ENGINATICS SYSTEM_ADMINISTRATOR SYSADMIN FFB2A75797AC0737E05362FB090570C3 with q_inv_val_cur as ( select '1. Inv Value for Current Period' record_type, oap.period_year period_year, oap.period_num period_num, (oap.schedule_close_date + (86399/86400)) transdate, haou.name organization_name, mp.organization_code, iim.item_number, iim.description, iim.primary_uom_code primary_uom, nvl(sum(gpb.primary_quantity), 0) primary_quantity, iim.secondary_uom_code secondary_uom, nvl(sum(gpb.secondary_quantity),0) secondary_quantity, decode(iim.dual_uom_control,1,'Primary',2,'Fixed',3,'Default','No Default') dual_uom_control, xxen_opm.gmfinval_unit_cost(to_number(hoi.org_information2),oap.period_year,oap.period_num,iim.inventory_item_id, mp.organization_id, (oap.schedule_close_date + (86399/86400))) unit_cost, (nvl(sum(gpb.primary_quantity),0) * xxen_opm.gmfinval_unit_cost(to_number(hoi.org_information2),oap.period_year,oap.period_num,iim.inventory_item_id, mp.organization_id, (oap.schedule_close_date + (86399/86400)))) total_cost, -- to_number(null) sub_ledger_value, -- to_number(null) recon_item_value_current, to_number(null) recon_item_value_prior, to_number(null) recon_sub_ledger_value, to_number(null) recon_item_value_difference, -- to_number(hoi.org_information2) legal_entity_id, mp.organization_id, iim.inventory_item_id inventory_item_id from mtl_item_flexfields iim, mtl_parameters mp, gmf_period_balances gpb, org_acct_periods oap, hr_all_organization_units haou, hr_organization_information hoi, mtl_secondary_inventories msi where iim.inventory_item_id = gpb.inventory_item_id and iim.organization_id = gpb.organization_id and iim.organization_id = mp.organization_id and mp.organization_id = gpb.organization_id and hoi.org_information2 = to_char(:p_legal_entity_id) and hoi.organization_id = mp.organization_id and hoi.org_information_context = 'Accounting Information' and haou.organization_id = hoi.organization_id and haou.organization_id = mp.organization_id and mp.organization_id = oap.organization_id and gpb.acct_period_id = oap.acct_period_id and oap.period_year = :p_current_period_year and oap.period_num = :p_current_period_num and gpb.subinventory_code (+)= msi.secondary_inventory_name and mp.organization_id = msi.organization_id and msi.asset_inventory = 1 group by iim.item_number, iim.inventory_item_id, mp.organization_code, to_number(hoi.org_information2), oap.period_year, oap.period_num, iim.primary_uom_code, iim.secondary_uom_code, iim.description, oap.schedule_close_date, haou.name, mp.organization_id, iim.dual_uom_control ), q_inv_val_pri as ( select '2. Inv Value for Prior Period' record_type, oap.period_year period_year, oap.period_num period_num, (oap.schedule_close_date + (86399/86400)) transdate, haou.name organization_name, mp.organization_code, iim.item_number, iim.description, iim.primary_uom_code primary_uom, nvl(sum(gpb.primary_quantity), 0) primary_quantity, iim.secondary_uom_code secondary_uom, nvl(sum(gpb.secondary_quantity),0) secondary_quantity, decode(iim.dual_uom_control,1,'Primary',2,'Fixed',3,'Default','No Default') dual_uom_control, xxen_opm.gmfinval_unit_cost(to_number(hoi.org_information2),oap.period_year,oap.period_num,iim.inventory_item_id, mp.organization_id, (oap.schedule_close_date + (86399/86400))) unit_cost, (nvl(sum(gpb.primary_quantity),0) * xxen_opm.gmfinval_unit_cost(to_number(hoi.org_information2),oap.period_year,oap.period_num,iim.inventory_item_id, mp.organization_id, (oap.schedule_close_date + (86399/86400)))) total_cost, -- to_number(null) sub_ledger_value, -- to_number(null) recon_item_value_current, to_number(null) recon_item_value_prior, to_number(null) recon_sub_ledger_value, to_number(null) recon_item_value_difference, -- to_number(hoi.org_information2) legal_entity_id, mp.organization_id, iim.inventory_item_id