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
Weekly Challenge #236
C:\ProgramData\Alteryx\Engine\Engine_3832_1fdafea17d9e4cf4a7050d74c41f56b0_\Engine_728_624ea386b8d9486a81afd401fb27e417_.yxdb
Single
Profile
Origin
54.697108
-5.748155
Kilroot
54.713899
-5.714000
Helen's bay
54.697281
-5.714150
F1
54.694420
-5.775194
F2
54.692543
-5.773740
F3
54.684035
-5.806565
F4
54.681989
-5.804332
F5
54.674464
-5.830152
F6
54.670684
-5.828411
F7
54.667658
-5.838789
F8
54.663450
-5.839216
F9
54.660408
-5.847901
F10
54.655942
-5.848733
F11
54.654244
-5.855660
F12
54.649427
-5.857013
F13
54.647643
-5.863709
F14
54.642787
-5.865193
F15
54.639057
-5.874467
F16
54.635344
-5.873401
Destination
54.635361
-5.880506
Double
StartsWith([Point Name], "F")
Custom
StartsWith([Point Name], "F")
C:\ProgramData\Alteryx\Engine\Engine_3832_1fdafea17d9e4cf4a7050d74c41f56b0_\Engine_728_6a73cc7a6f7e490c809bbae9ed77bcf6_.yxdb
Single
Report
marker number = tonumber(Replace([Point Name], "F", ""))
Group = if mod([marker ...
Point Name
ID
Int32
4
Empty
[Row-1:ID] +1
[Row-1:ID] +1
Simple
=
Point Name
True
fixed
2020-10-05 11:05:02
0
Origin
2020-10-05 11:05:02
2020-10-05 11:05:02
[Point Name] = "Origin"
Ignore
Subset
ByName
#2
#1
#3
Ignore
Subset
ByName
SequencePolyline
Simple
=
Point Name
True
fixed
2020-10-05 11:05:16
0
2020-10-05 11:05:16
2020-10-05 11:05:16
Destination
[Point Name] = "Destination"
Simple
=
Group
True
fixed
2020-10-05 11:14:14
0
Route
2020-10-05 11:14:14
2020-10-05 11:14:14
[Group] = "Route"
C:\ProgramData\Alteryx\Engine\Engine_3832_1fdafea17d9e4cf4a7050d74c41f56b0_\Engine_728_6dd545d5e3e8439dbb184b240e37ac2c_.xml
8
6
1
Latest:CloudMade
#fdfeff
False
Miles
10
0.5
IncomingConnection
#1
Group
IncomingConnection
#2
Group
Points
#2
#2
Base Layers - Points
Placeholder
Lines
#1
#1
Base Layers - Lines
Placeholder
Base Layers - Polygons
Placeholder
Error
Map
Above
Route Distance (Miles): [Lengt...
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
Weekly Challenge #236
Alteryx Educational Asset - Terms and Conditions
Use of this Alteryx asset is for educational purposes only and bound by the conditions set forth on alteryx.com/terms-and-conditions. Alteryx Information may not be reproduced, transmitted or distributed without Alteryx, Inc.'s permission.”
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Challenge_236_BH