427 lines
87 KiB
PHP
427 lines
87 KiB
PHP
<!DOCTYPE html>
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<html lang="<?php _trans('cldr'); ?>">
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<head>
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<meta charset="utf-8">
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<title><?php _trans('invoice'); ?></title>
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<style>
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.center {
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text-align: center;
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}
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.clearfix:after{content:"";display:table;clear:both}a{color:#375bc8;text-decoration:underline}body{position:relative;width:100%;height:29.7cm;margin:0 auto;color:#3A3A3A;background:#FFFFFF;font-family:sans-serif;font-size:0.7em}header{padding:0px 0;margin-bottom:0px}#logo{text-align:right;margin-bottom:0px}#invoice-logo{max-width: 10em !important;max-height: 10em !important;margin-bottom: 1em;text-align:right} #client{float:left;width:55%;margin-right:5%}.invoice-details{text-align:right}.invoice-details table{border-collapse:collapse;border-spacing:0;text-align:right;width:100%;margin:0 0 0 auto;font-size:1em}.invoice-details table td{width:100%;margin:0;padding:0 0 0.5em 0}table.item-table{width:100%;border-spacing:0;margin-bottom:0px;font-size:1em}table.item-table tr:nth-child(2n-1) td{background:#F5F5F5}table.item-table th{padding:10px 5px;border-bottom:1px solid #606060;white-space:nowrap;text-align:left}table.item-table th.text-right{text-align:right}table.item-table td{padding:10px 5px}table.item-table .invoice-sums{text-align:right}footer{color:#878686;width:100%;border-top:2px solid #878686;padding:5px 0}.text-right{text-align:right}.text-red{color:#ea5340}.text-green{color:#77b632}
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</style>
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</head>
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<body>
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<?php
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$totalCGST=0;
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$totalSGST=0;
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$totalIGST=0;
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$invoiceTotalAmount=0;
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$invoiceTotalAmountInWords='';
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// For Converting number to words
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function convertNumber($amt){
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$ShowPaise='0';
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$totalAmt=explode(".",$amt);
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$number = $totalAmt[0];
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$no = $number;
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if(!empty($totalAmt[1]) && $totalAmt[1]!=0){
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$point = $totalAmt[1];
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$ShowPaise='1';
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}
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else{
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$point=0;
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$ShowPaise='0';
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}
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$hundred = null;
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$digits_1 = strlen($no);
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$i = 0;
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$str = array();
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$words = array('0' => '', '1' => 'One', '2' => 'Two',
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'3' => 'Three', '4' => 'Four', '5' => 'Five', '6' => 'Six',
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'7' => 'Seven', '8' => 'Eight', '9' => 'Nine',
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'10' => 'Ten', '11' => 'Eleven', '12' => 'Twelve',
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'13' => 'Thirteen', '14' => 'Fourteen',
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'15' => 'Fifteen', '16' => 'Sixteen', '17' => 'Seventeen',
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'18' => 'Eighteen', '19' =>'Nineteen', '20' => 'Twenty',
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'30' => 'Thirty', '40' => 'Forty', '50' => 'Fifty',
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'60' => 'Sixty', '70' => 'Seventy',
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'80' => 'Eighty', '90' => 'Ninety');
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$digits = array('', 'Hundred', 'Thousand', 'Lakh', 'Crore');
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while ($i < $digits_1) {
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$divider = ($i == 2) ? 10 : 100;
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$number = floor($no % $divider);
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$no = floor($no / $divider);
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$i += ($divider == 10) ? 1 : 2;
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if ($number) {
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$plural = (($counter = count($str)) && $number > 9) ? 's' : null;
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$hundred = ($counter == 1 && $str[0]) ? ' and ' : null;
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$str [] = ($number < 21) ? $words[$number] .
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" " . $digits[$counter] . $plural . " " . $hundred
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:
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$words[floor($number / 10) * 10]
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. " " . $words[$number % 10] . " "
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. $digits[$counter] . $plural . " " . $hundred;
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} else $str[] = null;
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}
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$str = array_reverse($str);
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$result = implode('', $str);
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$points = ($point) ?
