2/5/2019
Walking
3.68
Participant 1
2/6/2019
Walking/Running
3.92
Participant 1
2/7/2019
Walking
4.15
Participant 1
2/8/2019
Walking
3.83
Participant 1
2/9/2019
Walking
3.4
Participant 1
2/10/2019
Walking/Running
4.56
Participant 1
2/11/2019
Walking
4.16
Participant 1
2/12/2019
Walking
3.56
Participant 1
2/13/2019
Walking
3.94
Participant 1
2/14/2019
Walking
4.24
Participant 1
2/15/2019
Walking/Running
3.99
Participant 1
2/16/2019
Walking
3.87
Participant 1
2/17/2019
Walking
3.92
Participant 1
2/18/2019
Walking/Running
2.77
Participant 1
2/19/2019
Walking
3.79
Participant 1
2/20/2019
Walking
4.33
Participant 1
2/21/2019
Walking
4.5
Participant 1
2/22/2019
Walking
4.49
Participant 1
2/23/2019
Walking/Running
3.65
Participant 1
2/24/2019
Walking
3.24
Participant 1
2/25/2019
Walking/Running
4.24
Participant 1
2/26/2019
Walking
3.85
Participant 1
2/27/2019
Walking
2.89
Participant 1
2/28/2019
Walking
4.86
Participant 1
3/1/2019
Walking
4.72
Participant 1
3/2/2019
Walking
3.24
Participant 1
3/3/2019
Walking
3.17
Participant 1
3/4/2019
Walking
3.72
Participant 1
3/5/2019
Walking/Running
3.53
Participant 1
3/6/2019
Walking
3.03
Participant 1
3/7/2019
Walking
4.18
Participant 1
3/8/2019
Walking
3.92
Participant 1
3/9/2019
Walking
4.03
Participant 1
3/10/2019
Walking
3.77
Participant 1
3/11/2019
Walking/Running
3.55
Participant 1
3/12/2019
Walking
3.88
Participant 1
3/13/2019
Walking
3.94
Participant 1
3/14/2019
Walking
3.92
Participant 1
3/15/2019
Walking/Running
4.11
Participant 1
3/16/2019
Walking/Running
2.75
Participant 1
3/17/2019
Walking
4.11
Participant 1
3/18/2019
Walking
3.95
Participant 1
3/19/2019
Walking
4.18
Participant 1
3/20/2019
Walking
4.36
Participant 1
3/21/2019
Walking/Running
4.67
Participant 1
3/22/2019
Walking
4.36
Participant 1
3/23/2019
Walking/Running
4.59
Participant 1
3/24/2019
Walking
3.62
Participant 1
3/25/2019
Walking
3.43
Participant 1
3/26/2019
Walking/Running
3.59
Participant 1
3/27/2019
Walking
3.84
Participant 1
3/28/2019
Walking/Running
4.01
Participant 1
3/29/2019
Walking/Running
3.84
Participant 1
3/30/2019
Walking/Running
3.43
Participant 1
3/31/2019
Walking
3.51
Participant 1
4/1/2019
Walking
4.02
Participant 1
4/2/2019
Walking
3.71
Participant 1
4/3/2019
Walking
3.73
Participant 1
4/4/2019
Walking
3.91
Participant 1
4/5/2019
Walking/Running
3.77
Participant 1
4/6/2019
Walking
3.58
Participant 1
4/7/2019
Walking
4.3
Participant 1
4/8/2019
Walking
4.35
Participant 1
4/9/2019
Walking/Running
3.78
Participant 1
4/10/2019
Walking/Running
4.21
Participant 1
4/11/2019
Walking
4.17
Participant 1
4/12/2019
Walking
3.2
Participant 1
4/13/2019
Walking
3.6
Participant 1
4/14/2019
Walking/Running
4.11
Participant 1
4/15/2019
Walking
4.25
Participant 1
4/16/2019
Walking
3.77
Participant 1
4/17/2019
Walking/Running
3.77
Participant 1
4/18/2019
Walking
3.79
Participant 1
4/19/2019
Walking/Running
3.85
Participant 1
4/20/2019
Walking
4.02
Participant 10
1/6/2019
Walking/Running
0.8
Participant 10
1/7/2019
Walking
0.57
Participant 10
1/8/2019
Walking
0.61
Participant 10
1/9/2019
Walking
0.76
Participant 10
1/10/2019
Walking
0.88
Participant 10
1/11/2019
Walking
0.63
Participant 10
1/12/2019
Walking/Running
0.65
Participant 10
1/13/2019
Walking/Running
0.65
Participant 10
1/14/2019
Walking
0.63
Participant 10
1/15/2019
Walking
0.65
Participant 10
1/16/2019
Walking
0.66
Participant 10
1/17/2019
Walking
0.65
Participant 10
1/18/2019
Walking
0.8
Participant 10
1/19/2019
Walking/Running
0.65
Participant 10
1/20/2019
Walking/Running
0.76
Participant 10
1/21/2019
Walking
0.76
Participant 10
1/22/2019
Walking
0.7
Participant 10
1/23/2019
Walking
0.63
Participant 10
1/24/2019
Walking
0.66
Participant 10
1/25/2019
Walking
0.75
Participant 10
1/26/2019
Walking/Running
0.94
Participant 10
1/27/2019
Walking/Running
0.7
Participant 10
1/28/2019
Walking
0.6
Participant 10
1/29/2019
Walking
0.72
Participant 10
1/30/2019
Walking
0.66
Participant 10
1/31/2019
Walking
0.69
Participant 10
2/1/2019
Walking
0.66
Participant 10
2/2/2019
Walking/Running
0.64
Participant 10
2/3/2019
Walking/Running
0.57
Participant 10
2/4/2019
Walking
0.64
Participant 10
2/5/2019
Walking
0.2
Participant 10
2/6/2019
Walking
0.67
Participant 10
2/7/2019
Walking
0.7
Participant 10
2/8/2019
Walking
0.93
Participant 10
2/9/2019
Walking/Running
0.73
Participant 10
2/10/2019
Walking/Running
0.64
Participant 10
2/11/2019
Walking
0.61
Participant 10
2/12/2019
Walking
0.7
Participant 10
2/13/2019
Walking
0.68
Participant 10
2/14/2019
Walking
0.8
Participant 10
2/15/2019
Walking
0.69
Participant 10
2/16/2019
Walking/Running
0.63
Participant 10
2/17/2019
Walking/Running
0.77
Participant 10
2/18/2019
Walking
0.66
Participant 10
2/19/2019
Walking
0.81
Participant 10
2/20/2019
Walking
0.71
Participant 10
2/21/2019
Walking
0.65
Participant 10
2/22/2019
Walking
0.63
Participant 10
2/23/2019
Walking/Running
0.56
Participant 10
2/24/2019
Walking/Running
1.2
Participant 10
2/25/2019
Walking
0.66
Participant 10
2/26/2019
Walking
0.91
Participant 10
2/27/2019
Walking
0.6
Participant 10
2/28/2019
Walking
0.7
Participant 10
3/1/2019
Walking
0.63
Participant 10
3/2/2019
Walking/Running
0.72
Participant 10
3/3/2019
Walking/Running
0.67
Participant 10
3/4/2019
Walking
0.61
Participant 10
3/5/2019
Walking
0.72
Participant 10
3/6/2019
Walking
0.64
Participant 10
3/7/2019
Walking
0.68
Participant 10
3/8/2019
Walking
0.6
Participant 10
3/9/2019
Walking/Running
0.73
Participant 10
3/10/2019
Walking/Running
0.56
Participant 10
3/11/2019
Walking
0.35
