SINERGIA Synergy Details

Make your selections
Filters
[Number] [Name] [Owner] [Company]
UNIQUE ID FUNCTION SUB-FUNCTION MICRO-FUNCTION SPEND TYPE ACT /PLAN DRIVER HARD/SOFT INPUT PROVIDED BY STATUS % of completion (ongoing only) WORKSTREAM DESCRIPTION / NOTES PL ACCOUNT (ANAPLAN) $ ACTUAL  ACTUAL  ACTUAL  RBU3 RBU3 ACT + RBU3 RBU3 RBU3 RBU3 2022 ACTUALS 2022 RBU3 TOTAL
2021 (Jul-Dec) Q1 2022 Q2 2022 Q3 2022 Q4 2022 2022 FY FY 2023 FY 2024 FY 2025 Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec FY
1 [prefil] [prefil] [prefil] [calc] [calc] [calc] [calc] [calc] [calc] [calc] [calc] [calc] [calc]
2 [prefil] [prefil] [prefil] [calc] [calc] [calc] [calc] [calc] [calc] [calc] [calc] [calc] [calc]
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Num BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlah BlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlahBlah Blah
Column Totals: [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc] [col calc]