Hi All
I am having a challenge with weighting my schedule using top-down estimation. I have used the top-down estimation tool for a while now without any hastles but I am experiencing some issues this time around. I usually weight my WBS in the WBS window by using a 100 i.e. 100% at Level 1 (Schedule Name) and I distribute the 100% across my Level 2 WBS Elements. I then go into the respective WBS Elements to distribute whichever weighting I have for the WBS element among its sub-WBS elements. See figure 1 below. pay particular attention to "Main Works".
Thereafter, I navigate to the top-down estimation tool and enter the the number of units I want to have distributed (Usually 1000000 Units) and click on apply. P6 then weights the activities in the schedule accordingly.
The challenge I am experiencing at the moment is that one of the weighted WBS elements does not become weighted in activity table and as a result, all the sub-wbs elements and the activities under that WBS element are not weighted either. See Figure 2 Below.
Is there a work around this problem or is this a bug with my version of the software. My P6 promted for an update when I started work on Monday. I wonder if this could be a bug that came with the update. I never had this problem before.
![](image/png;base64,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)
Figure 1
![](image/png;base64,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)
Figure 2
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