373 lines
99 KiB
JavaScript
373 lines
99 KiB
JavaScript
$(document).ready( function() {
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$('body').off('click', '#3040AllTools');
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$('body').off('click', '#withCodes');
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$('body').on('click', '#3040AllTools', function() {
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deckblattAllTools("3040");
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})
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$('body').on('click', '#withCodes', function() {
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deckblattWithCodes();
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})
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});
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function deckblattAllTools(type){
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switch(type){
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case "3040":
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typeIdentifier = "TMP Cover 3040";
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TMPdimensions = "429,50mm x 310,60mm";
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refcode="62488466";
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break;
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case "3030":
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typeIdentifier = "TMP Cover 3030";
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TMPdimensions = "323,40mm x 323,40mm";
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refcode="63106075";
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break;
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case "2121":
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typeIdentifier = "TMP Cover 2121";
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TMPdimensions = "222,10mm x 222,10mm";
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refcode="62828862";
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break;
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case "2121":
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typeIdentifier = "TMP Cover 2121C";
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TMPdimensions = "217,70mm x 217,70mm";
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refcode="62831667";
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break;
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default:
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typeIdentifier = "kein o. falschen";
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refcode = "refcode";
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TMPdimensions = " übergeben";
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break;
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}
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var doc = new jsPDF('p', 'pt','a4');
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startPointY = 15;
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startPointX = 15;
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yellow = "#ffff00";
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red = "#ff0000";
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doc.setFillColor(79,129,189);
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doc.rect(startPointX-5, startPointY-5, 575, 820, 'f');
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// Type-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 40 + startPointY,540,90)
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// RefNo-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 200 + startPointY,540,90)
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// Dimension-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 360 + startPointY,540,90)
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// PO-No-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 520 + startPointY,540,90)
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// Content-Box
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doc.setLineWidth(2);
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doc.setFillColor(0);
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doc.rect(15 + startPointX, 680 + startPointY,540,90, 'f'); // grosse schwarze Box
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doc.setFillColor(255);
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doc.rect(15 + startPointX+2, 680 + startPointY+2,536,86, 'f'); // kleinere weisse Box
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doc.setLineWidth(1);
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doc.rect(15 + startPointX+2, 680 + startPointY+29, 536,0) // linie um den oberen Teil abzutrennen
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// label-boxen
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doc.setFillColor(255);
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doc.rect(16 + startPointX, 684 + startPointY+25,107,30); // 1 - links oben
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doc.rect(123 + startPointX, 684 + startPointY+25,108,30); // 2
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doc.rect(231 + startPointX, 684 + startPointY+25,108,30); // 3
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doc.rect(339 + startPointX, 684 + startPointY+25,108,30); // 4
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doc.rect(447 + startPointX, 684 + startPointY+25,107,30); // 5
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doc.rect(16 + startPointX, 714 + startPointY+25,107,30); // 6 - zweite Reihe
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doc.rect(123 + startPointX, 714 + startPointY+25,108,30); // 7
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doc.rect(231 + startPointX, 714 + startPointY+25,108,30); // 8
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doc.rect(339 + startPointX, 714 + startPointY+25,108,30); // 9
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doc.rect(447 + startPointX, 714 + startPointY+25,107,30); // 10 - rechts unten
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doc.setFontSize(45);
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doc.setFont("arial");
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doc.setFontType("bold");
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doc.setTextColor(red)
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doc.text(180 + startPointX, 30 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 180 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 340 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 500 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 660 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 810 + startPointY, "ALL TOOLS");
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doc.setFontSize(65);
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doc.setTextColor(yellow)
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doc.text(40 + startPointX, 110 + startPointY, typeIdentifier);
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 225 + startPointY, "ReferenceNo.:");
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doc.setFontSize(55);
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doc.setFontType("bold");
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doc.setTextColor(yellow)
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doc.text(160 + startPointX, 280 + startPointY, refcode);
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 385 + startPointY, "Dimension:");
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doc.setFontSize(45);
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doc.text(50 + startPointX, 440 + startPointY, TMPdimensions);
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 545 + startPointY, "Purchase Order No. - Item:");
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doc.setFontSize(55);
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doc.setFontType("bold");
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doc.setTextColor(yellow)
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doc.text(130 + startPointX, 600 + startPointY, "21175843-10");
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 700 + startPointY, "Content:");
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doc.setFontSize(24);
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doc.setTextColor(0);
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doc.setFontType("bold");
