forked from HANYANG/HANYANG_MES
730 lines
149 KiB
JavaScript
730 lines
149 KiB
JavaScript
let myBorder = {
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aroundThin : { top: {style:'thin'}, left: {style:'thin'}, bottom: {style:'thin'}, right: {style:'thin'}},
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thin1 : { left: {style:'thin'}, bottom: {style:'thin'}, },
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thin2 : { bottom: {style:'thin'},},
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thin3 : { bottom: {style:'thin'}, right: {style:'thin'}},
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thin4 : { left: {style:'thin'}, },
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thin6 : { right: {style:'thin'}},
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thin7 : { top: {style:'thin'}, left: {style:'thin'}, },
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thin8 : { top: {style:'thin'}, },
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thin9 : { top: {style:'thin'}, right: {style:'thin'}},
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thin123 : { left: {style:'thin'}, bottom: {style:'thin'}, right: {style:'thin'}},
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thin789 : { top: {style:'thin'}, left: {style:'thin'}, right: {style:'thin'}},
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aroundThick : { top: {style:'thick'}, left: {style:'thick'}, bottom: {style:'thick'}, right: {style:'thick'}},
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thick1 : { left: {style:'thick'}, bottom: {style:'thick'}, },
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thick2 : { bottom: {style:'thick'},},
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thick3 : { bottom: {style:'thick'}, right: {style:'thick'}},
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thick4 : { left: {style:'thick'}, },
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thick6 : { right: {style:'thick'}},
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thick7 : { top: {style:'thick'}, left: {style:'thick'}, },
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thick8 : { top: {style:'thick'}, },
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thick9 : { top: {style:'thick'}, right: {style:'thick'}},
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aroundMedium : { top: {style:'medium'}, left: {style:'medium'}, bottom: {style:'medium'}, right: {style:'medium'}},
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medium1 : { left: {style:'medium'}, bottom: {style:'medium'}, },
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medium2 : { bottom: {style:'medium'},},
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medium3 : { bottom: {style:'medium'}, right: {style:'medium'}},
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medium4 : { left: {style:'medium'}, },
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medium6 : { right: {style:'medium'}},
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medium7 : { top: {style:'medium'}, left: {style:'medium'}, },
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medium8 : { top: {style:'medium'}, },
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medium9 : { top: {style:'medium'}, right: {style:'medium'}},
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medium123 : { left: {style:'medium'}, bottom: {style:'medium'}, right: {style:'medium'}},
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medium789 : { top: {style:'medium'}, left: {style:'medium'}, right: {style:'medium'}},
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signUp : { top: {style:'thin'}, bottom: {style:'medium'}, },
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signDn : { top: {style:'medium'}, bottom: {style:'thin'}, }
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}
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let mystyle = {
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algCenter: {horizontal: 'center', vertical: 'middle', wrapText: false},
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algLeft: {horizontal: 'left', vertical: 'middle', wrapText: false},
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algLeft_wrt: {horizontal: 'left', vertical: 'middle', wrapText: true},
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algRight: {horizontal: 'right', vertical: 'middle', wrapText: false},