Participant 10
3/12/2019
Walking
0.64
Participant 10
3/13/2019
Walking
0.63
Participant 10
3/14/2019
Walking
0.64
Participant 10
3/15/2019
Walking
0.88
Participant 10
3/16/2019
Walking/Running
0.69
Participant 10
3/17/2019
Walking/Running
0.57
Participant 10
3/18/2019
Walking
0.69
Participant 10
3/19/2019
Walking
0.67
Participant 10
3/20/2019
Walking
0.63
Participant 10
3/21/2019
Walking
0.63
Participant 10
3/22/2019
Walking
0.74
Participant 10
3/23/2019
Walking/Running
0.58
Participant 10
3/24/2019
Walking/Running
1.01
Participant 10
3/25/2019
Walking
0.62
Participant 10
3/26/2019
Walking
0.65
Participant 10
3/27/2019
Walking
0.77
Participant 10
3/28/2019
Walking
0.64
Participant 10
3/29/2019
Walking
0.66
Participant 10
3/30/2019
Walking/Running
0.65
Participant 10
3/31/2019
Walking/Running
0.67
Participant 10
4/1/2019
Walking
0.56
Participant 10
4/2/2019
Walking
0.79
Participant 10
4/3/2019
Walking
0.57
Participant 10
4/4/2019
Walking
0.65
Participant 10
4/5/2019
Walking
0.65
Participant 10
4/6/2019
Walking/Running
0.62
Participant 10
4/7/2019
Walking/Running
0.81
Participant 10
4/8/2019
Walking
0.61
Participant 10
4/9/2019
Walking
0.69
Participant 10
4/10/2019
Walking
0.52
Participant 10
4/11/2019
Walking
0.52
Participant 10
4/12/2019
Walking
0.7
Participant 10
4/13/2019
Walking/Running
0.56
Participant 10
4/14/2019
Walking/Running
0.65
Participant 10
4/15/2019
Walking
0.4
Participant 10
4/16/2019
Walking
0.63
Participant 10
4/17/2019
Walking
0.77
Participant 10
4/18/2019
Walking
0.79
Participant 10
4/19/2019
Walking
0.73
Participant 10
4/20/2019
Walking/Running
0.73
Participant 11
1/6/2019
Walking
0.5
Participant 11
1/7/2019
Walking
2.92
Participant 11
1/8/2019
Walking/Running
2.18
Participant 11
1/9/2019
Walking
2.46
Participant 11
1/10/2019
Walking
3.08
Participant 11
1/11/2019
Walking
2.45
Participant 11
1/12/2019
Walking/Biking
2.89
Participant 11
1/13/2019
Walking
2.94
Participant 11
1/14/2019
Walking/Running
3.33
Participant 11
1/15/2019
Walking/Running
2.41
Participant 11
1/16/2019
Walking
2.86
Participant 11
1/17/2019
Walking
2.24
Participant 11
1/18/2019
Walking
2.3
Participant 11
1/19/2019
Walking
2.85
Participant 11
1/20/2019
Walking
3.83
Participant 11
1/21/2019
Walking
2.36
Participant 11
1/22/2019
Walking
2.94
Participant 11
1/23/2019
Walking
3.25
Participant 11
1/24/2019
Walking/Biking
3.17
Participant 11
1/25/2019
Walking
2.63
Participant 11
1/26/2019
Walking
1.29
Participant 11
1/27/2019
Walking/Running
2.98
Participant 11
1/28/2019
Walking
2.8
Participant 11
1/29/2019
Walking
2.98
Participant 11
1/30/2019
Walking
2.63
Participant 11
1/31/2019
Walking
3.38
Participant 11
2/1/2019
Walking
2.76
Participant 11
2/2/2019
Walking
2.59
Participant 11
2/3/2019
Walking
2.77
Participant 11
2/4/2019
Walking
3.37
Participant 11
2/5/2019
Walking
2.81
Participant 11
2/6/2019
Walking
2.46
Participant 11
2/7/2019
Walking
2.73
Participant 11
2/8/2019
Walking
2.67
Participant 11
2/9/2019
Walking
3.99
Participant 11
2/10/2019
Walking/Running
2.59
Participant 11
2/11/2019
Walking
2.25
Participant 11
2/12/2019
Walking
2.72
Participant 11
2/13/2019
Walking
2.79
Participant 11
2/14/2019
Walking/Biking
2.57
Participant 11
2/15/2019
Walking/Running
3.14
Participant 11
2/16/2019
Walking
2.92
Participant 11
2/17/2019
Walking
2.8
Participant 11
2/18/2019
Walking
2.77
Participant 11
2/19/2019
Walking
4.08
Participant 11
2/20/2019
Walking
2.74
Participant 11
2/21/2019
Walking
2.21
Participant 11
2/22/2019
Walking
1.21
Participant 11
2/23/2019
Walking
2.91
Participant 11
2/24/2019
Walking
3.29
Participant 11
2/25/2019
Walking
4.61
Participant 11
2/26/2019
Walking/Running
2.73
Participant 11
2/27/2019
Walking
3.8
Participant 11
2/28/2019
Walking
2.78
Participant 11
3/1/2019
Walking
2.9
Participant 11
3/2/2019
Walking
2.88
Participant 11
3/3/2019
Walking
2.23
Participant 11
3/4/2019
Walking
2.56
Participant 11
3/5/2019
Walking/Biking
3.1
Participant 11
3/6/2019
Walking
2.95
Participant 11
3/7/2019
Walking
1.85
Participant 11
3/8/2019
Walking
2.52
Participant 11
3/9/2019
Walking
2.95
Participant 11
3/10/2019
Walking
2.61
Participant 11
3/11/2019
Walking
2.98
Participant 11
3/12/2019
Walking
3.21
Participant 11
3/13/2019
Walking
2.3
Participant 11
3/14/2019
Walking
2.63
Participant 11
3/15/2019
Walking
2.55
Participant 11
3/16/2019
Walking
2.62
Participant 11
3/17/2019
Walking
2.73
Participant 11
3/18/2019
Walking
4.39
Participant 11
3/19/2019
Walking
2.78
Participant 11
3/20/2019
Walking
2.57
Participant 11
3/21/2019
Walking
2.65
Participant 11
3/22/2019
Walking
2.37
Participant 11
3/23/2019
Walking
2.53
Participant 11
3/24/2019
Walking
3.16
Participant 11
3/25/2019
Walking/Running
2.95
Participant 11
3/26/2019
Walking
2.87
Participant 11
3/27/2019
Walking
2.84
Participant 11
3/28/2019
Walking
2.46
Participant 11
3/29/2019
Walking/Biking
2.74
Participant 11
3/30/2019
Walking
2.77
Participant 11
3/31/2019
Walking
2.51
Participant 11
4/1/2019
Walking
2.94
Participant 11
4/2/2019
Walking
2.82
Participant 11
4/3/2019
Walking
3.21
Participant 11
4/4/2019
Walking
3.14
Participant 11
4/5/2019
Walking
2.9
Participant 11
4/6/2019
Walking
2.8
Participant 11
4/7/2019
Walking
3.06
Participant 11
4/8/2019
Walking
2.65
Participant 11
4/9/2019
Walking
3.06
Participant 11
4/10/2019
Walking/Running
2.84
Participant 11
4/11/2019
Walking
2.55
Participant 11
4/12/2019
Walking
1.89
Participant 11
4/13/2019
Walking
2.6
Participant 11
4/14/2019
Walking
2.76
Participant 11
4/15/2019
Walking
2.55
Participant 11
4/16/2019
Walking/Running