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" " . $words[$point / 10] . " " .
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$words[$point = $point % 10] : '';
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if($ShowPaise=='0'){
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$amountInWords = "Rupees " . $result." Only";
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}
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else{
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$amountInWords = "Rupees " . $result ." Paise ". $points." Only";
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}
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return $amountInWords;
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}
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?>
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<header class="clearfix">
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<table width="100%" class="center"><tr><td><h2>INVOICE</h2> </td></tr></table>
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<table border="1" style="border-collapse: collapse;" width="100%">
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<tr><td rowspan="4"><h2><?php _htmlsc($invoice->user_name); ?></h2>
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<?php if ($invoice->user_address_1 || $invoice->user_address_2 ) {
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echo '<div>' ;
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if ($invoice->user_address_1) {
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echo htmlsc($invoice->user_address_1) . '';
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echo ',';
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}
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if ($invoice->user_address_2) {
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echo htmlsc($invoice->user_address_2) . '';
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echo ',';
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}
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echo '</div>';
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}
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/* if ($invoice->user_address_2) {
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echo '<div>' . htmlsc($invoice->user_address_2) . '</div>';
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} */
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if ($invoice->user_city || $invoice->user_state || $invoice->user_zip ) {
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echo '<div>';
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if ($invoice->user_city) {
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echo htmlsc($invoice->user_city) . ' ';
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echo ',';
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}
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if ($invoice->user_state) {
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echo htmlsc($invoice->user_state) . ' ';
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echo ',';
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}
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if ($invoice->user_zip) {
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echo htmlsc($invoice->user_zip);
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echo ',';
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}
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if ($invoice->user_country) {
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echo get_country_name(trans('cldr'), $invoice->user_country) ;
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echo '.';
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}
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echo '</div>';
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}
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if ($invoice->user_phone || $invoice->user_email) {
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echo '<div>';
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if ($invoice->user_phone) {
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echo trans('Phone') . ': ' . htmlsc($invoice->user_phone);
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echo ',';
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}
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echo '</div>';
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echo '<div>';
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if ($invoice->user_mobile) {
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echo trans('Mobile') . ': ' . htmlsc($invoice->user_mobile);
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echo ',';
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}
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echo '</div>';
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echo '<div>';
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if ($invoice->user_email) {
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echo trans('Email') . ': ' . htmlsc($invoice->user_email);
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}
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echo '</div>';
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} ?>
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<?php echo '<div><b>' . trans('GSTIN') . ': ' . htmlsc($custom_fields['user']['GSTIN']) . '</b></div>';?>
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</td><td> </td><td>ORIGINAL FOR RECIPIENT</td></tr>
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<tr> <td> </td><td>DUPLICATE FOR TRANSPORTER</td></tr>
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<tr> <td> </td><td>TRIPLICATE FOR SUPPLIER</td></tr>
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<tr> <td colspan="2"><div id="logo"><br/><center><?php echo invoice_logo_pdf(); ?></center></div></td> </tr>
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</table>
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</header>
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<main>
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<table class="tablepadding" border="1" style="border-collapse: collapse;" width="100%">
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<tr><td><div class="invoice-details clearfix">
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<?php echo '<div>' . trans(' Invoice Number') . ':'; ?> <?php echo $invoice->invoice_number ; '</div>' ?></div>
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<?php echo '<div>' . trans(' Invoice Date') . ':'; ?> <?php echo date_from_mysql($invoice->invoice_date_created , true). '</div>'; ?></div>
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<?php echo '<div>' . trans(' State ') . ': '; ?> <?php echo $invoice->user_state ; '</div>'?></div>
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<?php echo '<div>' . trans(' State Code') . ':'; ?> <?php echo _htmlsc($custom_fields['user']['State Code']) . '</div>'?></div>
