📝 Full Lambda Payload for pdfId 660792d92ca0a43b8fdf843f440a023311940600644751d72d5f77c8a52d48be:
Array
(
    [pdfFileName] => demo_1757512193-68c1820170511-11fb78f1.pdf
    [pdfBase64] => 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
    [recipient] => demo@invoices.flowledger-app.com
    [pdfId] => 660792d92ca0a43b8fdf843f440a023311940600644751d72d5f77c8a52d48be
    [ocrText] => Wangeskog Hyrcenter AB
# TRA14
Aug 27, 2025
INVOICE
BILL To
SHIP TO
PAYMENT
Flowledger
Flowledger
Due Date: Sep 27, 2025
Payment Terms: 30 days
DETAILS
PO Number: REF8999
ITEM
QUANTITY
RATE
AMOUNT
rengöringsdukar, kostnadsställe : 550
1
SEK 550,200.00
SEK 550,200.00
rengöringsdukar, kostnadsställe : 550
1
SEK 55,042.00
SEK 55,042.00
rengöringsdukar, kostnadsställe : 550
1
SEK 51,250.00
SEK 51,250.00
rengöringsdukar, kostnadsställe : 550
1
SEK 51,250.00
SEK 51,250.00
rengöringsdukar, kostnadsställe : 550
1
SEK 3,550.00
SEK 3,550.00
skor, kostnadsställe : 150
1
SEK 54,150.00
SEK 54,150.00
skor, kostnadsställe : 150
1
SEK 15,420.00
SEK 15,420.00
skor, kostnadsställe : 150
1
SEK 1,230.00
SEK 1,230.00
skor, kostnadsställe : 150
1
SEK 15,053,255.00
SEK 15,053,255.00
skor, kostnadsställe : 150
1
SEK 15,760.00
SEK 15,760.00
träplankor, kostnadsställe : 250
1
SEK 253,450.00
SEK 253,450.00
träplankor, kostnadsställe : 250
1
SEK 258,750.00
SEK 258,750.00
träplankor, kostnadsställe : 250
1
SEK 2,350.00
SEK 2,350.00
träplankor, kostnadsställe : 250
1
SEK 28,750.00
SEK 28,750.00
träplankor, kostnadsställe : 250
1
SEK 20,149.00
SEK 20,149.00
elektronikaccessoarer, kostnadsställe : 350
1
SEK 123,350.00
SEK 123,350.00
elektronikaccessoarer, kostnadsställe : 350
1
SEK 432,350.00
SEK 432,350.00
elektronikaccessoarer, kostnadsställe : 350
1
SEK 3,505,542.00
SEK 3,505,542.00
elektronikaccessoarer, kostnadsställe : 350
1
SEK 354,420.00
SEK 354,420.00
elektronikaccessoarer, kostnadsställe : 350
1
SEK 35,530.00
SEK 35,530.00
Consultingtjänster, kostnadsställe : 450
1
SEK 4,510.00
SEK 4,510.00
Consultingtjänster, kostnadsställe : 450
1
SEK 33,523.00
SEK 33,523.00
Consultingtjänster, kostnadsställe : 450
1
SEK 450,234.00
SEK 450,234.00
Consultingtjänster, kostnadsställe : 450
1
SEK 4,503.00
SEK 4,503.00
Consultingtjänster, kostnadsställe : 450
1
SEK 45,530.00
SEK 45,530.00
rengöringsdukar, kostnadsställe : 550
1
SEK 55,043.00
SEK 55,043.00
rengöringsdukar, kostnadsställe : 550
1
SEK 58,450.00
SEK 58,450.00
rengöringsdukar, kostnadsställe : 550
1
SEK 55,012.00
SEK 55,012.00
rengöringsdukar, kostnadsställe : 550
1
SEK 532,150.00
SEK 532,150.00
rengöringsdukar, kostnadsställe : 550
1
SEK 556,370.00
SEK 556,370.00
metallkomponenter, kostnadsställe : 650
1
SEK 653,460.00
SEK 653,460.00
metallkomponenter, kostnadsställe : 650
1
SEK 65,240.00
SEK 65,240.00
metallkomponenter, kostnadsställe : 650
1
SEK 563,650.00
SEK 563,650.00
metallkomponenter, kostnadsställe : 650
1
SEK 31,650.00
SEK 31,650.00
metallkomponenter, kostnadsställe : 650
1
SEK 65,310.00
SEK 65,310.00
jäst, kostnadsställe : 750
1
SEK 72,350.00
SEK 72,350.00
jäst, kostnadsställe : 750
1
SEK 750,532.00
SEK 750,532.00
jäst, kostnadsställe : 750
1
SEK 73,250.00
SEK 73,250.00
jäst, kostnadsställe : 750
1
SEK 71,250.00
SEK 71,250.00
jäst, kostnadsställe : 750
1
SEK 751,240.00
SEK 751,240.00
Subtotal
SEK 25,759,005.00
Tax (25%)
SEK 6,439,751.25
Total
SEK 32,198,756.25
NOTES
Bankgiro : 5423-1232
Plusgiro : 243-4257
    [InvoiceFields] => Array
        (
            [DueDate] => Sep 27, 2025
            [InvoiceDate] => Aug 27, 2025
            [InvoiceId] => # TRA14
            [Supplier] => Wangeskog Hyrcenter AB
        )