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}
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let myFill = {
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fillInput : {type: 'pattern', pattern: 'solid', fgColor: {argb: 'FCD5B4'}},
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fillBlue : {type: 'pattern', pattern: 'solid', fgColor: {argb: 'C5D9F1'}},
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fillHeader : {type: 'pattern', pattern: 'solid', fgColor: {argb: 'DDEBF7'}},
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}
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let nRow = null, nCell = null;
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shGFormatter_ex =( type ) => {
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let _this = this;
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if (type === 'ETC') {return ''}
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return varsTASK_TYPE[type];
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};
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getPoExcel = async (title, filename, poData) => {
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filename = filename || "noname.xlsx";
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title = title || "제목을 입력하지 않았습니다.";
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filename = filename.replace(/[\*\?\:\\\/\[\]]/, '');
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const workBook = new ExcelJS.Workbook();
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workBook.creator = "스틸코리아 MES (http://mes.steelkorea.kr)";
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workBook.subject = "스틸코리아 MES - " + title;
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workBook.title = "스틸코리아 MES - " + title;
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workBook.description = "STEELKOREA MES - " + title;
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workBook.keywords = "http://mes.steelkorea.kr - " + title;
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workBook.catetory = "스틸코리아 MES";
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workBook.company = "스틸코리아 MES (mes.steelkorea.kr)";
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let logoImage = "data:image/png;base64,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";
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let logoImg2 = 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";
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let signImg = 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";
|
|
|
|
workBook.logoImage = workBook.addImage({
|
|
base64: logoImage,
|
|
extension: 'png',
|
|
});
|
|
workBook.logoImg2 = workBook.addImage({
|
|
base64: logoImg2,
|
|
extension: 'png',
|
|
});
|
|
workBook.signImg = workBook.addImage({
|
|
base64: signImg,
|
|
extension: 'png',
|
|
});
|
|
|
|
getSheet( workBook,poData.po.PO_UID, poData );
|
|
|
|
workBook.xlsx.writeBuffer().then((data) => {
|
|
let blob = new Blob([data], { type: 'application/vnd.openxmlformats-officedocument.spreadsheetml.sheet' }),
|
|
url = window.URL.createObjectURL(blob),
|
|
anchor = document.createElement('a');
|
|
anchor.href = url;
|
|
anchor.download = filename;
|
|
anchor.click();
|
|
window.URL.revokeObjectURL(url);
|
|
});
|
|
}
|
|
|
|
getSheet = ( wbook, sheetname, sheetdata ) => {
|
|
sheetname = sheetname;
|
|
let po = sheetdata.po;
|
|
let items = sheetdata.items;
|
|
let workSheet = wbook.addWorksheet(sheetname,{
|
|
pageSetup: {
|
|
paperSize: 9,
|
|
fitToPage: true,
|
|
horizontalCentered: true,
|
|
margins: {
|
|
left : 0.28,
|
|
right : 0.28,
|
|
top : 0.88,
|
|
bottom: 0.64,
|
|
header: 0.48,
|
|
footer: 0.52,
|
|
}
|
|
},
|
|
properties: {defaultRowHeight: 15,},
|
|
});
|
|
|
|
workSheet.columns = [
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, }, //0.82 는 배율. 원본이 82% 축소 되어 있음.
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
{ width: 3.5 / 0.82, style: { alignment:{ vertical: 'middle', horizontal: 'left' }, }, },
|
|
];
|
|
let poType = shGFormatter_ex (sheetdata.po.PO_MATR_CLASS);
|
|
nRow = workSheet.getRow(1);
|
|
nCell = nRow.getCell('I');
|
|
nCell.value = { richText: [{ text: poType +' 발 주 서', font: {size: 26, bold:true} }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('I1:S2');
|
|
|
|
nRow = workSheet.getRow(3);
|
|
nCell = nRow.getCell('K');
