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/
_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
Double
node_order
End
SpatialObj
536870911
Empty
[Row+1:Centroid]
[Row+1:Centroid]
C:\Users\Nick\AppData\Local\Temp\Engine_27612_c5d9349f0e09488cb209ae007f8f82f8_\Engine_15088_9f2fca0e9c9141289c983c6ca2ac7eb8_.yxdb
Single
Map
Centroid
End
Latest
Miles
node_order - Descending
Start = If [RecordID] == 1 THEN ST_StartPoint([Centroid]) ELSE Null() ENDIF
EndP...
RecordID
1
Int32
6
0
Start
New Field
Int32
4
Empty
IF IsNull([Start]) THEN [Row-1:End] ELSE [Start] ENDIF
IF IsNull([Start]) THEN [Row-1:End] ELSE [Start] ENDIF
Warning
All
ByName
Max_RunTot_Miles = IF IsNull([Max_RunTot_Miles]) THEN 0 ELSE [Max_RunTot_Miles] ...
Max_RunTot_Miles - Ascending
Participant 5
Department B
Formula Tool
0
1
1858086347
{ "type": "Point", "coordinates": [ -91.412688, 31.554441 ] }
Participant 10
Department C
Connect In-DB Tool
71.0299999999991
1059
125151002
{ "type": "Point", "coordinates": [ -90.627933, 32.185106 ] }
Participant 4
Department A
Sample Tool
183.809999999998
2432
124601089
{ "type": "Point", "coordinates": [ -89.410199, 33.277288 ] }
Participant 2
Department B
Formula Tool
230.900000000013
2909
124694886
{ "type": "Point", "coordinates": [ -88.983750, 33.824137 ] }
Participant 9
Department A
Summarize Tool
242.089999999999
3014
124695166
{ "type": "Point", "coordinates": [ -88.928647, 33.970411 ] }
Participant 11
Department B
Find Nearest Neighbors Tool
291.30000000002
3733
131858397
{ "type": "Point", "coordinates": [ -88.415251, 34.472688 ] }
Participant 3
Department A
Formula Tool
315.170000000002
4048
53324426
{ "type": "Point", "coordinates": [ -88.104691, 34.653254 ] }
Participant 12
Department A
Report Map Tool
343.979999999985
4695
56741876
{ "type": "Point", "coordinates": [ -87.820901, 34.961984 ] }
Participant 8
Department A
Cross Tab Tool
353.810000000038
4847
203945407
{ "type": "Point", "coordinates": [ -87.785511, 35.096133 ] }
Participant 6
Department B
DateTime Tool
379.695014326615
5283
202826492
{ "type": "Point", "coordinates": [ -87.541588, 35.370282 ] }
Participant 1
Department C
Dynamic Rename Tool
407.800000000005
5900
1983537930
{ "type": "Point", "coordinates": [ -87.319986, 35.680950 ] }
Participant 7
Department A
Summarize Tool
440.430000000039
6982
1231036205
{ "type": "Point", "coordinates": [ -86.992059, 35.955759 ] }
Participant Locations
Warn
Marker = IF [Max_RunTot_Miles] <= [RunTot_DistanceMiles] THEN "Mark" ELSE Null()...
Simple
IsNotNull
Marker
True
fixed
2019-12-21 11:07:41
0
2019-12-21 11:07:41
2019-12-21 11:07:41
!IsNull([Marker])
First
1
First 1
C:\Users\Nick\AppData\Local\Temp\Engine_27612_c5d9349f0e09488cb209ae007f8f82f8_\Engine_15088_96f4557fb6884bdba0af7be05ee2402d_.yxdb
Single
Report
C:\Users\Nick\AppData\Local\Temp\Engine_27612_c5d9349f0e09488cb209ae007f8f82f8_\Engine_15088_97bd1e9b08e94a4bbfefdfc9e0e050da_.xml
8
6
1
Latest:CloudMade
#fdfeff
False
Miles
20
0.5
IncomingConnection
#1
MarkPoint
Name
IncomingConnection
#2
Path
IncomingConnection
#3
StartPoint
IncomingConnection
#4
EndPoint
Points
Names
#1
Points
Starting Point
#3
Points
Ending Point
#4
Base Layers - Points
Placeholder
Base Layers - Lines
Placeholder
Base Layers - Polygons
Placeholder
First
1
First 1
Expected Output
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
Participant 5
Department B
Formula Tool
0
1
1858086347
{ "type": "Point", "coordinates": [ -91.412688, 31.554441 ] }
Participant 10
Department C
Connect In-DB Tool
71.0299999999991
1059
125151002
{ "type": "Point", "coordinates": [ -90.627933, 32.185106 ] }
Participant 4
Department A
Sample Tool
183.809999999998
2432
124601089
{ "type": "Point", "coordinates": [ -89.410199, 33.277288 ] }
Participant 2
Department B
Formula Tool
230.900000000013
2909
124694886
{ "type": "Point", "coordinates": [ -88.983750, 33.824137 ] }
Participant 9
Department A
Summarize Tool
242.089999999999
3014
124695166
{ "type": "Point", "coordinates": [ -88.928647, 33.970411 ] }
Participant 11
Department B
Find Nearest Neighbors Tool
291.30000000002
3733
131858397
{ "type": "Point", "coordinates": [ -88.415251, 34.472688 ] }
Participant 3
Department A
Formula Tool
315.170000000002
4048
53324426
{ "type": "Point", "coordinates": [ -88.104691, 34.653254 ] }
Participant 12
Department A
Report Map Tool
343.979999999985
4695
56741876
{ "type": "Point", "coordinates": [ -87.820901, 34.961984 ] }
Participant 8
Department A
Cross Tab Tool
353.810000000038
4847
203945407
{ "type": "Point", "coordinates": [ -87.785511, 35.096133 ] }
Participant 6
Department B
DateTime Tool
379.695014326615
5283
202826492
{ "type": "Point", "coordinates": [ -87.541588, 35.370282 ] }
Participant 1
Department C
Dynamic Rename Tool
407.800000000005
5900
1983537930
{ "type": "Point", "coordinates": [ -87.319986, 35.680950 ] }
Participant 7
Department A
Summarize Tool
440.430000000039
6982
1231036205
{ "type": "Point", "coordinates": [ -86.992059, 35.955759 ] }
Participant Locations
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_SueDonim_Solution