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exportPage.html
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<html>
<head>
<script src="jquery-1.10.2.min.js"></script>
<script src="shim.js"></script>
<script src="jszip.js"></script>
<script src="xlsx.js"></script>
<script src="FileSaver.js"></script>
</head>
<body>
<div id="export1">
<h3>标题党</h3>
<table ><tr><td>图文混排</td></tr>
<tr><td>
<div>多个图片文字</div>
<table id="table1" class="table-bordered">
<tr><th width='200'>1</th><th>2</th></tr>
<tr><td>11</td><td>22</td></tr>
<tr><td>122</td><td>
<img 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"/>
</td></tr>
</table>
</td></tr>
<tr><td>结束</td></tr>
</table>
<div>
<img 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"/>
</div>
<table>
<tr><td>结束2</td></tr>
</table>
</div>
<input type="button" onclick="exportTable();" value="export"/>
<script>
var defaultCellStyle = {};// { font: { name: "Verdana", sz: 11, color: "FF00FF88"}, fill: {fgColor: {rgb: "FFFFAA00"}}};
function exportTable(){
exportHtml("#export1","导出.xlsx");
}
function exportHtml(objects,fn, _opts){
var opts = _opts || {};
var fname = fn || 'export.xlsx' ;
var ws = opts.dense ? ([]) : ({});
var sheetObj = new Object();
sheetObj.opts = opts;
sheetObj.range = {s:{r:0,c:0},e:{r:0,c:0}};
sheetObj.merges = [], sheetObj.midx = 0;
sheetObj.images = [];
sheetObj.cols = [];
sheetObj._rows = [];
sheetObj.span = [];
sheetObj.stack = [];
sheetObj.borders = [];
sheetObj.R = 0, sheetObj._C = 0, sheetObj.C = 0, sheetObj.RS = 0, sheetObj.CS = 0;
if(objects instanceof jQuery){
objects.each(function(){
var _$this = this;
findChildrens($(_$this),ws,sheetObj);
});
}else if(objects instanceof Array){
for(var i=0;i<objects.length;i++){
var _obj = objects[i];
findChildrens($(_obj),ws,sheetObj);
}
}else{
findChildrens($(objects),ws,sheetObj);
}
ws['!merges'] = sheetObj.merges;
ws['!ref'] = encode_range(sheetObj.range);
ws["!images"] = sheetObj.images;
var cols = [];
for(var i=0;i<sheetObj.cols.length;i++){
cols[i] = {wpx:sheetObj.cols[i]};
}
ws["!cols"] = cols;
var rows = [];
for(var i=0;i<sheetObj._rows.length;i++){
rows[i] = {hpx:sheetObj._rows[i]};
}
ws["!rows"] = rows;
console.log(ws);
console.log(sheetObj);
var wb = sheet_to_workbook(ws, {sheet:"Sheet 1", cellStyles:true, firstIsTitle:true});
var wbout = XLSX.write(wb, {defaultCellStyle: defaultCellStyle ,bookType:"xlsx", bookSST:true, type: 'binary'});
try {
saveAs(new Blob([s2ab(wbout)],{type:"application/octet-stream"}), fname);
} catch(e) {
if(typeof console != 'undefined') console.log(e, wbout);
}
return wbout;
//export_table_to_excel("table1","xlsx");
}
function findChildrens(element,ws,sheetObj){
if(element.children().length == 0){
parseElement(element[0],ws,sheetObj);
}else{
element.children().each(function(index){
var $this = this;
if(this.tagName == "IMG" ){
parseImage($this,ws,sheetObj);
}else if(this.tagName == "TABLE"){
parseTable($this,ws,sheetObj);
}else{
if($($this).children().length > 0){
findChildrens($($this),ws,sheetObj);
}else{
parseElement($this,ws,sheetObj);
}
}
});
}
}
function parseElement(element,ws,sheetObj){
var v = htmldecode(element.innerHTML);
var o = {t:'s', v:v};
if(v != null) {
if(v.length == 0) o.t = 'z';
else if(sheetObj.opts.raw){}
else if(v.trim().length == 0) o.t = 's';
else if(v === 'TRUE') o = {t:'b', v:true};
else if(v === 'FALSE') o = {t:'b', v:false};
else if(!isNaN(fuzzynum(v))) o = {t:'n', v:fuzzynum(v)};
else if(!isNaN(fuzzydate(v).getDate())) {
o = ({t:'d', v:parseDate(v)});
if(!sheetObj.opts.cellDates) o = ({t:'n', v:datenum(o.v)});
o.z = sheetObj.opts.dateNF || SSF._table[14];
}