|
|
nCell.value = { richText: [{ text: '(Purchase Order)', font: {size: 14, bold:true} }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('K3:Q4');
|
|
|
|
nRow = workSheet.getRow(5);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: '발주번호', font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('A5:H5');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(5);
|
|
nCell = nRow.getCell('I');
|
|
nCell.value = { richText: [{ text: '발주일자', font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('I5:M5');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(5);
|
|
nCell = nRow.getCell('N');
|
|
nCell.value = { richText: [{ text: '담당자', font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('N5:R5');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(5);
|
|
nCell = nRow.getCell('S');
|
|
nCell.value = { richText: [{ text: '부산광역시 강서구 미음산단2로16번길 30 \r\n 대표이사 허현도', font: {size: 9, } }] };
|
|
nCell.alignment = {...mystyle.algCenter, wrapText: true};
|
|
workSheet.mergeCells('S5:AA7');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(6);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: po.PO_UID , font: {size: 13, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('A6:H7');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
let po_dt = (po.PO_DT) ? po.PO_DT.replaceAll('-', '.') : '';
|
|
|
|
nRow = workSheet.getRow(6);
|
|
nCell = nRow.getCell('I');
|
|
nCell.value = { richText: [{ text: po_dt , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('I6:M7');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(6);
|
|
nCell = nRow.getCell('N');
|
|
nCell.value = { richText: [{ text: po.PO_PRSN_NM || '' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('N6:R6');
|
|
nCell.border = myBorder.thin789
|
|
|
|
nRow = workSheet.getRow(7);
|
|
nCell = nRow.getCell('N');
|
|
nCell.value = { richText: [{ text: po.PO_PRSN_TEL || '' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('N7:R7');
|
|
nCell.border = myBorder.thin123;
|
|
|
|
nRow = workSheet.getRow(8);
|
|
nRow.height = 10;
|
|
|
|
nRow = workSheet.getRow(9);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text:'공급자' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('A9:D9');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(9);
|
|
nCell = nRow.getCell('E');
|
|
nCell.value = { richText: [{ text:'공급자주소' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('E9:L9');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(9);
|
|
nCell = nRow.getCell('M');
|
|
nCell.value = { richText: [{ text:'지불조건' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('M9:O9');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(9);
|
|
nCell = nRow.getCell('P');
|
|
nCell.value = { richText: [{ text:'인도조건' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('P9:R9');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(9);
|
|
nCell = nRow.getCell('S');
|
|
nCell.value = { richText: [{ text:'검사조건' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('S9:U9');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(9);
|
|
nCell = nRow.getCell('V');
|
|
nCell.value = { richText: [{ text:'소재구분' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('V9:X9');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(9);
|
|
nCell = nRow.getCell('Y');
|
|
nCell.value = { richText: [{ text:'관리구분' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('Y9:AA9');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(10);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text:po.PO_BP_NM || '' , font: {size: 10, } }] };
|
|
nCell.alignment = {horizontal: 'center', vertical: 'middle', wrapText: true};
|
|
workSheet.mergeCells('A10:D11');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(10);
|
|
nCell = nRow.getCell('E');
|
|
nCell.value = { richText: [{ text: po.PO_BP_ADDR || '' , font: {size: 10, } }] };
|
|
nCell.alignment = {horizontal: 'center', vertical: 'middle', wrapText: true};
|
|
workSheet.mergeCells('E10:L11');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(10);
|
|
nCell = nRow.getCell('M');
|
|
nCell.value = { richText: [{ text: po.PAYMENT_COND || '' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('M10:O11');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(10);
|
|
nCell = nRow.getCell('P');
|
|
nCell.value = { richText: [{ text: po.PO_DEL_COND || '' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('P10:R11');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(10);