2.97
Participant 11
4/17/2019
Walking
2.47
Participant 11
4/18/2019
Walking
2.99
Participant 11
4/19/2019
Walking/Running
3.2
Participant 11
4/20/2019
Walking/Biking
2.03
Participant 2
1/6/2019
Walking/Running
2.62
Participant 2
1/7/2019
Walking/Running
2.48
Participant 2
1/8/2019
Walking/Running
2.26
Participant 2
1/9/2019
Walking
2.35
Participant 2
1/10/2019
Walking
2.15
Participant 2
1/11/2019
Walking/Running
2.23
Participant 2
1/12/2019
Walking/Running
2.26
Participant 2
1/13/2019
Walking/Running
2.14
Participant 2
1/14/2019
Walking
2.53
Participant 2
1/15/2019
Walking
2.32
Participant 2
1/16/2019
Walking/Running
2.51
Participant 2
1/17/2019
Walking
2.41
Participant 2
1/18/2019
Walking
2.24
Participant 2
1/19/2019
Walking
2.25
Participant 2
1/20/2019
Walking
2.29
Participant 2
1/21/2019
Walking
2.13
Participant 2
1/22/2019
Walking
2.19
Participant 2
1/23/2019
Walking/Running
2.03
Participant 2
1/24/2019
Walking
2.15
Participant 2
1/25/2019
Walking
2.31
Participant 2
1/26/2019
Walking
2.36
Participant 2
1/27/2019
Walking/Running
1.91
Participant 2
1/28/2019
Walking/Running
2.01
Participant 2
1/29/2019
Walking/Running
1.33
Participant 2
1/30/2019
Walking
2.18
Participant 2
1/31/2019
Walking
2.3
Participant 2
2/1/2019
Walking
1.53
Participant 2
2/2/2019
Walking
2.08
Participant 2
2/3/2019
Walking/Running
2.04
Participant 2
2/4/2019
Walking
1.77
Participant 2
2/5/2019
Walking/Running
1.84
Participant 2
2/6/2019
Walking
2.27
Participant 2
2/7/2019
Walking
2.04
Participant 2
2/8/2019
Walking
2.98
Participant 2
2/9/2019
Walking/Running
2.36
Participant 2
2/10/2019
Walking/Running
2.1
Participant 2
2/11/2019
Walking/Running
2.25
Participant 2
2/12/2019
Walking
2.39
Participant 2
2/13/2019
Walking
2.32
Participant 2
2/14/2019
Walking/Running
2.39
Participant 2
2/15/2019
Walking/Running
2.56
Participant 2
2/16/2019
Walking/Running
2.18
Participant 2
2/17/2019
Walking/Running
2.43
Participant 2
2/18/2019
Walking
2
Participant 2
2/19/2019
Walking
1.84
Participant 2
2/20/2019
Walking
2.43
Participant 2
2/21/2019
Walking
2.31
Participant 2
2/22/2019
Walking
1.76
Participant 2
2/23/2019
Walking
2.36
Participant 2
2/24/2019
Walking
1.93
Participant 2
2/25/2019
Walking
2.32
Participant 2
2/26/2019
Walking
2.17
Participant 2
2/27/2019
Walking
2.33
Participant 2
2/28/2019
Walking
1.98
Participant 2
3/1/2019
Walking/Running
2.05
Participant 2
3/2/2019
Walking
2.2
Participant 2
3/3/2019
Walking
2.24
Participant 2
3/4/2019
Walking
2.53
Participant 2
3/5/2019
Walking/Running
2.08
Participant 2
3/6/2019
Walking
1.48
Participant 2
3/7/2019
Walking
2.33
Participant 2
3/8/2019
Walking
2.22
Participant 2
3/9/2019
Walking/Running
2.03
Participant 2
3/10/2019
Walking
2.57
Participant 2
3/11/2019
Walking
2.35
Participant 2
3/12/2019
Walking
2.52
Participant 2
3/13/2019
Walking
2.66
Participant 2
3/14/2019
Walking
2.15
Participant 2
3/15/2019
Walking
2.26
Participant 2
3/16/2019
Walking/Running
2.66
Participant 2
3/17/2019
Walking
2.44
Participant 2
3/18/2019
Walking/Running
2.13
Participant 2
3/19/2019
Walking/Running
1.57
Participant 2
3/20/2019
Walking
2.08
Participant 2
3/21/2019
Walking
2.29
Participant 2
3/22/2019
Walking
1.97
Participant 2
3/23/2019
Walking
2.02
Participant 2
3/24/2019
Walking/Running
2.48
Participant 2
3/25/2019
Walking/Running
1.84
Participant 2
3/26/2019
Walking
2.18
Participant 2
3/27/2019
Walking
2.18
Participant 2
3/28/2019
Walking
2.11
Participant 2
3/29/2019
Walking
2.47
Participant 2
3/30/2019
Walking
2.11
Participant 2
3/31/2019
Walking/Running
2.22
Participant 2
4/1/2019
Walking/Running
2.61
Participant 2
4/2/2019
Walking
1.93
Participant 2
4/3/2019
Walking
2.28
Participant 2
4/4/2019
Walking/Running
2.13
Participant 2
4/5/2019
Walking
1.93
Participant 2
4/6/2019
Walking
2.1
Participant 2
4/7/2019
Walking
2.56
Participant 2
4/8/2019
Walking
2.45
Participant 2
4/9/2019
Walking/Running
2.14
Participant 2
4/10/2019
Walking/Running
1.93
Participant 2
4/11/2019
Walking/Running
1.79
Participant 2
4/12/2019
Walking
2.27
Participant 2
4/13/2019
Walking
2.67
Participant 2
4/14/2019
Walking
0.96
Participant 2
4/15/2019
Walking/Running
2.36
Participant 2
4/16/2019
Walking
2.27
Participant 2
4/17/2019
Walking/Running
2.4
Participant 2
4/18/2019
Walking
2.29
Participant 2
4/19/2019
Walking
2.28
Participant 2
4/20/2019
Walking/Running
2.23
Participant 3
1/6/2019
Walking
2.92
Participant 3
1/7/2019
Walking
3.45
Participant 3
1/8/2019
Walking
2.96
Participant 3
1/9/2019
Walking
2.55
Participant 3
1/10/2019
Walking
2.01
Participant 3
1/11/2019
Walking
2.99
Participant 3
1/12/2019
Walking
2.3
Participant 3
1/13/2019
Walking
2.89
Participant 3
1/14/2019
Walking
3.17
Participant 3
1/15/2019
Walking
2.9
Participant 3
1/16/2019
Walking
2.53
Participant 3
1/17/2019
Walking
2.99
Participant 3
1/18/2019
Walking
2.82
Participant 3
1/19/2019
Walking
2.93
Participant 3
1/20/2019
Walking
2.74
Participant 3
1/21/2019
Walking
2.8
Participant 3
1/22/2019
Walking
2.99
Participant 3
1/23/2019
Walking
2.82
Participant 3
1/24/2019
Walking
2.99
Participant 3
1/25/2019
Walking
2.92
Participant 3
1/26/2019
Walking
3.01
Participant 3
1/27/2019
Walking
3.7
Participant 3
1/28/2019
Walking
2.7
Participant 3
1/29/2019
Walking
3.33
Participant 3
1/30/2019
Walking
2.91
Participant 3
1/31/2019
Walking
2.88
Participant 3
2/1/2019
Walking
3.96
Participant 3
2/2/2019
Walking
2.59
Participant 3
2/3/2019
Walking
2.61
Participant 3
2/4/2019
Walking
2.59
Participant 3
2/5/2019
Walking
2.72
Participant 3
2/6/2019
Walking
3.24
Participant 3
