Input
Output
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Weekly Challenge #5
3333
Position number you are searching for
C:\ProgramData\Alteryx\Engine\Engine_11448_286b6362933b43f1b891783663202d38_\Engine_13448_579b58060d9d45b9814b65be5b490eaf_.yxdb
C:\ProgramData\Alteryx\Engine\Engine_11448_286b6362933b43f1b891783663202d38_\Engine_13448_1386c7acfc9343d9916c56a9f8ea9bb2_.yxdb
123456
123456
111111
123456
111111
22222
123456
111111
22222
33333
123456
111111
23333
123456
111111
23333
34444
123456
111111
23333
35555
123456
12222
123456
12222
234444
123456
12222
234444
366666
123456
12222
33333
36677
123456
12222
234444
37777
123456
12222
123456
12222
235555
123456
12222
235555
388888
123456
12222
235555
399999
123456
12222
235555
399888
123456
12222
235555
3998877
123456
33333
235555
388888
Data set of position hierarchy
33333
123456
111111
22222
33333
33333
123456
12222
33333
36677
33333
123456
33333
235555
388888
C:\ProgramData\Alteryx\Engine\Engine_11448_286b6362933b43f1b891783663202d38_\Engine_13448_67e9e8bd4334420ca01888e3c57ad4fd_.yxdb
Sample Interface
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
Error
Append the position you are searching for to the position hierarchy data set
[Position Number]==[Level0] or
[Position Number]==[Level1] or
[Position Number]==[Level2] or
[Position Number]==[Level3]
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[Position Number]==[Level0] or
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C:\ProgramData\Alteryx\Engine\Engine_6948_08ad22b27cee4bb286efe46dc27a0f14\Engine_7920_75f89e45496541f3acef0d479f00a95d.yxdb
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challenge_5_solution
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{{INPUT}}
60/Data/r[1]/c[1]
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row 1
column 1
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Please Select Position Number
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