|
|
nCell = nRow.getCell('S');
|
|
nCell.value = { richText: [{ text: po.PO_INSPT_COND || '', font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('S10:U11');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(10);
|
|
nCell = nRow.getCell('V');
|
|
nCell.value = { richText: [{ text: poType || '' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('V10:X11');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(10);
|
|
nCell = nRow.getCell('Y');
|
|
nCell.value = { richText: [{ text: po.PO_MNG_CLASS || '' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('Y10:AA11');
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(11);
|
|
nRow.height = 10;
|
|
|
|
// 세부사항 시작
|
|
// 헤더
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text:'N' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text:'O' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('B');
|
|
nCell.value = { richText: [{ text:'수주번호' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('B13:D13');
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('B');
|
|
nCell.value = { richText: [{ text:'품 명' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('B14:D14');
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('E');
|
|
nCell.value = { richText: [{ text:'수주치수' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('E13:I14');
|
|
nCell.border = {...myBorder.aroundThin, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('J');
|
|
nCell.value = { richText: [{ text:'재 질' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('J13:M13');
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('J');
|
|
nCell.value = { richText: [{ text:'도면번호' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('J14:M14');
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('N');
|
|
nCell.value = { richText: [{ text:'단위' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('N');
|
|
nCell.value = { richText: [{ text:'수량' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('O');
|
|
nCell.value = { richText: [{ text:'조건' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('O');
|
|
nCell.value = { richText: [{ text:'시편' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('P');
|
|
nCell.value = { richText: [{ text:'납 기 일' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('P13:S13');
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('P');
|
|
nCell.value = { richText: [{ text:'고객 PO. No.' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('P14:S14');
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('T');
|
|
nCell.value = { richText: [{ text:'분철단가' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('T13:V13');
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('T');
|
|
nCell.value = { richText: [{ text:'분철금액' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('T14:V14');
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('W');
|
|
nCell.value = { richText: [{ text:'발주단가' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('W13:Y13');
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('W');
|
|
nCell.value = { richText: [{ text:'발주금액' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('W14:Y14');
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(13);
|
|
nCell = nRow.getCell('Z');
|
|
nCell.value = { richText: [{ text:'가공' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('Z13:AA13');
|
|
nCell.border = {...myBorder.thin789, top:{style:'medium'}};
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
nRow = workSheet.getRow(14);
|
|
nCell = nRow.getCell('Z');
|
|
nCell.value = { richText: [{ text:'검사' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('Z14:AA14');
|
|
nCell.border = myBorder.thin123;
|
|
nCell.fill = myFill.fillHeader;
|
|
|
|
// 내용
|
|
let itNum = 15;
|
|
let ttl_amt = 0;
|
|
items.forEach((item, idx) => {
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: idx + 1 , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('A'+itNum+':A'+(itNum+1));
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('B');
|
|
nCell.value = { richText: [{ text: item.MNG_NO , font: {size: 9, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('B'+itNum+':D'+itNum);
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(itNum+1);
|
|
nCell = nRow.getCell('B');
|
|
nCell.value = { richText: [{ text: varsSHAPE_GRP[item.ITEM_CD]?.Code_Exp , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('B'+(itNum+1)+':D'+(itNum+1));