2/7/2019
Walking
2.28
Participant 3
2/8/2019
Walking
3.17
Participant 3
2/9/2019
Walking
3.03
Participant 3
2/10/2019
Walking
2.77
Participant 3
2/11/2019
Walking
3.35
Participant 3
2/12/2019
Walking
2.79
Participant 3
2/13/2019
Walking
3.86
Participant 3
2/14/2019
Walking
2.93
Participant 3
2/15/2019
Walking
3.06
Participant 3
2/16/2019
Walking
2.49
Participant 3
2/17/2019
Walking
2.9
Participant 3
2/18/2019
Walking
3.26
Participant 3
2/19/2019
Walking
2.95
Participant 3
2/20/2019
Walking
2.88
Participant 3
2/21/2019
Walking
3.05
Participant 3
2/22/2019
Walking
2.79
Participant 3
2/23/2019
Walking
3.52
Participant 3
2/24/2019
Walking
3.27
Participant 3
2/25/2019
Walking
2.86
Participant 3
2/26/2019
Walking
2.97
Participant 3
2/27/2019
Walking
2.89
Participant 3
2/28/2019
Walking
3.36
Participant 3
3/1/2019
Walking
3.26
Participant 3
3/2/2019
Walking
2.99
Participant 3
3/3/2019
Walking
2.96
Participant 3
3/4/2019
Walking
3.1
Participant 3
3/5/2019
Walking
2.93
Participant 3
3/6/2019
Walking
2.79
Participant 3
3/7/2019
Walking
2.83
Participant 3
3/8/2019
Walking
4.18
Participant 3
3/9/2019
Walking
3.22
Participant 3
3/10/2019
Walking
3.55
Participant 3
3/11/2019
Walking
3.38
Participant 3
3/12/2019
Walking
2.64
Participant 3
3/13/2019
Walking
2.79
Participant 3
3/14/2019
Walking
2.93
Participant 3
3/15/2019
Walking
2.61
Participant 3
3/16/2019
Walking
2.95
Participant 3
3/17/2019
Walking
2.6
Participant 3
3/18/2019
Walking
2.67
Participant 3
3/19/2019
Walking
3.52
Participant 3
3/20/2019
Walking
3.14
Participant 3
3/21/2019
Walking
1.74
Participant 3
3/22/2019
Walking
3.05
Participant 3
3/23/2019
Walking
2.95
Participant 3
3/24/2019
Walking
2.8
Participant 3
3/25/2019
Walking
1.61
Participant 3
3/26/2019
Walking
2.86
Participant 3
3/27/2019
Walking
3
Participant 3
3/28/2019
Walking
2.85
Participant 3
3/29/2019
Walking
3.09
Participant 3
3/30/2019
Walking
3.92
Participant 3
3/31/2019
Walking
3.21
Participant 3
4/1/2019
Walking
3.1
Participant 3
4/2/2019
Walking
2.88
Participant 3
4/3/2019
Walking
3.1
Participant 3
4/4/2019
Walking
3.14
Participant 3
4/5/2019
Walking
3.4
Participant 3
4/6/2019
Walking
3.06
Participant 3
4/7/2019
Walking
3.44
Participant 3
4/8/2019
Walking
2.86
Participant 3
4/9/2019
Walking
3.07
Participant 3
4/10/2019
Walking
3.3
Participant 3
4/11/2019
Walking
3.85
Participant 3
4/12/2019
Walking
2.87
Participant 3
4/13/2019
Walking
3.41
Participant 3
4/14/2019
Walking
2.73
Participant 3
4/15/2019
Walking
2.68
Participant 3
4/16/2019
Walking
4.34
Participant 3
4/17/2019
Walking
2.77
Participant 3
4/18/2019
Walking
3.13
Participant 3
4/19/2019
Walking
3.37
Participant 3
4/20/2019
Walking
3.21
Participant 4
1/6/2019
Walking
1.35
Participant 4
1/7/2019
Walking
1.59
Participant 4
1/8/2019
Walking
1.86
Participant 4
1/9/2019
Walking
1.77
Participant 4
1/10/2019
Walking
1.68
Participant 4
1/11/2019
Walking
1.7
Participant 4
1/12/2019
Walking
1.7
Participant 4
1/13/2019
Walking
1.8
Participant 4
1/14/2019
Walking
1.81
Participant 4
1/15/2019
Walking
1.75
Participant 4
1/16/2019
Walking
1.74
Participant 4
1/17/2019
Walking
1.64
Participant 4
1/18/2019
Walking
1.7
Participant 4
1/19/2019
Walking
1.84
Participant 4
1/20/2019
Walking
1.75
Participant 4
1/21/2019
Walking
1.6
Participant 4
1/22/2019
Walking
1.7
Participant 4
1/23/2019
Walking
1.77
Participant 4
1/24/2019
Walking
1.83
Participant 4
1/25/2019
Walking
1.7
Participant 4
1/26/2019
Walking
1.77
Participant 4
1/27/2019
Walking
1.47
Participant 4
1/28/2019
Walking
1.88
Participant 4
1/29/2019
Walking
1.74
Participant 4
1/30/2019
Walking
1.76
Participant 4
1/31/2019
Walking
1.6
Participant 4
2/1/2019
Walking
1.68
Participant 4
2/2/2019
Walking
1.5
Participant 4
2/3/2019
Walking
1.66
Participant 4
2/4/2019
Walking
1.77
Participant 4
2/5/2019
Walking
1.87
Participant 4
2/6/2019
Walking
2.5
Participant 4
2/7/2019
Walking
2.11
Participant 4
2/8/2019
Walking
1.81
Participant 4
2/9/2019
Walking
1.84
Participant 4
2/10/2019
Walking
1.48
Participant 4
2/11/2019
Walking
1.67
Participant 4
2/12/2019
Walking
1.99
Participant 4
2/13/2019
Walking
1.78
Participant 4
2/14/2019
Walking
1.58
Participant 4
2/15/2019
Walking
1.68
Participant 4
2/16/2019
Walking
1.76
Participant 4
2/17/2019
Walking
1.91
Participant 4
2/18/2019
Walking
1.91
Participant 4
2/19/2019
Walking
1.81
Participant 4
2/20/2019
Walking
2.01
Participant 4
2/21/2019
Walking
1.71
Participant 4
2/22/2019
Walking
1.48
Participant 4
2/23/2019
Walking
1.76
Participant 4
2/24/2019
Walking
1.64
Participant 4
2/25/2019
Walking
1.64
Participant 4
2/26/2019
Walking
1.68
Participant 4
2/27/2019
Walking
2.14
Participant 4
2/28/2019
Walking
0.9
Participant 4
3/1/2019
Walking
1.7
Participant 4
3/2/2019
Walking
1.67
Participant 4
3/3/2019
Walking
1.74
Participant 4
3/4/2019
Walking
1.64
Participant 4
3/5/2019
Walking
1.79
Participant 4
3/6/2019
Walking
1.79
Participant 4
3/7/2019
Walking
1.9
Participant 4
3/8/2019
Walking
1.79
Participant 4
3/9/2019
Walking
2.52
Participant 4
3/10/2019
Walking
2.19
Participant 4
3/11/2019
Walking
1.55
Participant 4
3/12/2019
Walking
1.76
Participant 4
3/13/2019
Walking
1.6
Participant 4
3/14/2019
Walking
1.38
Participant 4
3/15/2019
Walking
1.71
Participant 4
3/16/2019
Walking
1.65
Participant 4
3/17/2019
Walking
1.9
Participant 4
3/18/2019
Walking
1.75
Participant 4
3/19/2019
Walking
1.79
Participant 4
3/20/2019
Walking
1.71
Participant 4
3/21/2019
Walking
1.81
Participant 4
3/22/2019
Walking
1.63
Participant 4
3/23/2019
Walking
2.06
Participant 4
3/24/2019
Walking
