ENGINATICS SYSTEM_ADMINISTRATOR SYSADMIN 41DAA57978CCCF93E06362FB0905DD8A Project Number Y Y select ppa.project_number value, ppa.project_type||': '||ppa.name description from ( select ppa.segment1 project_number, ppa.name, ppa.project_type, ppa.org_id, ppa.creation_date from pa_projects_all ppa union all select psm.project_number, psm.project_name, 'PJM Seiban' project_type, psm.operating_unit, psm.creation_date from pjm_seiban_numbers psm ) ppa, hr_all_organization_units_vl haouv where ( xxen_util.contains(:$flex$.operating_unit,haouv.name)='Y' or :$flex$.operating_unit is null and ppa.org_id in (select mgoat.organization_id from mo_glob_org_access_tmp mgoat union select fnd_global.org_id from dual where fnd_release.major_version=11) ) and ppa.org_id=haouv.organization_id order by ppa.creation_date desc, ppa.project_number desc US 41D99940A6C5CFB5E06362FB090514D0 Task Number Y select distinct pt.task_number value, pt.task_name description from pa_tasks pt where pt.task_id in (select pra.task_id from hr_all_organization_units_vl haouv, pa_projects_all ppa, pa_budget_versions pbv, pa_budget_types pbt, pa_resource_assignments pra where haouv.organization_id = ppa.org_id and ppa.project_id = pbv.project_id and pbv.budget_type_code is not null and pbv.budget_type_code = pbt.budget_type_code and pbv.project_id = pra.project_id and pbv.budget_version_id = pra.budget_version_id and (:$flex$.operating_unit is null or xxen_util.contains(:$flex$.operating_unit,haouv.name) = 'Y') and (:$flex$.project_number is null or xxen_util.contains(:$flex$.project_number,ppa.segment1) = 'Y') and (:$flex$.project_name is null or xxen_util.contains(:$flex$.project_name,ppa.name) = 'Y') and (:$flex$.project_number is not null or :$flex$.project_name is not null) and (:$flex$.budget_type is null or xxen_util.contains(:$flex$.budget_type,pbt.budget_type) = 'Y') and (:$flex$.budget_status is null or xxen_util.contains(:$flex$.budget_status,pbv.budget_status_code) = 'Y') and (:$flex$.budget_version is null or decode(pbv.budget_status_code,'B',to_char(pbv.version_number),xxen_util.meaning(pbv.budget_status_code,'BUDGET STATUS',275)) = :$flex$.budget_version ) ) US 41DC40BF6A93CFADE06362FB09059B24Y SELECT distinct vendor_name, vendor_number, vendor_site, invoice_number, invoice_amount, po_number, po_created_by, po_creation_date, project_number, project_name, task_number , task_name, invoice_date, invoice_created_by, invoice_type, pay_group, invoice_payment_status, sched_payment_status, due_date, days_past_due, payment_terms, payment_method, amount_remaining, CASE WHEN days_past_due <= 0 THEN amount_remaining ELSE NULL END current_bucket, CASE WHEN days_past_due > 0 AND days_past_due <= 30 THEN amount_remaining ELSE NULL END bucket_1_30, CASE WHEN days_past_due > 30 AND days_past_due <= 60 THEN amount_remaining ELSE NULL END bucket_31_60, CASE WHEN days_past_due > 60 AND days_past_due <= 90 THEN amount_remaining ELSE NULL END bucket_61_90, CASE WHEN days_past_due > 90 THEN amount_remaining ELSE NULL END greater_than_90 FROM ( SELECT aps.vendor_name vendor_name, aps.segment1 vendor_number, assa.vendor_site_code vendor_site, aia.invoice_num invoice_number, aia.payment_status_flag, xxen_util.user_name(aia.created_by) invoice_created_by, xxen_util.meaning(aia.invoice_type_lookup_code,'INVOICE TYPE',200) invoice_type, xxen_util.client_time(aia.invoice_date) invoice_date, xxen_util.ap_invoice_status(aia.invoice_id,aia.invoice_amount,aia.payment_status_flag,aia.invoice_type_lookup_code,aia.validation_request_id) invoice_payment_status, xxen_util.meaning(apsa.payment_status_flag,'INVOICE PAYMENT STATUS',200) sched_payment_status, xxen_util.meaning(aia.pay_group_lookup_code,'PAY GROUP',200) pay_group, xxen_util.client_time(apsa.due_date) due_date, TRUNC(sysdate) - TRUNC(apsa.due_date) AS days_past_due, apsa.amount_remaining / nvl(aia.payment_cross_rate,1)* nvl(aia.exchange_rate,1) amount_remaining, term.name payment_terms, aia.invoice_amount, pha.segment1 po_number, xxen_util.user_name(pha.created_by) po_created_by, TRUNC(pha.creation_date) po_creation_date, ppa.segment1 project_number, ppa.NAME project_name, pt.task_number , pt.task_name, nvl(xxen_util.meaning(apsa.payment_method_lookup_code,'PAYMENT METHOD',200),apsa.payment_method_lookup_code) payment_method FROM ap_payment_schedules_all apsa, ap_invoices_all aia, ap_invoice_distributions_all aida, po_vendors aps, po_vendor_sites_all assa, pa_projects_all ppa, pa_tasks pt, po_distributions_all pda, po_headers_all pha, ap_lookup_codes alc1, ap_terms_val_v term WHERE 1 = 1 AND aia.invoice_id = apsa.invoice_id AND aia.vendor_id = aps.vendor_id AND aia.vendor_site_id=assa.vendor_site_id AND aia.invoice_id = aida.invoice_id(+) AND aida.po_distribution_id = pda.po_distribution_id (+) AND pha.po_header_id = pda.po_header_id --- [Mrugesh : Is this right?] AND aida.project_id=ppa.project_id(+) AND aida.task_id=pt.task_id(+) AND aia.cancelled_date IS NULL AND ( nvl(apsa.amount_remaining, 0) * nvl(aia.exchange_rate, 1) ) != 0 AND aia.payment_status_flag IN ( 'N', 'P' ) AND alc1.lookup_type (+) = 'INVOICE TYPE' AND alc1.lookup_code (+) = aia.invoice_type_lookup_code AND aia.terms_id = term.term_id (+) AND aia.invoice_date <= sysdate AND ap_invoices_pkg.get_approval_status(aia.invoice_id, aia.invoice_amount, apsa.payment_status_flag, invoice_type_lookup_code) IN ( 'APPROVED', 'NEEDS REAPPROVAL' ) ) :Invoice_Number is not null or :Invoice_Date_From is not null or :Invoice_Date_To is not null or :invoice_Creation_Date is not null US AP Invoice Aging Report Test Please enter atleast One parameter Value Training Purposes 1=1 1 10 1=1 aia.invoice_num=:invoice_number Char US Invoice Number [Mrugesh: Why didnt you go for LOV] 2 20 1=1 aia.invoice_date>=:invoice_date_from Date US Invoice Date From 3 30 1=1 aia.invoice_date<:invoice_date_to+1 Date last_day(:$flex$.Invoice_Date_From) US Invoice Date To 4 40 1=1 aia.creation_date>=:inv_create_date_from Date US invoice Creation Date 5 50 1=1 aps.vendor_name=:vendor_name Char US Vendor Name Vendors From 6 60 1=1 vendor_site=:p_vendor_site_code LOV Oracle OKL_VENDOR_SITE_CODE Y select vendor_site_code id, vendor_site_code value, null description from ap_supplier_sites where vendor_id=(select vendor_id from ap_suppliers where vendor_name=:$flex$.p_vendor.value) order by value,description US Vendor Site 7 70 1=1 po_number = :p_po_number LOV custom Y Y select pha.segment1 value, xxen_util.meaning(pha.type_lookup_code,'PO TYPE',201)||nvl2(aps.vendor_name,': '||aps.vendor_name,null) description from po_headers_all pha, ap_suppliers aps where pha.org_id in (select haouv.organization_id from hr_all_organization_units_vl haouv where haouv.organization_id in (select to_number(hoi.org_information3) from mtl_parameters mp, hr_organization_information hoi, hr_all_organization_units haou where mp.organization_id<>mp.master_organization_id and mp.organization_id=hoi.organization_id and hoi.org_information_context='Accounting Information' and hoi.organization_id=haou.organization_id and nvl(haou.date_to,sysdate)>=sysdate )) and pha.vendor_id=aps.vendor_id(+) order by pha.creation_date desc US PO Number 8 80 1=1 project_number=:project_number LOV Project Number 41DAA57978CCCF93E06362FB0905DD8A Y Y select ppa.project_number value, ppa.project_type||': '||ppa.name description from ( select ppa.segment1 project_number, ppa.name, ppa.project_type, ppa.org_id, ppa.creation_date from pa_projects_all ppa union all select psm.project_number, psm.project_name, 'PJM Seiban' project_type, psm.operating_unit, psm.creation_date from pjm_seiban_numbers psm ) ppa, hr_all_organization_units_vl haouv where ( xxen_util.contains(:$flex$.operating_unit,haouv.name)='Y' or :$flex$.operating_unit is null and ppa.org_id in (select mgoat.organization_id from mo_glob_org_access_tmp mgoat union select fnd_global.org_id from dual where fnd_release.major_version=11) ) and ppa.org_id=haouv.organization_id order by ppa.creation_date desc, ppa.project_number desc US Project 9 90 1=1 task_number=:p_task_number LOV Task Number 41D99940A6C5CFB5E06362FB090514D0 Y select distinct pt.task_number value, pt.task_name description from pa_tasks pt where pt.task_id in (select pra.task_id from hr_all_organization_units_vl haouv, pa_projects_all ppa, pa_budget_versions pbv, pa_budget_types pbt, pa_resource_assignments pra where haouv.organization_id = ppa.org_id and ppa.project_id = pbv.project_id and pbv.budget_type_code is not null and pbv.budget_type_code = pbt.budget_type_code and pbv.project_id = pra.project_id and pbv.budget_version_id = pra.budget_version_id and (:$flex$.operating_unit is null or xxen_util.contains(:$flex$.operating_unit,haouv.name) = 'Y') and (:$flex$.project_number is null or xxen_util.contains(:$flex$.project_number,ppa.segment1) = 'Y') and (:$flex$.project_name is null or xxen_util.contains(:$flex$.project_name,ppa.name) = 'Y') and (:$flex$.project_number is not null or :$flex$.project_name is not null) and (:$flex$.budget_type is null or xxen_util.contains(:$flex$.budget_type,pbt.budget_type) = 'Y') and (:$flex$.budget_status is null or xxen_util.contains(:$flex$.budget_status,pbv.budget_status_code) = 'Y') and (:$flex$.budget_version is null or decode(pbv.budget_status_code,'B',to_char(pbv.version_number),xxen_util.meaning(pbv.budget_status_code,'BUDGET STATUS',275)) = :$flex$.budget_version ) ) US Task Number 4798A248EAF6C3F232D66044A9F08C6A AP Vendor Payment Overdue Pivot VAMSI.N 20 AMOUNT_REMAINING 24 BUCKET_1_30 21 BUCKET_31_60 25 BUCKET_61_90 23 CURRENT_BUCKET 14 DAYS_PAST_DUE 28 DUE_DATE 22 GREATER_THAN_90 5 INVOICE_AMOUNT 16 INVOICE_CREATED_BY 6 INVOICE_DATE 4 INVOICE_NUMBER 27 INVOICE_PAYMENT_STATUS 17 INVOICE_TYPE 19 PAYMENT_METHOD 15 PAYMENT_TERMS 18 PAY_GROUP 8 PO_CREATED_BY 9 PO_CREATION_DATE 7 PO_NUMBER 11 PROJECT_NAME 10 PROJECT_NUMBER 26 SCHED_PAYMENT_STATUS 13 TASK_NAME 12 TASK_NUMBER 1 VENDOR_NAME 2 VENDOR_NUMBER 3 VENDOR_SITE AMOUNT_REMAINING VALUE 1 SUM BUCKET_1_30 VALUE 3 SUM BUCKET_31_60 VALUE 4 SUM BUCKET_61_90 VALUE 5 SUM CURRENT_BUCKET VALUE 2 SUM GREATER_THAN_90 VALUE 6 SUM INVOICE_NUMBER FILTER 1 PAYMENT_TERMS FILTER 4 PROJECT_NUMBER FILTER 2 SCHED_PAYMENT_STATUS FILTER 3 VENDOR_NAME ROW 1 VENDOR_SITE ROW 2 AP Vendor Payment OverDue Pivot.xlsx US 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51 CDSNJ 52 CDS, Inc Total 53 Cimento Brasil Ltda 54 CIMENTO BRASIL 55 Cimento Brasil Ltda Total 56 Consolidated Electric 57 MAIN 58 Consolidated Electric Total 59 Consolidated Supplies 60 FRANKFURT 61 Consolidated Supplies Total 62 Corporate Express Office Supply 63 FED CEOS 64 VC CEOS 65 VCOMM CEOS 66 Corporate Express Office Supply Total 67 Crescent Chemcials 68 VU CC 69 Crescent Chemcials Total 70 Dell Computers 71 DELL 72 FED DELL 73 Dell Computers Total 74 Eastern Industrial Products 75 EIP MAIN 76 Eastern Industrial Products Total 77 Exelon Electric and Gas 78 VHS EXELON 79 Exelon Electric and Gas Total 80 Felix Santos Alonzo 81 OFFICE 82 Felix Santos Alonzo Total 83 Fisher Scientific 84 VU FISHER 85 Fisher Scientific Total 86 Francisco Luiz Rodrigues 87 Francisco Luiz Rodrigues Total 88 GE Medical Systems 89 VHS GE 90 GE Medical Systems Total 91 Grainger 92 GRAINGER PM 93 VC GRAINGER 94 Grainger Total 95 Guidant Inc 96 VHS GUIDANT 97 Guidant Inc Total 98 Medline Industries, Inc 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Total 107 Penguin Publisher 108 NY 109 Penguin Publisher Total 110 PGC Scientifics Corp. 111 VU PGC 112 PGC Scientifics Corp. 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