|
|
nCell.border = myBorder.thin123;
|
|
|
|
let specArr = [item.SPC_OD || null, item.SPC_ID || null, item.SPC_TH || null, item.SPC_W || null, item.SPC_L || null];
|
|
specArr = specArr.filter(data => data);
|
|
let specStr = specArr.join(' * ');
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('E');
|
|
nCell.value = { richText: [{ text: specStr || '' , font: {size: 8, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('E'+itNum+':I'+(itNum+1));
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('J');
|
|
nCell.value = { richText: [{ text: item.MATR || '' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('J'+itNum+':M'+(itNum));
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(itNum+1);
|
|
nCell = nRow.getCell('J');
|
|
nCell.value = { richText: [{ text: item.DRAW_NO || '' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('J'+(itNum+1)+':M'+(itNum+1));
|
|
nCell.border = myBorder.thin123;
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('N');
|
|
nCell.value = { richText: [{ text: item.PO_UNIT || '', font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(itNum+1);
|
|
nCell = nRow.getCell('N');
|
|
nCell.value = { richText: [{ text: item.QTY || '' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = myBorder.thin123;
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('O');
|
|
nCell.value = { richText: [{ text: item.PO_DTL_COND || '', font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(itNum+1);
|
|
nCell = nRow.getCell('O');
|
|
nCell.value = { richText: [{ text: item.SPEM || '' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
nCell.border = myBorder.thin123;
|
|
|
|
let req_dlvy_dt = (item.REQ_DLVY_DT) ? item.REQ_DLVY_DT.replaceAll('-', '.') : '';
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('P');
|
|
nCell.value = { richText: [{ text: req_dlvy_dt , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('P'+itNum+':S'+(itNum));
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(itNum+1);
|
|
nCell = nRow.getCell('P');
|
|
nCell.value = { richText: [{ text: item.CUST_PO_NO || '' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('P'+(itNum+1)+':S'+(itNum+1));
|
|
nCell.border = myBorder.thin123;
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('T');
|
|
nCell.value = { richText: [{ text: currency(item.PWR_PRICE, {symbol: '', decimal: ',', precision:0}).format() || '' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algRight;
|
|
workSheet.mergeCells('T'+itNum+':V'+(itNum));
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(itNum+1);
|
|
nCell = nRow.getCell('T');
|
|
nCell.value = { richText: [{ text: currency(item.PWR_AMT, {symbol: '', decimal: ',', precision:0}).format() || '' , font: {size: 10, } }] };
|
|
nCell.alignment = mystyle.algRight;
|
|
workSheet.mergeCells('T'+(itNum+1)+':V'+(itNum+1));
|
|
nCell.border = myBorder.thin123;
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('W');
|
|
nCell.value = { richText: [{ text: currency(item.PRICE, {symbol: '', decimal: ',', precision:0}).format() || '' , font: {size: 10, bold:true} }] };
|
|
nCell.alignment = mystyle.algRight;
|
|
workSheet.mergeCells('W'+itNum+':Y'+(itNum));
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(itNum+1);
|
|
nCell = nRow.getCell('W');
|
|
nCell.value = { richText: [{ text: currency(item.AMT, {symbol: '', decimal: ',', precision:0}).format() || '' , font: {size: 10, bold:true} }] };
|
|
nCell.alignment = mystyle.algRight;
|
|
workSheet.mergeCells('W'+(itNum+1)+':Y'+(itNum+1));
|
|
nCell.border = myBorder.thin123;
|
|
|
|
nRow = workSheet.getRow(itNum);
|
|
nCell = nRow.getCell('Z');
|
|
nCell.value = { richText: [{ text: item.INST_COND || '' , font: {size: 8, } }] };
|
|
nCell.alignment = {horizontal: 'center', vertical: 'middle', wrapText: true};
|
|
workSheet.mergeCells('Z'+itNum+':AA'+(itNum+1));
|
|
nCell.border = myBorder.aroundThin;
|
|
|
|
ttl_amt += Number(item.AMT) || 0;
|
|
itNum += 2;
|
|
});
|
|
|
|
// 합계 생성후 표시
|
|
nRow = workSheet.getRow(12);
|
|
nCell = nRow.getCell('U');
|
|
nCell.value = { richText: [{ text: currency(ttl_amt, {symbol: '', decimal: ',', precision:0}).format() +' KRW' , font: {size: 12, bold: true} }] };
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('U12:AA12');
|
|
|
|
if (itNum < 31) {}
|
|
|
|
let footRow = 32;
|
|
if (itNum > 31) {footRow = itNum}
|
|
|
|
