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AL TVA - We certify this invoice authentic and definitivePage 1/1 + T: +41 21 654 53 52 + www.interacid-group.com + CHE-107.698.577 TVA + @@ -924,103 +5095,54 @@ - <for each="sale in records"> - - 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 - - PROFORMA INVOICE - Order reference:Date: - <sale.report_melya_proforma_number><format_date(sale.sale_date, sale.party.lang) if sale.sale_date else ''> - - - - <for each="line in sale.report_melya_buyer_block.splitlines()"> - <line> - </for> - - - - - - - - - Quantity - - - Goods Description - - - Unit Price - - - Amount - + <for each="sale in records"> + PROFORMA INVOICE + Order reference:Date: + <sale.report_melya_proforma_number><format_date(sale.sale_date, sale.party.lang) if sale.sale_date else ''> + Buyer: + <for each="line in sale.report_melya_buyer_block.splitlines()"> + <line> + </for> + + + + + + + + Quantity + Goods Description + Unit Price + Amount - - - - - - <format_number(sale.lines[0].quantity, sale.party.lang, digits=4) if sale.lines else ''><sale.lines[0].unit.rec_name.upper() if sale.lines and sale.lines[0].unit else ''> - - - - - - <sale.report_product_name or ''> - <sale.report_product_description or ''> - - - - - - - <format_currency(sale.lines[0].unit_price, sale.party.lang, sale.currency) if sale.lines else ''> - - - - - - <format_currency(sale.lines[0].amount, sale.party.lang, sale.currency)> - + + <format_number(sale.lines[0].quantity, sale.party.lang, digits=4) if sale.lines else ''><sale.lines[0].unit.rec_name.upper() if sale.lines and sale.lines[0].unit else ''> + <sale.report_product_name or ''><sale.report_product_description or ''> + <format_currency(sale.lines[0].unit_price, sale.party.lang, sale.currency) if sale.lines else ''> + <format_currency(sale.lines[0].amount, sale.party.lang, sale.currency)> - - - Total quantity: <format_number(sale.lines[0].quantity, sale.party.lang, digits=4) if sale.lines else ''><sale.lines[0].unit.rec_name.upper() if sale.lines and sale.lines[0].unit else ''> - - Total amount: <format_currency(sale.lines[0].amount, sale.party.lang, sale.currency)> - - - SHIPMENT SCHEDULE:<sale.report_delivery_period_description or ''> - - TOLERANCE:+/- <sale.tol_min>% - - ORIGIN:<sale.product_origin> - - TRANSPORTATION BY:VESSEL - - DELIVERY TERMS:<sale.report_melya_incoterm> - - PAYMENT TERMS:<sale.payment_term.description if sale.payment_term else ''> - - BANK DETAILS:<sale.report_melya_bank_name> - <sale.report_melya_bank_swift_line> - <sale.report_melya_bank_iban_line> - - DELIVERY IS SUBJECT TO THE DELIVERY BY OUR SUPPLIER. - - - Signed by :Signed by : - (The Seller)(The Buyer) - - INTERACID TRADING S.A. - AV. DES BAUMETTES 5 - CH-1020 RENENS - SWITZERLAND - + + Total quantity:<format_number(sale.lines[0].quantity, sale.party.lang, digits=4) if sale.lines else ''><sale.lines[0].unit.rec_name.upper() if sale.lines and sale.lines[0].unit else ''> + Total amount:<format_currency(sale.lines[0].amount, sale.party.lang, sale.currency)> + + SHIPMENT SCHEDULE:<sale.report_delivery_period_description or ''> + TOLERANCE:+/- <sale.tol_min>% + ORIGIN:<sale.product_origin> + TRANSPORTATION BY:VESSEL + DELIVERY TERMS:<sale.report_melya_incoterm> + PAYMENT TERMS:<sale.payment_term.description if sale.payment_term else ''> + BANK DETAILS:<sale.report_melya_bank_name> + <sale.report_melya_bank_swift_line> + <sale.report_melya_bank_iban_line> + + DELIVERY IS SUBJECT TO THE DELIVERY BY OUR SUPPLIER. + + Signed by :Signed by : + (The Seller)(The Buyer) + INTERACID TRADING S.A. + AV. DES BAUMETTES 5 - CH-1020 RENENS - SWITZERLAND </for> - + \ No newline at end of file