I have the below data set where "Duplicate Groups" are in pairs are evenly distributed across primary resources. I need an output where one pair of duplicate group is mapped to only one Primary resource.
Duplicate_Group | Primary Resource |
207964 | Monty |
207964 | Sam |
207965 | Shawn |
207965 | Kam |
207966 | Monty |
207966 | Sam |
207967 | Shawn |
207967 | Kam |
207968 | Monty |
207968 | Sam |
207970 | Kam |
207970 | Shawn |
207971 | Monty |
207971 | Sam |
207972 | Shawn |
207972 | Kam |
207973 | Monty |
207973 | Sam |
207974 | Shawn |
207974 | Kam |
207975 | Monty |
207975 | Sam |
207976 | Shawn |
207976 | Kam |
207977 | Monty |
207977 | Sam |
207978 | Shawn |
207978 | Kam |
207979 | Monty |
207979 | Sam |
207980 | Shawn |
207980 | Kam |
207981 | Monty |
207981 | Sam |
207982 | Shawn |
207982 | Kam |
207983 | Monty |
207983 | Sam |
207984 | Shawn |
207984 | Kam |
207985 | Monty |
207985 | Sam |
207986 | Shawn |
207986 | Kam |
207987 | Monty |
207987 | Sam |
207988 | Shawn |
207988 | Kam |
207989 | Sam |
207989 | Monty |
207990 | Shawn |
207990 | Kam |
207991 | Monty |
207991 | Sam |
207992 | Shawn |
207992 | Kam |
207993 | Monty |
207993 | Sam |
207994 | Shawn |
207994 | Kam |
207995 | Monty |
207995 | Sam |
207996 | Shawn |
207996 | Kam |
207997 | Monty |
207997 | Sam |
207998 | Shawn |
207998 | Kam |
207999 | Sam |
207999 | Monty |
208000 | Shawn |
208000 | Kam |
208001 | Monty |
208001 | Sam |
208002 | Shawn |
208002 | Kam |
208003 | Sam |
208003 | Monty |
208004 | Shawn |
208004 | Kam |
In the above data set, the allocation for all 4 resources is equally distributed.
Primary Assigned | Count |
Sam | 20 |
Kam | 20 |
Shawn | 20 |
Monty | 20 |
However, if you see their Duplicate groups are different. For example in the below data set 207964 has Monty and Sam both. I need to either make it Sam or Monty.
207964 | Monty |
207964 | Sam |
Expected Output
Duplicate_Group | Primary Resource | |
207964 | Monty | Monty |
207964 | Sam | Monty |
207965 | Shawn | Shawn |
207965 | Kam | Shawn |
207966 | Monty | Sam |
207966 | Sam | Sam |
207967 | Shawn | Kam |
207967 | Kam | Kam |
Every pair of duplicate group needs to be mapped to any one resource, but the total allocation numbers needs to remain the same.
Solved! Go to Solution.
@AbhijeetChib assuming there is no difference whether it's Sam or Monty gets assigned to 207964 the Unique tool and a join tool should do the trick.
HTH
regards
Tam
Thanks @Tam
When i summarize your allocation this is what I get.
Although the Duplicate Group are assigned perfectly but the count of allocation is not evenly distributed. I need to make them even.
Kam - 10, Monty - 10, Sam - 10, Shawn -10
Right_Primary Resource | CountDistinct_Duplicate_Group |
Kam | 1 |
Monty | 17 |
Sam | 3 |
Shawn | 19 |
Thanks for pointing it out, I miss understood your ask.
Anyhow looks like @gawa solution worked.
-r
Tam