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doc.text(35 + startPointX, 733 + startPointY, "9 Pcs.");
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doc.save("deckblatt3040AllTools.pdf");
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}
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function deckblattWithCodes() {
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var doc = new jsPDF('p', 'pt','a4');
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startPointY = 15;
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startPointX = 15;
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yellow = "#ffff00";
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red = "#ff0000";
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doc.setFillColor(79,129,189);
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doc.rect(startPointX-5, startPointY-5, 575, 820, 'f');
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// Type-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 40 + startPointY,540,90)
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// RefNo-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 200 + startPointY,540,90)
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// Dimension-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 360 + startPointY,540,90)
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// PO-No-Box
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doc.setLineWidth(2);
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doc.rect(15 + startPointX, 520 + startPointY,540,90)
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// Content-Box
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doc.setLineWidth(2);
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doc.setFillColor(0);
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doc.rect(15 + startPointX, 680 + startPointY,540,90, 'f'); // grosse schwarze Box
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doc.setFillColor(255);
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doc.rect(15 + startPointX+2, 680 + startPointY+2,536,86, 'f'); // kleinere weisse Box
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doc.setLineWidth(1);
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doc.rect(15 + startPointX+2, 680 + startPointY+29, 536,0) // linie um den oberen Teil abzutrennen
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// label-boxen
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doc.setFillColor(255);
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doc.rect(16 + startPointX, 684 + startPointY+25,107,30); // 1 - links oben
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doc.rect(123 + startPointX, 684 + startPointY+25,108,30); // 2
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doc.rect(231 + startPointX, 684 + startPointY+25,108,30); // 3
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doc.rect(339 + startPointX, 684 + startPointY+25,108,30); // 4
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doc.rect(447 + startPointX, 684 + startPointY+25,107,30); // 5
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doc.rect(16 + startPointX, 714 + startPointY+25,107,30); // 6 - zweite Reihe
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doc.rect(123 + startPointX, 714 + startPointY+25,108,30); // 7
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doc.rect(231 + startPointX, 714 + startPointY+25,108,30); // 8
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doc.rect(339 + startPointX, 714 + startPointY+25,108,30); // 9
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doc.rect(447 + startPointX, 714 + startPointY+25,107,30); // 10 - rechts unten
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doc.setFontSize(45);
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doc.setFont("arial");
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doc.setFontType("bold");
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doc.setTextColor(red)
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doc.text(180 + startPointX, 30 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 180 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 340 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 500 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 660 + startPointY, "ALL TOOLS");
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doc.text(180 + startPointX, 810 + startPointY, "ALL TOOLS");
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doc.setFontSize(65);
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doc.setTextColor(yellow)
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doc.text(40 + startPointX, 110 + startPointY, "TMP Cover 3040");
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 225 + startPointY, "ReferenceNo.:");
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doc.setFontSize(55);
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doc.setFontType("bold");
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doc.setTextColor(yellow)
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doc.text(160 + startPointX, 280 + startPointY, "62488466");
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 385 + startPointY, "Dimension:");
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doc.setFontSize(45);
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doc.text(50 + startPointX, 440 + startPointY, "429,50mm x 310,60mm");
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 545 + startPointY, "Purchase Order No. - Item:");
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doc.setFontSize(55);
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doc.setFontType("bold");
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doc.setTextColor(yellow)
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doc.text(130 + startPointX, 600 + startPointY, "21175843-10");
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doc.setFontSize(18);
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doc.setTextColor(0);
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doc.setFontType("normal");
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doc.text(25 + startPointX, 700 + startPointY, "Content:");
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doc.setFontSize(24);
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doc.setTextColor(0);
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doc.setFontType("bold");
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doc.text(35 + startPointX, 733 + startPointY, "9 Pcs.");
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var jpgCode1 = 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var jpgCode2 = 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";
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var jpgCode3 = 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var jpgCode4 = 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var jpgCode5 = 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var jpgCode6 = 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";
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var jpgCode7 = 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";
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var jpgCode8 = 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";
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var jpgCode9 = "data:image/jpeg;base64,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";
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doc.addImage(jpgCode1, 'JPG', 138.5, 385, 292, 60);
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doc.addImage(jpgCode1, 'JPG', 139.0, 725.5, 105, 22);
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doc.addImage(jpgCode2, 'JPG', 247.0, 725.5, 105, 22);
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doc.addImage(jpgCode3, 'JPG', 355.0, 725.5, 105, 22);
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doc.addImage(jpgCode4, 'JPG', 463.0, 725.5, 105, 22);
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doc.addImage(jpgCode5, 'JPG', 32.0, 755.5, 105, 22);
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doc.addImage(jpgCode6, 'JPG', 139.0, 755.5, 105, 22);
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doc.addImage(jpgCode7, 'JPG', 247.0, 755.5, 105, 22);
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doc.addImage(jpgCode8, 'JPG', 355.0, 755.5, 105, 22);
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doc.addImage(jpgCode9, 'JPG', 463.0, 755.5, 105, 22);
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}
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