nRow = workSheet.getRow(footRow);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: '[ 특기사항1 ]' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('A'+footRow+':AA'+(footRow));
|
|
nCell.border = myBorder.thin789;
|
|
|
|
let remark1Arr = po.PO_REMARK1.split('\n');
|
|
remark1Arr.forEach((sts, idx) => {
|
|
nRow = workSheet.getRow(footRow +1 +idx);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: trim(sts) || '' , font: {size: 9, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('A' + (footRow+1 +idx) +':AA' + (footRow+1 +idx));
|
|
nCell.border = { left: {style:'thin'}, right: {style:'thin'}};
|
|
})
|
|
|
|
nRow = workSheet.getRow(footRow + remark1Arr.length);
|
|
nCell = nRow.getCell('A');
|
|
workSheet.mergeCells('A'+(footRow+ remark1Arr.length +1)+':AA'+(footRow+ remark1Arr.length +1));
|
|
nCell.border = myBorder.thin123;
|
|
|
|
let remark2RowNum = footRow+ remark1Arr.length +2;
|
|
|
|
nRow = workSheet.getRow(remark2RowNum);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: '[ 특기사항2 ]' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('A'+(remark2RowNum)+':AA'+(remark2RowNum));
|
|
nCell.border = myBorder.thin789;
|
|
|
|
let remark2Arr = po.PO_REMARK2.split('\n');
|
|
remark2Arr.forEach((sts, idx) => {
|
|
nRow = workSheet.getRow(remark2RowNum+1 +idx);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: trim(sts) || '' , font: {size: 9, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('A' + (remark2RowNum+1 +idx) +':AA' + (remark2RowNum+1 +idx));
|
|
nCell.border = { left: {style:'thin'}, right: {style:'thin'}};
|
|
})
|
|
|
|
nRow = workSheet.getRow(remark2RowNum + remark2Arr.length+1);
|
|
workSheet.mergeCells('A'+(remark2RowNum+ remark2Arr.length +1)+':AA'+(remark2RowNum+ remark2Arr.length +1));
|
|
nCell.border = myBorder.thin123;
|
|
|
|
let attRow = remark2RowNum + remark2Arr.length + 2;
|
|
nRow = workSheet.getRow(attRow);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: '[ 별첨명세 ]' , font: {size: 11, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('A'+(attRow)+':AA'+(attRow));
|
|
nCell.border = myBorder.thin789;
|
|
|
|
nRow = workSheet.getRow(attRow+1);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: '□ 계약일반조건(General Terms and Conditions)' , font: {size: 9, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('A'+(attRow+1)+':N'+(attRow+1));
|
|
nCell.border = { left: {style:'thin'},};
|
|
|
|
nRow = workSheet.getRow(attRow+1);
|
|
nCell = nRow.getCell('O');
|
|
nCell.value = { richText: [{ text: '□ 계약물품명세서' , font: {size: 9, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('O'+(attRow+1)+':AA'+(attRow+1));
|
|
nCell.border = {right: {style:'thin'}};
|
|
|
|
nRow = workSheet.getRow(attRow+2);
|
|
nCell = nRow.getCell('A');
|
|
nCell.value = { richText: [{ text: '□ 기술자료명세서' , font: {size: 9, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('A'+(attRow+2)+':N'+(attRow+2));
|
|
nCell.border = { left: {style:'thin'}, bottom: {style:'thin'},};
|
|
|
|
nRow = workSheet.getRow(attRow+2);
|
|
nCell = nRow.getCell('O');
|
|
nCell.value = { richText: [{ text: '□ 추가사항' , font: {size: 9, } }] };
|
|
nCell.alignment = mystyle.algLeft;
|
|
workSheet.mergeCells('O'+(attRow+2)+':AA'+(attRow+2));
|
|
nCell.border = {right: {style:'thin'}, bottom: {style:'thin'},};
|
|
|
|
nRow = workSheet.getRow(attRow+3);
|
|
workSheet.mergeCells('A'+(attRow+3)+':AA'+(attRow+3));
|
|
|
|
nRow = workSheet.getRow(attRow+4);
|
|
nCell = nRow.getCell('Q');
|
|
nCell.value = 'The president of STEEL KOREA Co.,Ltd';
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('Q'+(attRow+4)+':Z'+(attRow+4));
|
|
nCell.border = myBorder.signUp;
|
|
|
|
nRow = workSheet.getRow(attRow+8);
|
|
nCell = nRow.getCell('Q');
|
|
nCell.value = 'HYEON DO HEO';
|
|
nCell.alignment = mystyle.algCenter;
|
|
workSheet.mergeCells('Q'+(attRow+8)+':Z'+(attRow+8));
|
|
nCell.border = myBorder.signDn;
|
|
|
|
workSheet.addImage(wbook.logoImage, {
|
|
tl : { col: 0.30, row: 0.95 },
|
|
ext: { width: 63, height: 63 }
|
|
});
|
|
workSheet.addImage(wbook.logoImg2, {
|
|
tl : { col: 3.20, row: 2.05 },
|
|
ext: { width: 224, height: 38 }
|
|
});
|
|
workSheet.addImage(wbook.logoImg2, {
|
|
tl : { col: 3.50, row: footRow + remark1Arr.length + remark2Arr.length + 8.2 },
|
|
ext: { width: 275, height: 38 }
|
|
});
|
|
workSheet.addImage(wbook.signImg, {
|
|
tl : { col: 18.80, row: footRow + remark1Arr.length + remark2Arr.length + 8.2 },
|
|
ext: { width: 145, height: 60 }
|
|
});
|
|
|
|
} |