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</div>
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</td>
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<td>
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<div class="invoice-details clearfix">
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<?php echo '<div>' . trans(' Transport Mode') . ':'; ?> <?php echo _htmlsc($custom_fields['invoice']['Transportation mode']). '</div>' ?>
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<?php echo '<div>' . trans(' Vehicle Number') . ':'; ?> <?php echo _htmlsc($custom_fields['invoice']['Vehicle Number']). '</div>' ?>
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<?php echo '<div>' . trans(' Date of Supply ') . ': '; ?> <?php $supplyDate = new DateTime($custom_fields['invoice']['Date of supply']);
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$displaySupplyDate = $supplyDate->format('d-m-Y');
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echo $displaySupplyDate; '</div>'?>
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<?php echo '<div>' . trans(' Place of Supply') . ':'; ?> <?php _htmlsc($custom_fields['invoice']['Place of supply']). '</div>' ?>
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</div></td></tr>
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<tr><td><b>Details of Receiver | Billed To</b></td>
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<td><b>Details of Consignee | Shipping To</b></td></tr>
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<tr><td>
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<?php echo '<div>' . htmlsc(format_client($invoice)) . '</div>'; ?>
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<div id="client">
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<?php
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if ($invoice->client_address_1) {
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echo '<div>' . htmlsc($invoice->client_address_1) . '</div>';
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}
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if ($invoice->client_address_2) {
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echo '<div>' . htmlsc($invoice->client_address_2) . '</div>';
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}
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if ($invoice->client_city || $invoice->client_state || $invoice->client_zip) {
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echo '<div>';
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if ($invoice->client_city) {
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echo htmlsc($invoice->client_city); echo ',';
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}if ($invoice->client_state) {
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echo htmlsc($invoice->client_state);echo ',';
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}if ($invoice->client_zip) {
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echo htmlsc($invoice->client_zip);
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}
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echo '</div>';
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}
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?>
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<?php $purchaseorderDate = new DateTime($custom_fields['invoice']['Purchase Order Date']);
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$displayPurchaseorderDate = $purchaseorderDate->format('d-m-y');
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echo '<div>' . trans(' PO No / Date') . ': ' . htmlsc($custom_fields['invoice']['Purchase Order No']) . ' / ' . htmlsc($displayPurchaseorderDate) .'</div>';?>
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<?php echo '<div>' . trans('GSTIN') . ': ' . htmlsc($custom_fields['client']['GSTIN']) .'</div>';?>
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<?php echo '<div>' . trans('State :') . htmlsc($invoice->client_state) .' '. trans('State Code :') . htmlsc($custom_fields['client']['State code']). '</div>';?>
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</div>
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</td><td>
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<?php echo '<div>' . htmlsc(format_client($invoice)) . '</div>'; ?>
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<div id="client">
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<?php if($custom_fields['invoice']['Shipping Address'] != '') {
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echo '<div>' . htmlsc($custom_fields['invoice']['Shipping Address']) . '</div>'; } else { ?>
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<?php
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if ($invoice->client_address_1) {
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echo '<div>' . htmlsc($invoice->client_address_1) . '</div>';
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}
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if ($invoice->client_address_2) {
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echo '<div>' . htmlsc($invoice->client_address_2) . '</div>';
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}
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if ($invoice->client_city || $invoice->client_state || $invoice->client_zip) {
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echo '<div>';
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if ($invoice->client_city) {
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echo htmlsc($invoice->client_city);echo ',';
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}if ($invoice->client_state) {
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echo htmlsc($invoice->client_state);echo ',';
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}if ($invoice->client_zip) {
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echo htmlsc($invoice->client_zip);
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}
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echo '</div>';
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}
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}
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?>
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<?php $purchaseorderDate = new DateTime($custom_fields['invoice']['Purchase Order Date']);
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$displayPurchaseorderDate = $purchaseorderDate->format('d-m-y');
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echo '<div>' . trans(' PO No / Date') . ': ' . htmlsc($custom_fields['invoice']['Purchase Order No']) . ' / ' . htmlsc($displayPurchaseorderDate) .'</div>';?>
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<?php echo '<div>' . trans('GSTIN') . ': ' . htmlsc($custom_fields['client']['GSTIN']) .'</div>';?>
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<?php echo '<div>' . trans('State :') . htmlsc($invoice->client_state) .' '. trans('State Code :') . htmlsc($custom_fields['client']['State code']). '</div>';?>
