Output sample
Output
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
Weekly Challenge #307
1
5
1
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4
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1
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5
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C:\Users\15712\AppData\Local\Temp\Engine_67340_18b511692856440385ca727ba3bbce7b_\Engine_66628_0600bebbf4954d47acc0a98ec02e54a7_.yxdb
Single
Profile
5
5
Number of teams & Number of weeks of play
Number of teams & Number of weeks of play
Team 1
Int32
4
1
[Team 1] <= [Number of teams]
[Team 1] + 1
Generate Rows
Generate Rows
Numeric Up Down (51)
Numeric Up Down (52)
Update Value
Update Value
Error
Produce all matchups
Produce all matchups
[Team 1] < [Team 2]
Custom
[Team 1] < [Team 2]
Number of teams
Week
Int32
4
Empty
IF [Row-1:Week]!=[Number of weeks of play] THEN [Row-1:Week]+1 ELSE 1 ENDIF
IF [Row-1:Week]!=[Number of weeks of play] THEN [Row-1:Week]+...
Week - Ascending
C:\Users\15712\AppData\Local\Temp\Engine_67340_18b511692856440385ca727ba3bbce7b_\Engine_66628_54c1d02691de40cf990e2ed7f555fb55_.yxdb
Single
Profile
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.”
Horizontal
Question
Numeric Up Down (51)
Question
Numeric Up Down (52)
Weekly Challenge 307_Start File_Alex Abi-Najm
NoCondition
(Always Run)
Dynamic
{{INPUT}}
48/Data/r[1]/c[1]
Update Cell
Expression
row 1
column 1
Dynamic
{{INPUT}}
48/Data/r[1]/c[1]
Update Cell
Expression
row 1
column 1
Tab
Questions
Tab (50)
NumericUpDown
Number of teams
Numeric Up Down (51)
NumericUpDown
Number of weeks of play
Numeric Up Down (52)
Wizard