Requirement
----------------
Display the listed column in Report.
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)
Solution
-----------------
I developed below query for that Report requirement.
May be some changes required for final report.
SELECT pdii.line_num,pbre.full_name contractor_name
,pbre.employee_number ID
,ppa.name project_name
,ppa.segment1 project_num
,ppa.project_type
,ppa.start_date project_from_date
,ppa.completion_date project_to_date
,ppa.long_name bill_to_customer_number
,pbre.start_date_active from_bill_date
,pbre.end_date_active to_bill_date
,pbre.rate
,pbre.rate_currency_code bill_rate_card_currency
,decode(pbre.rate,0,0,(pdii.amount/pbre.rate)) Hours
,pdia.inv_currency_code invoice_currency_code
,pdii.amount invoice_amount
,sum(revedist.amount) revenue_amount
,pdia.ra_invoice_number ar_invoice_number
FROM pa_projects_all ppa
,pa_bill_rates_emp pbre
,pa_draft_invoices_all pdia
,pa_draft_invoice_items pdii
,pa_cust_rev_dist_lines revedist
,pa_draft_revenues reve
,pa_draft_revenue_items pdri
--,pa_draft_revenues_all pdra
WHERE ppa.segment1= pbre.std_bill_rate_schedule
-- AND ppa.segment1='2012131000138'
AND pbre.full_name=nvl(:P_CONTRACTOR_NAME,pbre.full_name)
AND pdia.project_id=ppa.project_id
AND pdii.project_id=ppa.project_id
AND pdii.draft_invoice_num=pdia.draft_invoice_num
AND pdia.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND reve.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND pdii.draft_invoice_num = revedist.draft_invoice_num
AND pdii.line_num = revedist.draft_invoice_item_line_num
AND revedist.draft_revenue_num = reve.draft_revenue_num
AND ppa.project_id = reve.project_id
AND ppa.project_id = revedist.project_id
AND pdri.project_id=ppa.project_id
AND pdri.draft_revenue_num=reve.draft_revenue_num
AND pbre.employee_number >10000
group by pdii.line_num,pbre.full_name
,pbre.employee_number
,ppa.name
,ppa.segment1
,ppa.project_type
,ppa.start_date
,ppa.completion_date
,ppa.long_name
,pbre.start_date_active
,pbre.end_date_active
,pbre.rate
,pbre.rate_currency_code
,decode(pbre.rate,0,0,(pdii.amount/pbre.rate))
,pdia.inv_currency_code
,pdii.amount
--,pdri.amount
,pdia.ra_invoice_number
union all
SELECT pdii.line_num,pbre.full_name contractor_name
,pbre.employee_number ID
,ppa.name project_name
,ppa.segment1 project_num
,ppa.project_type
,ppa.start_date project_from_date
,ppa.completion_date project_to_date
,ppa.long_name bill_to_customer_number
,pbre.start_date_active from_bill_date
,pbre.end_date_active to_bill_date
,pbre.rate
,pbre.rate_currency_code bill_rate_card_currency
,decode(pbre.rate,0,0,(pdii.amount/pbre.rate)) Hours
,pdia.inv_currency_code invoice_currency_code
,pdii.amount invoice_amount
,pcerda.project_revenue_amount
,pdia.ra_invoice_number ar_invoice_number
FROM pa_projects_all ppa
,pa_bill_rates_emp pbre
,pa_draft_invoices_all pdia
,pa_draft_invoice_items pdii
,pa_cust_event_rdl_all pcerda
,pa_draft_revenues_all pdra
WHERE ppa.segment1= pbre.std_bill_rate_schedule
-- AND ppa.segment1='2012131000138'
AND pbre.full_name=nvl(:P_CONTRACTOR_NAME,pbre.full_name)
AND pdia.project_id=ppa.project_id
AND pdii.project_id=ppa.project_id
AND pdii.draft_invoice_num=pdia.draft_invoice_num
AND pdia.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND pdra.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND pcerda.project_id=ppa.project_id
AND pcerda.event_num=pdii.event_num
AND pbre.employee_number >10000
AND pcerda.project_id=pdra.project_id
AND pcerda.draft_revenue_num=pdra.draft_revenue_num;
The XML Layout will look like this.
Contractor Billing details Report
----------------
Display the listed column in Report.
Solution
-----------------
I developed below query for that Report requirement.
May be some changes required for final report.