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</div>
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</td></tr>
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</table>
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<table class="item-table" style="border-collapse: collapse;" border="1" width="100%" >
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<thead>
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<tr>
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<th rowspan="2" class="item-name"><?php _trans('Name of product / Service'); ?></th>
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<th rowspan="2" class="item-name"><?php _trans('HSN'); ?></th>
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<th rowspan="2" class="item-amount text-right"><?php _trans('UOM'); ?></th>
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<th rowspan="2" class="item-amount text-right"><?php _trans('Qty'); ?></th>
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<th rowspan="2" class="item-price text-right"><?php _trans('Rate'); ?></th>
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<th rowspan="2" class="item-price text-right"><?php _trans('Taxable Amount'); ?></th>
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<th colspan="2" class="item-price"><center><?php _trans('CGST'); ?></center></th>
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<th colspan="2" class="item-price"><center><?php _trans('SGST'); ?></center></th>
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<th colspan="2" class="item-pric"><center><?php _trans('IGST'); ?></center></th>
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<th rowspan="2" class="item-total "><?php _trans('Total'); ?></th>
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</tr>
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<tr>
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<td><?php _trans('Rate %'); ?></td>
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<td><?php _trans('Amount'); ?></td>
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<td><?php _trans('Rate %'); ?></td>
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<td><?php _trans('Amount'); ?></td>
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<td><?php _trans('Rate %'); ?></td>
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<td><?php _trans('Amount'); ?></td>
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</tr>
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</thead>
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<tbody>
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<?php
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foreach ($items as $item) { ?>
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<tr>
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<td><?php _htmlsc($item->item_name); ?></td>
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<td><?php _htmlsc($item->product_sku); ?></td>
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<td class="text-right">
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<?php if ($item->item_product_unit) : ?>
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<small><?php _htmlsc($item->item_product_unit); ?></small>
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<?php endif; ?>
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</td>
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<td class="text-right">
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<?php echo format_amount($item->item_quantity); ?>
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</td>
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<td class="text-right">
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<?php echo format_currency($item->item_price); ?>
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</td>
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<td class="text-right">
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<?php $amount = ($item->item_quantity * $item->item_price);
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echo format_currency($amount);?>
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</td>
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<!-- <td class="text-right">
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<?php echo format_currency($item->item_discount); ?>
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</td> -->
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<td class="text-right">
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<?php _htmlsc($item->Cgst_item_tax_rate_percent); ?><!-- Cgst % --->
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</td>
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<td class="text-right">
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<?php echo format_currency($item->Cgst_item_tax_rate_amount); ?><!-- Cgst --->
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</td>
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<td class="text-right">
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<?php _htmlsc($item->Sgst_item_tax_rate_percent); ?><!-- Sgst %-->
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</td>
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<td class="text-right">
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<?php echo format_currency($item->Sgst_item_tax_rate_amount); ?><!-- Sgst-->
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</td>
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<td class="text-right">
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<?php _htmlsc($item->Igst_item_tax_rate_percent); ?><!-- Igst % -->
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</td>
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<td class="text-right">
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<?php echo format_currency($item->Igst_item_tax_rate_amount); ?><!-- Igst -->
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</td>
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<td class="text-right">
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<?php echo format_currency($item->item_total - $amount);
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$totalCGST = $totalCGST+$item->Cgst_item_tax_rate_amount ;
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$totalSGST = $totalSGST+$item->Sgst_item_tax_rate_amount ;
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$totalIGST = $totalIGST+$item->Igst_item_tax_rate_amount ;
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?>
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</td>
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</tr>
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<?php } ?>
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<tr>
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<td style="text-align: right;" colspan="5"> <strong> TOTAL</strong></td>
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<td class="text-right"><?php echo format_currency($invoice->invoice_item_subtotal); ?></td>