1.97
Participant 4
3/25/2019
Walking
2.06
Participant 4
3/26/2019
Walking
1.56
Participant 4
3/27/2019
Walking
1.86
Participant 4
3/28/2019
Walking
1.3
Participant 4
3/29/2019
Walking
1.74
Participant 4
3/30/2019
Walking
1.51
Participant 4
3/31/2019
Walking
1.51
Participant 4
4/1/2019
Walking
2.37
Participant 4
4/2/2019
Walking
1.97
Participant 4
4/3/2019
Walking
2.34
Participant 4
4/4/2019
Walking
1.57
Participant 4
4/5/2019
Walking
1.63
Participant 4
4/6/2019
Walking
1.86
Participant 4
4/7/2019
Walking
1.76
Participant 4
4/8/2019
Walking
1.98
Participant 4
4/9/2019
Walking
1.69
Participant 4
4/10/2019
Walking
1.86
Participant 4
4/11/2019
Walking
1.46
Participant 4
4/12/2019
Walking
1.7
Participant 4
4/13/2019
Walking
1.8
Participant 4
4/14/2019
Walking
1.94
Participant 4
4/15/2019
Walking
1.46
Participant 4
4/16/2019
Walking
1.47
Participant 4
4/17/2019
Walking
1.57
Participant 4
4/18/2019
Walking
1.77
Participant 4
4/19/2019
Walking
1.59
Participant 4
4/20/2019
Walking
1.71
Participant 12
1/6/2019
Walking
3.19
Participant 12
1/7/2019
Walking
3.26
Participant 12
1/8/2019
Walking
3.02
Participant 12
1/9/2019
Walking
4.62
Participant 12
1/10/2019
Walking
3.62
Participant 12
1/11/2019
Walking
3.03
Participant 12
1/12/2019
Walking
2.42
Participant 12
1/13/2019
Walking
3.72
Participant 12
1/14/2019
Walking
3.11
Participant 12
1/15/2019
Walking
3.64
Participant 12
1/16/2019
Walking
3.29
Participant 12
1/17/2019
Walking
3.59
Participant 12
1/18/2019
Walking
3.22
Participant 12
1/19/2019
Walking
3.2
Participant 12
1/20/2019
Walking
3.19
Participant 12
1/21/2019
Walking
2.92
Participant 12
1/22/2019
Walking
3.16
Participant 12
1/23/2019
Walking
3.42
Participant 12
1/24/2019
Walking
2.5
Participant 12
1/25/2019
Walking
3.03
Participant 12
1/26/2019
Walking
3.1
Participant 12
1/27/2019
Walking
3.35
Participant 12
1/28/2019
Walking
3.23
Participant 12
1/29/2019
Walking
3.3
Participant 12
1/30/2019
Walking
3.3
Participant 12
1/31/2019
Walking
3.44
Participant 12
2/1/2019
Walking
3.19
Participant 12
2/2/2019
Walking
3.16
Participant 12
2/3/2019
Walking
3.55
Participant 12
2/4/2019
Walking
3.23
Participant 12
2/5/2019
Walking
3.21
Participant 12
2/6/2019
Walking
2.64
Participant 12
2/7/2019
Walking
3.38
Participant 12
2/8/2019
Walking
3.2
Participant 12
2/9/2019
Walking
3.43
Participant 12
2/10/2019
Walking
3.69
Participant 12
2/11/2019
Walking
3.11
Participant 12
2/12/2019
Walking
3.45
Participant 12
2/13/2019
Walking
3.24
Participant 12
2/14/2019
Walking
3.06
Participant 12
2/15/2019
Walking
3.3
Participant 12
2/16/2019
Walking
3.38
Participant 12
2/17/2019
Walking
3.19
Participant 12
2/18/2019
Walking
3.1
Participant 12
2/19/2019
Walking
3.51
Participant 12
2/20/2019
Walking
3.16
Participant 12
2/21/2019
Walking
3.11
Participant 12
2/22/2019
Walking
2.73
Participant 12
2/23/2019
Walking
3.36
Participant 12
2/24/2019
Walking
3.1
Participant 12
2/25/2019
Walking
2.85
Participant 12
2/26/2019
Walking
3.13
Participant 12
2/27/2019
Walking
3.14
Participant 12
2/28/2019
Walking
3.25
Participant 12
3/1/2019
Walking
3.58
Participant 12
3/2/2019
Walking
3.02
Participant 12
3/3/2019
Walking
3.23
Participant 12
3/4/2019
Walking
3.72
Participant 12
3/5/2019
Walking
3.67
Participant 12
3/6/2019
Walking
3.26
Participant 12
3/7/2019
Walking
3.14
Participant 12
3/8/2019
Walking
3.11
Participant 12
3/9/2019
Walking
3.24
Participant 12
3/10/2019
Walking
3.03
Participant 12
3/11/2019
Walking
3.3
Participant 12
3/12/2019
Walking
3.59
Participant 12
3/13/2019
Walking
2.99
Participant 12
3/14/2019
Walking
3.53
Participant 12
3/15/2019
Walking
3.74
Participant 12
3/16/2019
Walking
3.16
Participant 12
3/17/2019
Walking
3.23
Participant 12
3/18/2019
Walking
2.98
Participant 12
3/19/2019
Walking
2.43
Participant 12
3/20/2019
Walking
3.68
Participant 12
3/21/2019
Walking
3.09
Participant 12
3/22/2019
Walking
3.1
Participant 12
3/23/2019
Walking
3.03
Participant 12
3/24/2019
Walking
3.17
Participant 12
3/25/2019
Walking
3.01
Participant 12
3/26/2019
Walking
3.26
Participant 12
3/27/2019
Walking
3.64
Participant 12
3/28/2019
Walking
3.9
Participant 12
3/29/2019
Walking
3.7
Participant 12
3/30/2019
Walking
3.21
Participant 12
3/31/2019
Walking
2.37
Participant 12
4/1/2019
Walking
3.13
Participant 12
4/2/2019
Walking
4.92
Participant 12
4/3/2019
Walking
3
Participant 12
4/4/2019
Walking
2.7
Participant 12
4/5/2019
Walking
3.22
Participant 12
4/6/2019
Walking
2.93
Participant 12
4/7/2019
Walking
2.95
Participant 12
4/8/2019
Walking
3.24
Participant 12
4/9/2019
Walking
3.12
Participant 12
4/10/2019
Walking
3.38
Participant 12
4/11/2019
Walking
3.36
Participant 12
4/12/2019
Walking
3.06
Participant 12
4/13/2019
Walking
3.27
Participant 12
4/14/2019
Walking
3.78
Participant 12
4/15/2019
Walking
3.32
Participant 12
4/16/2019
Walking
3.16
Participant 12
4/17/2019
Walking
3.23
Participant 12
4/18/2019
Walking
4.01
Participant 12
4/19/2019
Walking
5.24
Participant 12
4/20/2019
Walking
3.13
Participant 6
1/6/2019
Walking
3.93117478510029
Participant 6
1/7/2019
Walking/Running
3.77914040114613
Participant 6
1/8/2019
Walking
3.61624641833811
Participant 6
1/9/2019
Walking
3.61624641833811
Participant 6
1/10/2019
Walking
3.25787965616046
Participant 6
1/11/2019
Walking/Running
3.5510888252149
Participant 6
1/12/2019
Walking
3.36647564469914
Participant 6
1/13/2019
Walking
3.77914040114613
Participant 6
1/14/2019
Walking
3.48593123209169
Participant 6
1/15/2019
Walking
3.56194842406877
Participant 6
1/16/2019
Walking/Running
3.32303724928367
Participant 6