SELECT pdii.line_num,pbre.full_name contractor_name
,pbre.employee_number ID
,ppa.name project_name
,ppa.segment1 project_num
,ppa.project_type
,ppa.start_date project_from_date
,ppa.completion_date project_to_date
,ppa.long_name bill_to_customer_number
,pbre.start_date_active from_bill_date
,pbre.end_date_active to_bill_date
,pbre.rate
,pbre.rate_currency_code bill_rate_card_currency
,decode(pbre.rate,0,0,(pdii.amount/pbre.rate)) Hours
,pdia.inv_currency_code invoice_currency_code
,pdii.amount invoice_amount
,sum(revedist.amount) revenue_amount
,pdia.ra_invoice_number ar_invoice_number
FROM pa_projects_all ppa
,pa_bill_rates_emp pbre
,pa_draft_invoices_all pdia
,pa_draft_invoice_items pdii
,pa_cust_rev_dist_lines revedist
,pa_draft_revenues reve
,pa_draft_revenue_items pdri
--,pa_draft_revenues_all pdra
WHERE ppa.segment1= pbre.std_bill_rate_schedule
-- AND ppa.segment1='2012131000138'
AND pbre.full_name=nvl(:P_CONTRACTOR_NAME,pbre.full_name)
AND pdia.project_id=ppa.project_id
AND pdii.project_id=ppa.project_id
AND pdii.draft_invoice_num=pdia.draft_invoice_num
AND pdia.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND reve.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND pdii.draft_invoice_num = revedist.draft_invoice_num
AND pdii.line_num = revedist.draft_invoice_item_line_num
AND revedist.draft_revenue_num = reve.draft_revenue_num
AND ppa.project_id = reve.project_id
AND ppa.project_id = revedist.project_id
AND pdri.project_id=ppa.project_id
AND pdri.draft_revenue_num=reve.draft_revenue_num
AND pbre.employee_number >10000
group by pdii.line_num,pbre.full_name
,pbre.employee_number
,ppa.name
,ppa.segment1
,ppa.project_type
,ppa.start_date
,ppa.completion_date
,ppa.long_name
,pbre.start_date_active
,pbre.end_date_active
,pbre.rate
,pbre.rate_currency_code
,decode(pbre.rate,0,0,(pdii.amount/pbre.rate))
,pdia.inv_currency_code
,pdii.amount
--,pdri.amount
,pdia.ra_invoice_number
union all
SELECT pdii.line_num,pbre.full_name contractor_name
,pbre.employee_number ID
,ppa.name project_name
,ppa.segment1 project_num
,ppa.project_type
,ppa.start_date project_from_date
,ppa.completion_date project_to_date
,ppa.long_name bill_to_customer_number
,pbre.start_date_active from_bill_date
,pbre.end_date_active to_bill_date
,pbre.rate
,pbre.rate_currency_code bill_rate_card_currency
,decode(pbre.rate,0,0,(pdii.amount/pbre.rate)) Hours
,pdia.inv_currency_code invoice_currency_code
,pdii.amount invoice_amount
,pcerda.project_revenue_amount
,pdia.ra_invoice_number ar_invoice_number
FROM pa_projects_all ppa
,pa_bill_rates_emp pbre
,pa_draft_invoices_all pdia
,pa_draft_invoice_items pdii
,pa_cust_event_rdl_all pcerda
,pa_draft_revenues_all pdra
WHERE ppa.segment1= pbre.std_bill_rate_schedule
-- AND ppa.segment1='2012131000138'
AND pbre.full_name=nvl(:P_CONTRACTOR_NAME,pbre.full_name)
AND pdia.project_id=ppa.project_id
AND pdii.project_id=ppa.project_id
AND pdii.draft_invoice_num=pdia.draft_invoice_num
AND pdia.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND pdra.gl_date between :P_FROM_GL_DATE and :P_TO_GL_DATE
AND pcerda.project_id=ppa.project_id
AND pcerda.event_num=pdii.event_num
AND pbre.employee_number >10000
AND pcerda.project_id=pdra.project_id
AND pcerda.draft_revenue_num=pdra.draft_revenue_num;
The XML Layout will look like this.
Contractor Billing details Report
Operating
Unit
|
:
|
CF_UNIT
|
For
Contractor
|
:
|
|
From
GL Date
|
:
|
|
To
GL Date
|
:
|
Bill Rate Card
|
Billed Amount
|
|||||||||||||||||
Contractor
name
|
ID
|
Project
Name
|
Project
Number
|
Project
Type
|
Project
From
|
Project
To
|
Bill
to Customer Number
|
From
date
|
To
date
|
Rate
|
Task
Name
|
Billable
Flag
|
Bill
Rate Card Currency
|
No
Of Hours Billed
|
Invoice
currency
|
Invoice
Amount
|
Revenue
Amount
|
AR
Invoice Number
|
For Contractor
|
ID
|
Project
|
Project No
|
Project type
|
Project From
|
Project To
|
Bill To
|
From Bill date
|
To Bill Date
|
Task
|
Bill flag
|
bill curr
|
Inv Curr
|
|
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