inventory_item_id from mtl_item_flexfields iim, mtl_parameters mp, gmf_period_balances gpb, org_acct_periods oap, hr_all_organization_units haou, hr_organization_information hoi, mtl_secondary_inventories msi where iim.inventory_item_id = gpb.inventory_item_id and iim.organization_id = gpb.organization_id and iim.organization_id = mp.organization_id and mp.organization_id = gpb.organization_id and hoi.org_information2 = to_char(:p_legal_entity_id) and hoi.organization_id = mp.organization_id and hoi.org_information_context = 'Accounting Information' and haou.organization_id = hoi.organization_id and haou.organization_id = mp.organization_id and mp.organization_id = oap.organization_id and gpb.acct_period_id = oap.acct_period_id and oap.period_year = :p_prior_period_year and oap.period_num = :p_prior_period_num and gpb.subinventory_code (+)= msi.secondary_inventory_name and mp.organization_id = msi.organization_id and msi.asset_inventory = 1 group by iim.item_number, iim.inventory_item_id, mp.organization_code, to_number(hoi.org_information2), oap.period_year, oap.period_num, iim.primary_uom_code, iim.secondary_uom_code, iim.description, oap.schedule_close_date, haou.name, mp.organization_id, iim.dual_uom_control ), q_sl_val_cur as ( select '3. SubLedger Values Current' record_type, oap.period_year period_year, oap.period_num period_num, (oap.schedule_close_date + (86399/86400)) transdate, haou.name organization_name, mp.organization_code, iim.item_number, iim.description, iim.primary_uom_code primary_uom, to_number(null) primary_quantity, iim.secondary_uom_code secondary_uom, to_number(null) secondary_quantity, decode(iim.dual_uom_control,1,'Primary',2,'Fixed',3,'Default','No Default') dual_uom_control, to_number(null) unit_cost, to_number(null) total_cost, -- sum(sl.base_amount) sub_ledger_value, -- to_number(null) recon_item_value_current, to_number(null) recon_item_value_prior, to_number(null) recon_sub_ledger_value, to_number(null) recon_item_value_difference, -- sl.legal_entity_id, sl.organization_id, sl.inventory_item_id inventory_item_id from (select eh.reference_no, eh.legal_entity_id, eh.ledger_id, eh.inventory_item_id, eh.organization_id, eh.transaction_source_type_id, eh.transaction_action_id, eh.transaction_type_id, eh.entity_code, eh.event_class_code, eh.event_type_code, eh.valuation_cost_type, eh.accounted_flag, el.journal_line_type, sum(el.component_cost), sum(el.trans_amount_raw), sum(el.base_amount_raw) base_amount from gmf_xla_extract_lines el, gmf_xla_extract_headers eh where el.header_id = eh.header_id and eh.transaction_date >= :p_current_period_start_date and eh.transaction_date <= :p_current_period_end_date and eh.legal_entity_id = :p_legal_entity_id group by eh.reference_no, eh.legal_entity_id, eh.ledger_id, eh.inventory_item_id, eh.organization_id, eh.transaction_source_type_id, eh.transaction_action_id, eh.transaction_type_id, eh.entity_code, eh.event_class_code, eh.event_type_code, eh.valuation_cost_type, eh.accounted_flag, el.journal_line_type ) sl, mtl_item_flexfields iim, mtl_parameters mp, hr_all_organization_units haou, org_acct_periods oap where sl.journal_line_type IN ('INV','PPV') and iim.inventory_item_id = sl.inventory_item_id and iim.organization_id = sl.organization_id and mp.organization_id = sl.organization_id and haou.organization_id = sl.organization_id and oap.organization_id = sl.organization_id and oap.period_year = :p_current_period_year and oap.period_num = :p_current_period_num group by oap.period_year, oap.period_num, (oap.schedule_close_date + (86399/86400)), haou.name, mp.organization_code, iim.item_number, iim.description, iim.primary_uom_code, iim.secondary_uom_code, iim.dual_uom_control, sl.legal_entity_id, sl.organization_id, sl.inventory_item_id ), q_item_diff_val as ( select '4. Item Reconcilation Diff' record_type, y.period_year, y.period_num, y.transdate, y.organization_name, y.organization_code, y.item_number, y.description, y.primary_uom, to_number(null) primary_quantity, y.secondary_uom, to_number(null) secondary_quantity, y.dual_uom_control dual_uom_control, to_number(null) unit_cost, to_number(null) total_cost, -- to_number(null) sub_ledger_value, -- nvl(y.itm_val_cur,0) recon_item_value_current, nvl(y.itm_val_prior,0) recon_item_value_prior, nvl(y.sl_val_cur,0) recon_sub_ledger_value, case when (nvl(y.itm_val_cur,0) - nvl(y.itm_val_prior,0)) != nvl(y.sl_val_cur,0) then (nvl(y.itm_val_cur,0) - nvl(y.itm_val_prior,0)) - nvl(y.sl_val_cur,0) else null end recon_item_value_difference, -- y.legal_entity_id, y.organization_id, y.inventory_item_id inventory_item_id from ( select oap.period_year period_year, oap.period_num period_num, (oap.schedule_close_date + (86399/86400)) transdate, x.*, (select qivc.total_cost from q_inv_val_cur qivc where qivc.organization_id = x.organization_id and qivc.inventory_item_id = x.inventory_item_id ) itm_val_cur, (select qivp.total_cost from q_inv_val_pri qivp where qivp.organization_id = x.organization_id and qivp.inventory_item_id = x.inventory_item_id ) itm_val_prior, (select qsvc.sub_ledger_value from q_sl_val_cur qsvc where qsvc.organization_id = x.organization_id and qsvc.inventory_item_id = x.inventory_item_id ) sl_val_cur from (select qivc.organization_name, qivc.organization_code, qivc.item_number, qivc.description, qivc.primary_uom, qivc.secondary_uom, qivc.dual_uom_control, qivc.legal_entity_id, qivc.organization_id, qivc.inventory_item_id from q_inv_val_cur qivc union select qivp.organization_name, qivp.organization_code, qivp.item_number, qivp.description, qivp.primary_uom, qivp.secondary_uom, qivp.dual_uom_control, qivp.legal_entity_id, qivp.organization_id, qivp.inventory_item_id from q_inv_val_pri qivp union select qsvc.organization_name, qsvc.organization_code, qsvc.item_number, qsvc.description, qsvc.primary_uom, qsvc.secondary_uom, qsvc.dual_uom_control, qsvc.legal_entity_id, qsvc.organization_id, qsvc.inventory_item_id from q_sl_val_cur qsvc ) x, mtl_parameters mp, org_acct_periods oap where mp.organization_id = x.organization_id and mp.process_enabled_flag = 'Y' and oap.organization_id = x.organization_id and oap.period_year = :p_current_period_year and oap.period_num = :p_current_period_num ) y where (nvl(y.itm_val_cur,0) - nvl(y.itm_val_prior,0)) != nvl(y.sl_val_cur,0) ) -- -- Main Query Starts Here -- select x.* from (select qivc.* from q_inv_val_cur qivc union all select qivp.* from q_inv_val_pri qivp union all select qsvc.* from q_sl_val_cur qsvc union all select qidv.* from q_item_diff_val qidv ) x where :p_legal_entity = :p_legal_entity and :p_current_period = :p_current_period and :p_period_organization_id = :p_period_organization_id order by x.record_type, x.organization_code, x.item_number Y GMF_GMFINVAL_XMLP_PKG US OPM Reconcilation OPM Reconciliation Report. Blitz Report implementation of the Oracle sql script: OPMRecon.sql Reference MOS Document: OPM Inventory Balance Reconciliation (Doc ID 1510357.1) Enginatics R12 only :balancecp :current_dummy :from_item_num :from_orgn_code :itemcp :lfrom_item_num :lfrom_orgn_code :lto_item_num :lto_orgn_code :nonblocksql :organizationcp :p_conc_request_id :p_currency_code :p_current :p_current_period :p_current_period_end_date :p_current_period_num :p_current_period_start_date :p_current_period_year :p_exchange_rate :p_from_item_id :p_from_organization_id :p_legal_entity :p_legal_entity_id :p_organization_context :p_period_num :p_period_organization_id :p_period_year :p_prior_period_num :p_prior_period_year :p_to_item_id :p_to_organization_id :q1orq2 :sy_all :to_item_num :to_orgn_code :totalcostcp :unitcostcp 1 -70 :p_legal_entity_id Number to_number(:$flex$.Legal_Entity) US Legal Entity ID 2 -65 :p_period_organization_id Number select oap.organization_id from org_acct_periods oap where oap.rowid = ( select min(oap.rowid) from org_organization_definitions ood, mtl_parameters mp, org_acct_periods oap where ood.legal_entity=:$flex$.Legal_Entity_ID and mp.organization_id=ood.organization_id and mp.process_enabled_flag = 'Y' and oap.organization_id=ood.organization_id and oap.period_name = :$flex$.period_to_reconcile ) US Period Organization Id 3 -60 :p_current_period_year Number select oap.period_year from org_acct_periods oap where oap.rowid = ( select min(oap.rowid) from org_organization_definitions ood, mtl_parameters mp, org_acct_periods oap where ood.legal_entity=:$flex$.Legal_Entity_ID and mp.organization_id=ood.organization_id and mp.process_enabled_flag = 'Y' and oap.organization_id=ood.organization_id and oap.period_name = :$flex$.period_to_reconcile ) US Period Year 4 -50 :p_current_period_num Number select oap.period_num from org_acct_periods oap where oap.rowid = ( select min(oap.rowid) from org_organization_definitions ood, mtl_parameters mp, org_acct_periods oap where ood.legal_entity=:$flex$.Legal_Entity_ID and mp.organization_id=ood.organization_id and mp.process_enabled_flag = 'Y' and oap.organization_id=ood.organization_id and oap.period_name = :$flex$.period_to_reconcile ) US Period Num 5 -40 :p_current_period_start_date Date select oap.period_start_date from org_acct_periods oap where oap.rowid = ( select min(oap.rowid) from org_organization_definitions ood, mtl_parameters mp, org_acct_periods oap where ood.legal_entity=:$flex$.Legal_Entity_ID and mp.organization_id=ood.organization_id and mp.process_enabled_flag = 'Y' and oap.organization_id=ood.organization_id and oap.period_name = :$flex$.period_to_reconcile ) US Period Start Date 6 -30 :p_current_period_end_date Date select nvl(oap.period_close_date,oap.schedule_close_date) from org_acct_periods oap where oap.rowid = ( select min(oap.rowid) from org_organization_definitions ood, mtl_parameters mp, org_acct_periods oap where ood.legal_entity=:$flex$.Legal_Entity_ID and mp.organization_id=ood.organization_id and mp.process_enabled_flag = 'Y' and oap.organization_id=ood.organization_id and oap.period_name = :$flex$.period_to_reconcile ) US Period End Date 7 -20 :p_prior_period_year Number select oap.period_year from org_acct_periods oap where oap.organization_id = :$flex$.Period_Organization_ID and oap.period_start_date = (select max(oap.period_start_date) from org_acct_periods oap where oap.organization_id = :$flex$.Period_Organization_ID and oap.period_start_date < :$flex$.Period_start_date ) US Prior Period Year 8 -10 :p_prior_period_num Number select oap.period_num from org_acct_periods oap where oap.organization_id = :$flex$.Period_Organization_ID and oap.period_start_date = (select max(oap.period_start_date) from org_acct_periods oap where oap.organization_id = :$flex$.Period_Organization_ID and oap.period_start_date < :$flex$.Period_start_date ) US Prior Period Num 9 10 :p_legal_entity LOV custom Y select distinct xep.legal_entity_id id, xep.name value, null description from xle_entity_profiles xep where xep.legal_entity_id in (select to_number(hoi.org_information2) from mtl_parameters mp, hr_organization_information hoi where mp.process_enabled_flag = 'Y' and hoi.organization_id = mp.organization_id and hoi.org_information_context = 'Accounting Information' ) and exists( select null from xle_le_ou_ledger_v xlolv where