    [LineItems] => Array
        (
            [0] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 550,200.00
                )

            [1] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 55,042.00
                )

            [2] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 51,250.00
                )

            [3] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 51,250.00
                )

            [4] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 3,550.00
                )

            [5] => Array
                (
                    [OCRText] => skor, kostnadsställe : 150
                    [Amount] => SEK 54,150.00
                )

            [6] => Array
                (
                    [OCRText] => skor, kostnadsställe : 150
                    [Amount] => SEK 15,420.00
                )

            [7] => Array
                (
                    [OCRText] => skor, kostnadsställe : 150
                    [Amount] => SEK 1,230.00
                )

            [8] => Array
                (
                    [OCRText] => skor, kostnadsställe : 150
                    [Amount] => SEK 15,053,255.00
                )

            [9] => Array
                (
                    [OCRText] => skor, kostnadsställe : 150
                    [Amount] => SEK 15,760.00
                )

            [10] => Array
                (
                    [OCRText] => träplankor, kostnadsställe : 250
                    [Amount] => SEK 253,450.00
                )

            [11] => Array
                (
                    [OCRText] => träplankor, kostnadsställe : 250
                    [Amount] => SEK 258,750.00
                )

            [12] => Array
                (
                    [OCRText] => träplankor, kostnadsställe : 250
                    [Amount] => SEK 2,350.00
                )

            [13] => Array
                (
                    [OCRText] => träplankor, kostnadsställe : 250
                    [Amount] => SEK 28,750.00
                )

            [14] => Array
                (
                    [OCRText] => träplankor, kostnadsställe : 250
                    [Amount] => SEK 20, 149.00
                )

            [15] => Array
                (
                    [OCRText] => elektronikaccessoarer, kostnadsställe : 350
                    [Amount] => SEK 123,350.00
                )

            [16] => Array
                (
                    [OCRText] => elektronikaccessoarer, kostnadsställe : 350
                    [Amount] => SEK 432,350.00
                )

            [17] => Array
                (
                    [OCRText] => elektronikaccessoarer, kostnadsställe : 350
                    [Amount] => SEK 3,505,542.00
                )

            [18] => Array
                (
                    [OCRText] => elektronikaccessoarer, kostnadsställe : 350
                    [Amount] => SEK 354,420.00
                )

            [19] => Array
                (
                    [OCRText] => elektronikaccessoarer, kostnadsställe : 350
                    [Amount] => SEK 35,530.00
                )

            [20] => Array
                (
                    [OCRText] => Consultingtjänster, kostnadsställe : 450
                    [Amount] => SEK 4,510.00
                )

            [21] => Array
                (
                    [OCRText] => Consultingtjänster, kostnadsställe : 450
                    [Amount] => SEK 33,523.00
                )

            [22] => Array
                (
                    [OCRText] => Consultingtjänster, kostnadsställe : 450
                    [Amount] => SEK 450,234.00
                )

            [23] => Array
                (
                    [OCRText] => Consultingtjänster, kostnadsställe : 450
                    [Amount] => SEK 4,503.00
                )

            [24] => Array
                (
                    [OCRText] => Consultingtjänster, kostnadsställe : 450
                    [Amount] => SEK 45,530.00
                )

            [25] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 55,043.00
                )

            [26] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 58,450.00
                )

            [27] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 55,012.00
                )

            [28] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 532,150.00
                )

            [29] => Array
                (
                    [OCRText] => rengöringsdukar, kostnadsställe : 550
                    [Amount] => SEK 556,370.00
                )

            [30] => Array
                (
                    [OCRText] => metallkomponenter, kostnadsställe : 650
                    [Amount] => SEK 653,460.00
                )

            [31] => Array
                (
                    [OCRText] => metallkomponenter, kostnadsställe : 650
                    [Amount] => SEK 65,240.00
                )

            [32] => Array
                (
                    [OCRText] => metallkomponenter, kostnadsställe : 650
                    [Amount] => SEK 563,650.00
                )

            [33] => Array
                (
                    [OCRText] => metallkomponenter, kostnadsställe : 650
                    [Amount] => SEK 31,650.00
                )

            [34] => Array
                (
                    [OCRText] => jäst, kostnadsställe : 750
                    [Amount] => SEK 72,350.00
                )

            [35] => Array
                (
                    [OCRText] => jäst, kostnadsställe : 750
                    [Amount] => SEK 750,532.00
                )

            [36] => Array
                (
                    [OCRText] => jäst, kostnadsställe : 750
                    [Amount] => SEK 73,250.00
                )

            [37] => Array
                (
                    [OCRText] => jäst, kostnadsställe : 750
                    [Amount] => SEK 71,250.00
                )

            [38] => Array
                (
                    [OCRText] => jäst, kostnadsställe : 750
                    [Amount] => SEK 751,240.00
                )

        )

)

----------------------------------------