1/17/2019
Walking/Running
3.56194842406877
Participant 6
1/18/2019
Walking
3.63796561604585
Participant 6
1/19/2019
Walking
3.39905444126074
Participant 6
1/20/2019
Walking
3.5510888252149
Participant 6
1/21/2019
Walking
4.89767908309456
Participant 6
1/22/2019
Walking
3.46421203438395
Participant 6
1/23/2019
Walking
4.34383954154728
Participant 6
1/24/2019
Walking
3.64882521489971
Participant 6
1/25/2019
Walking
3.92031518624642
Participant 6
1/26/2019
Walking
3.36647564469914
Participant 6
1/27/2019
Walking
3.69226361031519
Participant 6
1/28/2019
Walking
3.93117478510029
Participant 6
1/29/2019
Walking/Running
3.3447564469914
Participant 6
1/30/2019
Walking
3.80085959885387
Participant 6
1/31/2019
Walking
3.80085959885387
Participant 6
2/1/2019
Walking
3.48593123209169
Participant 6
2/2/2019
Walking
3.5510888252149
Participant 6
2/3/2019
Walking
3.50765042979943
Participant 6
2/4/2019
Walking
3.62710601719198
Participant 6
2/5/2019
Walking
3.5836676217765
Participant 6
2/6/2019
Walking
3.70312320916905
Participant 6
2/7/2019
Walking
3.33389684813754
Participant 6
2/8/2019
Walking
3.50765042979943
Participant 6
2/9/2019
Walking
3.12756446991404
Participant 6
2/10/2019
Walking
3.87687679083095
Participant 6
2/11/2019
Walking
3.63796561604585
Participant 6
2/12/2019
Walking/Running
3.87687679083095
Participant 6
2/13/2019
Walking/Running
2.76919770773639
Participant 6
2/14/2019
Walking
3.85515759312321
Participant 6
2/15/2019
Walking
3.80085959885387
Participant 6
2/16/2019
Walking
3.09498567335244
Participant 6
2/17/2019
Walking
3.72484240687679
Participant 6
2/18/2019
Walking
3.37733524355301
Participant 6
2/19/2019
Walking
3.37733524355301
Participant 6
2/20/2019
Walking
4.45243553008596
Participant 6
2/21/2019
Walking
3.83343839541547
Participant 6
2/22/2019
Walking
3.94203438395415
Participant 6
2/23/2019
Walking
2.81263610315186
Participant 6
2/24/2019
Walking
3.25787965616046
Participant 6
2/25/2019
Walking
2.89951289398281
Participant 6
2/26/2019
Walking
3.71398280802292
Participant 6
2/27/2019
Walking
3.7574212034384
Participant 6
2/28/2019
Walking
3.72484240687679
Participant 6
3/1/2019
Walking
3.16014326647564
Participant 6
3/2/2019
Walking/Running
4.5067335243553
Participant 6
3/3/2019
Walking
3.46421203438395
Participant 6
3/4/2019
Walking
3.49679083094556
Participant 6
3/5/2019
Walking
3.65968481375358
Participant 6
3/6/2019
Walking
3.70312320916905
Participant 6
3/7/2019
Walking
3.7574212034384
Participant 6
3/8/2019
Walking
3.22530085959885
Participant 6
3/9/2019
Walking
3.74656160458453
Participant 6
3/10/2019
Walking
3.47507163323782
Participant 6
3/11/2019
Walking/Running
3.71398280802292
Participant 6
3/12/2019
Walking
3.54022922636103
Participant 6
3/13/2019
Walking
3.43163323782235
Participant 6
3/14/2019
Walking
4.10492836676218
Participant 6
3/15/2019
Walking
3.57280802292264
Participant 6
3/16/2019
Walking
3.60538681948424
Participant 6
3/17/2019
Walking
0.999083094555874
Participant 6
3/18/2019
Walking
4.14836676217765
Participant 6
3/19/2019
Walking
3.67054441260745
Participant 6
3/20/2019
Walking
3.33389684813754
Participant 6
3/21/2019
Walking
3.98547277936963
Participant 6
3/22/2019
Walking
3.23616045845272
Participant 6
3/23/2019
Walking
3.8225787965616
Participant 6
3/24/2019
Walking
3.92031518624642
Participant 6
3/25/2019
Walking
4.27868194842407
Participant 6
3/26/2019
Walking/Running
4.77822349570201
Participant 6
3/27/2019
Walking
3.60538681948424
Participant 6
3/28/2019
Walking
3.8225787965616
Participant 6
3/29/2019
Walking
3.8225787965616
Participant 6
3/30/2019
Walking
4.00719197707736
Participant 6
3/31/2019
Walking
3.5836676217765
Participant 6
4/1/2019
Walking
3.42077363896848
Participant 6
4/2/2019
Walking
3.47507163323782
Participant 6
4/3/2019
Walking
3.02982808022923
Participant 6
4/4/2019
Walking
4.55017191977077
Participant 6
4/5/2019
Walking
1.70495702005731
Participant 6
4/6/2019
Walking
3.27959885386819
Participant 6
4/7/2019
Walking
3.83343839541547
Participant 6
4/8/2019
Walking
3.79
Participant 6
4/9/2019
Walking
3.67054441260745
Participant 6
4/10/2019
Walking
3.64882521489971
Participant 6
4/11/2019
Walking
4.28954154727794
Participant 6
4/12/2019
Walking
3.70312320916905
Participant 6
4/13/2019
Walking
3.77914040114613
Participant 6
4/14/2019
Walking/Running
3.52936962750716
Participant 6
4/15/2019
Walking
3.37733524355301
Participant 6
4/16/2019
Walking
3.76828080229226
Participant 6
4/17/2019
Walking
3.19272206303725
Participant 6
4/18/2019
Walking
3.8225787965616
Participant 6
4/19/2019
Walking
3.38819484240688
Participant 6
4/20/2019
Walking
4.41985673352436
Participant 7
1/6/2019
Walking/Gym
3.84
Participant 7
1/7/2019
Walking
3.58
Participant 7
1/8/2019
Walking
4.43
Participant 7
1/9/2019
Walking
4.06
Participant 7
1/10/2019
Walking
4.08
Participant 7
1/11/2019
Walking/Gym
4.28
Participant 7
1/12/2019
Walking
4.72
Participant 7
1/13/2019
Walking/Gym
4.24
Participant 7
1/14/2019
Walking
4.81
Participant 7
1/15/2019
Walking/Gym
4.21
Participant 7
1/16/2019
Walking/Gym
3.69
Participant 7
1/17/2019
Walking/Gym
4.16
Participant 7
1/18/2019
Walking/Gym
4.18
Participant 7
1/19/2019
Walking
5.11
Participant 7
1/20/2019
Walking/Gym
4.34
Participant 7
1/21/2019
Walking/Gym
4.1
Participant 7
1/22/2019
Walking
4.44
Participant 7
1/23/2019
Walking
3.31
Participant 7
1/24/2019
Walking/Gym
3.64
Participant 7
1/25/2019
Walking/Gym
4.21
Participant 7
1/26/2019
Walking/Gym
4.42
Participant 7
1/27/2019
Walking
4.52
Participant 7
1/28/2019