xlolv.legal_entity_id=xep.legal_entity_id and xlolv.operating_unit_id in (select mgoat.organization_id from mo_glob_org_access_tmp mgoat) ) order by value Y US Legal Entity 10 20 :p_current_period LOV custom Y select distinct oap.period_name value, max(oap.period_year||'-'||oap.period_num||', '||xxen_util.meaning(nvl2(oap.period_close_date,decode(oap.open_flag,'P',2,'N',decode(oap.summarized_flag,'N',65,66),4),3),'MTL_ACCT_PERIOD_STATUS',700)||' ('||oap.period_start_date||' - '||oap.schedule_close_date||')') over (partition by oap.period_name) description, max(oap.period_start_date) over (partition by oap.period_name) period_start_date, max(oap.effective_period_num) over (partition by oap.period_name) effective_period_num from org_organization_definitions ood, mtl_parameters mp, (select oap.period_year*10000+oap.period_num effective_period_num, oap.* from org_acct_periods oap) oap where ood.legal_entity=:$flex$.Legal_Entity_ID and mp.organization_id=ood.organization_id and mp.process_enabled_flag = 'Y' and oap.organization_id=ood.organization_id order by period_start_date desc, effective_period_num desc, oap.period_name Y US Period to Reconcile :$flex$.Legal_Entity Legal Entity Legal Entity ID :$flex$.Legal_Entity_ID Legal Entity ID Period End Date :$flex$.Legal_Entity_ID Legal Entity ID Period Num :$flex$.Legal_Entity_ID Legal Entity ID Period Organization Id :$flex$.Legal_Entity_ID Legal Entity ID Period Start Date :$flex$.Legal_Entity_ID Legal Entity ID Period Year :$flex$.Legal_Entity_ID Legal Entity ID Period to Reconcile :$flex$.Period_Organization_ID Period Organization Id Prior Period Num :$flex$.Period_Organization_ID Period Organization Id Prior Period Year :$flex$.Period_start_date Period Start Date Y Prior Period Num :$flex$.Period_start_date Period Start Date Y Prior Period Year :$flex$.period_to_reconcile Period to Reconcile Period End Date :$flex$.period_to_reconcile Period to Reconcile Period Num :$flex$.period_to_reconcile Period to Reconcile Period Organization Id :$flex$.period_to_reconcile Period to Reconcile Period Start Date :$flex$.period_to_reconcile Period to Reconcile Period Year Default SYSADMIN 8 DESCRIPTION 13 DUAL_UOM_CONTROL 7 ITEM_NUMBER 6 ORGANIZATION_CODE 5 ORGANIZATION_NAME 3 PERIOD_NUM 2 PERIOD_YEAR 10 PRIMARY_QUANTITY 9 PRIMARY_UOM 17 RECON_ITEM_VALUE_CURRENT 20 RECON_ITEM_VALUE_DIFFERENCE 18 RECON_ITEM_VALUE_PRIOR 19 RECON_SUB_LEDGER_VALUE 1 RECORD_TYPE 12 SECONDARY_QUANTITY 11 SECONDARY_UOM 16 SUB_LEDGER_VALUE 15 TOTAL_COST 4 TRANSDATE 14 UNIT_COST OPM Reconcilation Template.xlsx US 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xl/worksheets/sheet1.xml xl/worksheets/sheet6.xml 1 0 Record Type 1 1. Inv Value for Current Period 2 Period Year 3 Period Num 4 Transdate 5 Organization Name 6 Organization Code 7 Item Number 8 Description 9 Primary Uom 10 Secondary Uom 11 Dual Uom Control 12 Primary Quantity 13 Secondary Quantity 14 Unit Cost 15 Total Cost 16 NA 17 XYZ 18 EA 19 GL 20 No Default 21 2. Inv Value for Prior Period 22 3. SubLedger Values Current 23 Sub Ledger Value 24 4. Item Reconcilation Diff 25 Item Value Current 26 Item Value Prior 27 Item Value Difference data A1 1 data B1 1 data C1 1 data D 2 data D1 1 data E1 1 data F1 1 data G1 1 data H1 1 data I1 1 data J 5 data J1 4 data K1 1 data L 5 data L1 4 data M1 1 data N 5 data N1 4 data O 5 data O1 4 data P 5 data P1 4 data Q 5 data Q1 4 data R 5 data R1 4 data S 5 data S1 4 data T 5 data T1 4 parameter A1 1 parameter A10 1 parameter A11 1 parameter A12 1 parameter A13 1 parameter A14 1 parameter A15 1 parameter A16 1 parameter A17 1 parameter A18 1 parameter A2 1 parameter A3 1 parameter A4 1 parameter A5 1 parameter A6 1 parameter A7 1 parameter A9 1 parameter B3 2 S Site Default