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<td> </td>
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<td class="text-right"><?php echo format_currency($totalCGST); ?></td>
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<td> </td>
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<td class="text-right"><?php echo format_currency($totalSGST); ?></td>
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<td> </td>
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<td class="text-right"><?php echo format_currency($totalIGST); ?></td>
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<td class="text-right">
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<b><?php echo format_currency($invoice->invoice_item_tax_total);
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$invoiceTotalAmount=$invoice->invoice_total;
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$invoiceTotalAmountInWords=convertNumber($invoiceTotalAmount);
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?></b>
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</td>
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</tr>
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<tr>
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<td colspan="6" rowspan="3">
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<p style="text-align: center;"><strong>TOTAL AMOUNT IN WORDS:</strong> </p>
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<?php echo $invoiceTotalAmountInWords; ?>
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</td>
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<td colspan="6"> <?php _trans('Total Amount Before Tax '); ?></td>
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<td class="text-right"><?php echo format_currency($invoice->invoice_item_subtotal); ?></td>
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</tr>
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<tr>
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<td colspan="6">Add :CGST</td>
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<td class="text-right"><?php echo format_currency($totalCGST); ?></td>
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</tr>
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<tr>
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<td colspan="6">Add :SGST</td>
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<td class="text-right"><?php echo format_currency($totalSGST); ?></td>
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</tr>
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<tr>
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<td style="text-align: center;" colspan="6"> Bank Details </td>
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<td colspan="6" >Add :IGST</td>
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<td class="text-right"><?php echo format_currency($totalIGST); ?></td>
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</tr>
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<tr>
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<td colspan="3" rowspan="2">
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<ul>
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<li>Bank Name</li>
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<li>Bank Account Number</li>
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<li>Bank Branch IFSC</li>
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</ul>
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</td>
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<td colspan="3" rowspan="2">
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<p><?php echo _htmlsc($custom_fields['user']['Bank Name']) ?></p>
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<p><?php echo _htmlsc($custom_fields['user']['Bank Account Number']) ?></p>
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<p><?php echo _htmlsc($custom_fields['user']['Bank Branch IFSC']) ?></p>
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</td>
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<td colspan="6" > <?php _trans('Tax Amount : GST'); ?></td>
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<td class="text-right"><?php echo format_currency($invoice->invoice_item_tax_total); ?></td>
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</tr>
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<tr>
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<td colspan="6"><?php _trans('Total Amount After Tax '); ?></td>
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<td class="text-right">
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<b><?php echo format_currency($invoice->invoice_total); ?></b>
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</td>
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</tr>
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<tr >
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<td colspan="3" style="background:#fff;">
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<?php if ($invoice->invoice_terms) : ?>
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<div class="notes">
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<b><?php _trans('Payment Terms'); ?></b><br/>
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<?php echo nl2br(htmlsc($invoice->invoice_terms)); ?>
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</div>
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<?php endif; ?>
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</td>
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<td colspan="3" style="background:#fff;" ><center> <img width="130" 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'/> </center> </td>
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<td style="text-align:right;background:#fff;" colspan="7" rowspan="2">
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<div>For <?php _htmlsc($invoice->user_name); ?></div>
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<br/></br/><br/><br/><br/>
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<div><h6>Authorized Signatory</h6></div>
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</td>
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</tr>
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<tr><td colspan="6">Declaration: We Declare that this invoice shows the actual price of the goods described and that all particulars are true and correct </td></tr>
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</tbody>
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</table>
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<!--<pre><?php print_r($custom_fields); ?></pre> -->
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<!--<pre><?php print_r($invoice); ?></pre>-->
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</main>
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</body>
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</html>
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