Walking/Gym
4.03
Participant 7
1/29/2019
Walking/Gym
3.8
Participant 7
1/30/2019
Walking
4.03
Participant 7
1/31/2019
Walking
6.77
Participant 7
2/1/2019
Walking
3.65
Participant 7
2/2/2019
Walking/Gym
3.95
Participant 7
2/3/2019
Walking/Gym
4.08
Participant 7
2/4/2019
Walking
4.27
Participant 7
2/5/2019
Walking/Gym
3.93
Participant 7
2/6/2019
Walking
3.78
Participant 7
2/7/2019
Walking/Gym
4.05
Participant 7
2/8/2019
Walking/Gym
5.1
Participant 7
2/9/2019
Walking
4.41
Participant 7
2/10/2019
Walking
4.3
Participant 7
2/11/2019
Walking
3.26
Participant 7
2/12/2019
Walking
4.01
Participant 7
2/13/2019
Walking/Gym
2.85
Participant 7
2/14/2019
Walking/Gym
4.57
Participant 7
2/15/2019
Walking/Gym
4.28
Participant 7
2/16/2019
Walking/Gym
4.12
Participant 7
2/17/2019
Walking
3.87
Participant 7
2/18/2019
Walking
4.2
Participant 7
2/19/2019
Walking
3.86
Participant 7
2/20/2019
Walking/Gym
3.68
Participant 7
2/21/2019
Walking
4.32
Participant 7
2/22/2019
Walking
3.88
Participant 7
2/23/2019
Walking/Gym
4.52
Participant 7
2/24/2019
Walking
4.11
Participant 7
2/25/2019
Walking
4.14
Participant 7
2/26/2019
Walking/Gym
4.11
Participant 7
2/27/2019
Walking/Gym
3.98
Participant 7
2/28/2019
Walking
3.85
Participant 7
3/1/2019
Walking
4.47
Participant 7
3/2/2019
Walking/Gym
3.17
Participant 7
3/3/2019
Walking/Gym
4.48
Participant 7
3/4/2019
Walking/Gym
4.29
Participant 7
3/5/2019
Walking/Gym
4.8
Participant 7
3/6/2019
Walking/Gym
4.8
Participant 7
3/7/2019
Walking
4.09
Participant 7
3/8/2019
Walking/Gym
3.76
Participant 7
3/9/2019
Walking
4.37
Participant 7
3/10/2019
Walking
4.47
Participant 7
3/11/2019
Walking/Gym
3.68
Participant 7
3/12/2019
Walking
3.69
Participant 7
3/13/2019
Walking
5.17
Participant 7
3/14/2019
Walking/Gym
4.44
Participant 7
3/15/2019
Walking/Gym
4.13
Participant 7
3/16/2019
Walking/Gym
3.91
Participant 7
3/17/2019
Walking
4.16
Participant 7
3/18/2019
Walking/Gym
4.08
Participant 7
3/19/2019
Walking
4.26
Participant 7
3/20/2019
Walking/Gym
4.05
Participant 7
3/21/2019
Walking
4.41
Participant 7
3/22/2019
Walking/Gym
4.7
Participant 7
3/23/2019
Walking
4.59
Participant 7
3/24/2019
Walking
4.92
Participant 7
3/25/2019
Walking/Gym
4.21
Participant 7
3/26/2019
Walking/Gym
3.98
Participant 7
3/27/2019
Walking
5.05
Participant 7
3/28/2019
Walking
2.76
Participant 7
3/29/2019
Walking
3.82
Participant 7
3/30/2019
Walking/Gym
4.19
Participant 7
3/31/2019
Walking/Gym
4.33
Participant 7
4/1/2019
Walking/Gym
3.7
Participant 7
4/2/2019
Walking
4.19
Participant 7
4/3/2019
Walking/Gym
4.39
Participant 7
4/4/2019
Walking
4.45
Participant 7
4/5/2019
Walking/Gym
4.43
Participant 7
4/6/2019
Walking
4.25
Participant 7
4/7/2019
Walking/Gym
3.49
Participant 7
4/8/2019
Walking/Gym
4.15
Participant 7
4/9/2019
Walking/Gym
4.11
Participant 7
4/10/2019
Walking
3.91
Participant 7
4/11/2019
Walking/Gym
4.25
Participant 7
4/12/2019
Walking/Gym
4.34
Participant 7
4/13/2019
Walking
4.48
Participant 7
4/14/2019
Walking/Gym
4.33
Participant 7
4/15/2019
Walking
3.78
Participant 7
4/16/2019
Walking
4.59
Participant 7
4/17/2019
Walking/Gym
4.67
Participant 7
4/18/2019
Walking/Gym
4.71
Participant 7
4/19/2019
Walking
4.4
Participant 7
4/20/2019
Walking
4.45
Participant 8
1/6/2019
Walking
3.24
Participant 8
1/7/2019
Walking
4.75
Participant 8
1/8/2019
Walking
3.27
Participant 8
1/9/2019
Walking
2.99
Participant 8
1/10/2019
Walking
3.12
Participant 8
1/11/2019
Walking
3.47
Participant 8
1/12/2019
Walking
3.4
Participant 8
1/13/2019
Walking
3.32
Participant 8
1/14/2019
Walking
3.53
Participant 8
1/15/2019
Walking
3.62
Participant 8
1/16/2019
Walking
4.47
Participant 8
1/17/2019
Walking
2.93
Participant 8
1/18/2019
Walking
2.99
Participant 8
1/19/2019
Walking
3.14
Participant 8
1/20/2019
Walking
3.6
Participant 8
1/21/2019
Walking
3.34
Participant 8
1/22/2019
Walking
3.39
Participant 8
1/23/2019
Walking
2.8
Participant 8
1/24/2019
Walking
3.82
Participant 8
1/25/2019
Walking
3.05
Participant 8
1/26/2019
Walking
3.61
Participant 8
1/27/2019
Walking
3.3
Participant 8
1/28/2019
Walking
3.68
Participant 8
1/29/2019
Walking
3.43
Participant 8
1/30/2019
Walking
3.59
Participant 8
1/31/2019
Walking
3.18
Participant 8
2/1/2019
Walking
3.8
Participant 8
2/2/2019
Walking
2.63
Participant 8
2/3/2019
Walking
4.07
Participant 8
2/4/2019
Walking
3.32
Participant 8
2/5/2019
Walking
3.05
Participant 8
2/6/2019
Walking
3.53
Participant 8
2/7/2019
Walking
3.59
Participant 8
2/8/2019
Walking
3.37
Participant 8
2/9/2019
Walking
3.64
Participant 8
2/10/2019
Walking
3.36
Participant 8
2/11/2019
Walking
3.27
Participant 8
2/12/2019
Walking
3.42
Participant 8
2/13/2019
Walking
3.23
Participant 8
2/14/2019
Walking
3.47
Participant 8
2/15/2019
Walking
4.01
Participant 8
2/16/2019
Walking
3.78
Participant 8
2/17/2019
Walking
3.19
Participant 8
2/18/2019
Walking
3.18
Participant 8
2/19/2019
Walking
3.22
Participant 8
2/20/2019
Walking
1.71
Participant 8
2/21/2019
Walking
3.18
Participant 8
2/22/2019
Walking
3.84
Participant 8
2/23/2019
Walking
3.95
Participant 8
2/24/2019
Walking
3.56
Participant 8
2/25/2019
Walking
3.9
Participant 8
2/26/2019
Walking
2.17
Participant 8
2/27/2019
Walking
3.51
Participant 8
2/28/2019
Walking
3.35
Participant 8
3/1/2019
Walking
3.42
Participant 8
3/2/2019
Walking
4
Participant 8
3/3/2019
Walking
3.62
Participant 8
3/4/2019
Walking
4.19
Participant 8
3/5/2019
Walking
3.45
Participant 8
3/6/2019
Walking
3
Participant 8
3/7/2019
Walking
3.54
Participant 8
3/8/2019
Walking
3.76
Participant 8
3/9/2019
Walking
3.71
Participant 8
3/10/2019
Walking
3.54
Participant 8
3/11/2019
Walking
3.38
Participant 8
3/12/2019
Walking
3.67
Participant 8
3/13/2019
Walking
3.53
Participant 8
3/14/2019
Walking
3.43
Participant 8
3/15/2019
Walking
1.33
Participant 8
3/16/2019
Walking
3.67
Participant 8
3/17/2019
Walking
3.41
Participant 8
3/18/2019
Walking
3.25
Participant 8
3/19/2019
Walking
3.84
Participant 8
3/20/2019
Walking
3.21
Participant 8
3/21/2019
Walking
3.04
Participant 8
3/22/2019
Walking
3.46
Participant 8
3/23/2019
Walking
3.84
Participant 8
3/24/2019
Walking
3.6
Participant 8
3/25/2019
Walking
2.89
Participant 8
3/26/2019
Walking
3.47
Participant 8
3/27/2019
Walking
3.1
Participant 8
3/28/2019
Walking
3.34
Participant 8
3/29/2019
Walking
2.96
Participant 8
3/30/2019
Walking
3.4
Participant 8
3/31/2019
Walking
3.51
Participant 8
4/1/2019
Walking
3.65
Participant 8
4/2/2019
Walking
3.55
Participant 8
4/3/2019
Walking
3.53
Participant 8
4/4/2019
Walking
3.33
Participant 8
4/5/2019
Walking
3.12
Participant 8
4/6/2019
Walking
3.27
Participant 8
4/7/2019
Walking
3.09
Participant 8
4/8/2019
Walking
3.12
Participant 8
4/9/2019
Walking
4.2
Participant 8
4/10/2019
Walking
3.16
Participant 8
4/11/2019
Walking
2.29
Participant 8
4/12/2019
Walking
3.47
Participant 8
4/13/2019
Walking
3.53
Participant 8
4/14/2019
Walking
3.29
Participant 8
4/15/2019
Walking
3.69
Participant 8
4/16/2019
Walking
3.42
Participant 8
4/17/2019
Walking
2.97
Participant 8
4/18/2019
Walking
3.61
Participant 8
4/19/2019
Walking
3.33
Participant 8
4/20/2019
Walking
1.3
Participant 9
1/6/2019
Walking
2.4
Participant 9
1/7/2019
Walking
2.34
Participant 9
1/8/2019
Walking
2.25
Participant 9
1/9/2019
Walking
2.83
Participant 9
1/10/2019
Walking
2.53
Participant 9
1/11/2019
Walking
2.07
Participant 9
1/12/2019
Walking
2.42
Participant 9
1/13/2019
Walking
2.38
Participant 9
1/14/2019
Walking
2.4
Participant 9
1/15/2019
Walking
2.38
Participant 9
1/16/2019
Walking
2.7
Participant 9
1/17/2019
Walking
2.34
Participant 9
1/18/2019
Walking
2.51
Participant 9
1/19/2019
Walking
2.26
Participant 9
1/20/2019
Walking
2.09
Participant 9
1/21/2019
Walking
2.2
Participant 9
1/22/2019
Walking
1.75
Participant 9
1/23/2019
Walking
2.38
Participant 9
1/24/2019
Walking
2.41
Participant 9
1/25/2019
Walking
2.21
Participant 9
1/26/2019
Walking
2.28
Participant 9
1/27/2019
Walking
2.12
Participant 9
1/28/2019
Walking
2.3
Participant 9
1/29/2019
Walking
2.14
Participant 9
1/30/2019
Walking
2.46
Participant 9
1/31/2019
Walking
2.18
Participant 9
2/1/2019
Walking
2.33
Participant 9
2/2/2019
Walking
2.29
Participant 9
2/3/2019
Walking
2.6
Participant 9
2/4/2019
Walking
2.98
Participant 9
2/5/2019
Walking
2.18
Participant 9
2/6/2019
Walking
2.94
Participant 9
2/7/2019
Walking
2.31
Participant 9
2/8/2019
Walking
2.35
Participant 9
2/9/2019
Walking
2.5
Participant 9
2/10/2019
Walking
2.37
Participant 9
2/11/2019
Walking
2.37
Participant 9
2/12/2019
Walking
2.58
Participant 9
2/13/2019
Walking
2.32
Participant 9
2/14/2019
Walking
2.06
Participant 9
2/15/2019
Walking
2.47
Participant 9
2/16/2019
Walking
1.95
Participant 9
2/17/2019
Walking
2.51
Participant 9
2/18/2019
Walking
2.27
Participant 9
2/19/2019
Walking
2.02
Participant 9
2/20/2019
Walking
2.31
Participant 9
2/21/2019
Walking
2.54
Participant 9
2/22/2019
Walking
2.31
Participant 9
2/23/2019
Walking
2.1
Participant 9
2/24/2019
Walking
2.51
Participant 9
2/25/2019
Walking
1.95
Participant 9
2/26/2019
Walking
2.29
Participant 9
2/27/2019
Walking
2.62
Participant 9
2/28/2019
Walking
2.19
Participant 9
3/1/2019
Walking
2.42
Participant 9
3/2/2019
Walking
2.52
Participant 9
3/3/2019
Walking
2
Participant 9
3/4/2019
Walking
2.79
Participant 9
3/5/2019
Walking
2.3
Participant 9
3/6/2019
Walking
1.59
Participant 9
3/7/2019
Walking
2.37
Participant 9
3/8/2019
Walking
2.16
Participant 9
3/9/2019
Walking
2.09
Participant 9
3/10/2019
Walking
1.95
Participant 9
3/11/2019
Walking
2.18
Participant 9
3/12/2019
Walking
2.18
Participant 9
3/13/2019
Walking
2.25
Participant 9
3/14/2019
Walking/Tennis
2.26
Participant 9
3/15/2019
Walking
2.55
Participant 9
3/16/2019
Walking/Tennis
2.42
Participant 9
3/17/2019
Walking
2.47
Participant 9
3/18/2019
Walking
2.07
Participant 9
3/19/2019
Walking
2.46
Participant 9
3/20/2019
Walking
2.83
Participant 9
3/21/2019
Walking/Tennis
2.47
Participant 9
3/22/2019
Walking
2.28
Participant 9
3/23/2019
Walking/Tennis
2.42
Participant 9
3/24/2019
Walking
2.22
Participant 9
3/25/2019
Walking
2.13
Participant 9
3/26/2019
Walking
2.37
Participant 9
3/27/2019
Walking
2.07
Participant 9
3/28/2019
Walking/Tennis
2.31
Participant 9
3/29/2019
Walking
1.81
Participant 9
3/30/2019
Walking/Tennis
2.19
Participant 9
3/31/2019
Walking
2.72
Participant 9
4/1/2019
Walking
2.06
Participant 9
4/2/2019
Walking
0.55
Participant 9
4/3/2019
Walking
2.29
Participant 9
4/4/2019
Walking/Tennis
2.37
Participant 9
4/5/2019
Walking
2.32
Participant 9
4/6/2019
Walking/Tennis
2.37
Participant 9
4/7/2019
Walking
2.29
Participant 9
4/8/2019
Walking
2.47
Participant 9
4/9/2019
Walking
2.15
Participant 9
4/10/2019
Walking
2.05
Participant 9
4/11/2019
Walking/Tennis
2.53
Participant 9
4/12/2019
Walking
2.02
Participant 9
4/13/2019
Walking/Tennis
2.33
Participant 9
4/14/2019
Walking
2.04
Participant 9
4/15/2019
Walking
2.41
Participant 9
4/16/2019
Walking
2.4
Participant 9
4/17/2019
Walking
2.2
Participant 9
4/18/2019
Walking/Tennis
2.81
Participant 9
4/19/2019
Walking/Gym
2.54
Participant 9
4/20/2019
Walking/Tennis
2.49
Activity Log
Horizontal
challenge_166_start_file_Karam