}
addBorder(element,sheetObj,o);
if(sheetObj.opts.dense) { if(!ws[sheetObj.R]) ws[sheetObj.R] = []; ws[sheetObj.R][sheetObj.C] = o; }
else ws[encode_cell({c:sheetObj.C, r:sheetObj.R})] = o;
if(sheetObj.range.e.r < sheetObj.R){
sheetObj.range.e.r = sheetObj.R;
}
styleWidthHeight(element,sheetObj);
}
function addBorder(element,sheetObj,o){
var s= {};
var bline = {
"style": "thin",
"color": {
"auto": 1
}
};
if(sheetObj.borders.length > 0){
s.border={
left:bline,right:bline,top:bline,bottom:bline
};
};
if(s ) o.s = s;
}
function styleWidthHeight(element,sheetObj, isImage){
var isTable = $(element).parents("table.table-bordered").length > 0;
if( isTable || isImage){
var width = element.offsetWidth;
var height = element.offsetHeight;
if(!isImage && (!sheetObj.cols[sheetObj.C] || sheetObj.cols[sheetObj.C] < width)){
sheetObj.cols[sheetObj.C] = width;
}
if(!sheetObj._rows[sheetObj.R] || sheetObj._rows[sheetObj.R] < height){
sheetObj._rows[sheetObj.R] = height;
}
}
}
function parseImage(image,ws,sheetObj){
var isTable = $(image).parents("table.table-bordered").length > 0;
if(isTable){
var src = $(image).attr("src");
var img = src.substring(src.indexOf("base64,")+7,src.length-1);
sheetObj.images[sheetObj.images.length] = {
name: 'image'+sheetObj.R+'_'+sheetObj.C+'.png',
data: img,
opts: {base64: true},
type: "png",
position: {
type: 'twoCellAnchor',
attrs: {editAs: 'oneCell'},
from: {col: sheetObj.C, row: sheetObj.R},
to: {col: sheetObj.C+1, row: sheetObj.R+1}
}
};
var o = {t:'z', v:''};
if(sheetObj.opts.dense) { if(!ws[sheetObj.R]) ws[sheetObj.R] = []; ws[sheetObj.R][sheetObj.C] = o; }
else ws[encode_cell({c:sheetObj.C, r:sheetObj.R})] = o;
if(sheetObj.range.e.r < sheetObj.R){
sheetObj.range.e.r = sheetObj.R;
}
addBorder(image,sheetObj,o);
styleWidthHeight(image,sheetObj);
}else{
var src = $(image).attr("src");
var img = src.substring(src.indexOf("base64,")+7,src.length-1);
sheetObj.images[sheetObj.images.length] = {
name: 'image'+sheetObj.R+'_'+sheetObj.C+'.png',
data: img,
opts: {base64: true},
type: "png",
position: {
type: 'twoCellAnchor',
attrs: {editAs: 'oneCell'},
from: {col: sheetObj.C, row: sheetObj.R},
to: {col: sheetObj.C+8, row: sheetObj.R+1}
}
};
var o = {t:'z', v:''};
if(sheetObj.opts.dense) { if(!ws[sheetObj.R]) ws[sheetObj.R] = []; ws[sheetObj.R][sheetObj.C] = o; }
else ws[encode_cell({c:sheetObj.C, r:sheetObj.R})] = o;
if(sheetObj.range.e.r < sheetObj.R){
sheetObj.range.e.r = sheetObj.R;
}
addBorder(image,sheetObj,o);
styleWidthHeight(image,sheetObj,true);
sheetObj.R ++;
}
}
function parseTable(table,ws,sheetObj){
//var rows = table.getElementsByTagName('tr');
var rows = [];
$(table).find(">tr,>tbody>tr").each(function(){
var $this = this;
rows[rows.length] = $this;
});
var needRemoveBorder = false;
if($(table).hasClass("table-bordered")){
if(sheetObj.borders.length == 0){
sheetObj.borders.push(table);
needRemoveBorder = true;
}
}
var range = sheetObj.range;//{s:{r:0,c:0},e:{r:rows.length - 1,c:0}};
range.e.r += rows.length - 1;
var merges = sheetObj.merges, midx = 0;
var images = sheetObj.images;
var cols = sheetObj.cols;
var _rows = sheetObj._rows;
var R = 0, _C = 0, C = 0, RS = 0, CS = 0;
var currC = sheetObj.C;
var tableSpan = [];
for(; R < rows.length; ++R) {
var row = rows[R];
var height = row.offsetHeight;
//_rows[_rows.length] = {hpx:height};
var elts = row.children;
sheetObj.R++;
var currR = sheetObj.R;
sheetObj.C = currC;
for(_C = C = 0; _C < elts.length; ++_C) {
sheetObj.R = currR;
var elt = elts[_C];
var thisC = sheetObj.C;
CS = +elt.getAttribute("colspan") || 1;
if(tableSpan[C] && tableSpan[C] > 0){
CS += tableSpan[C]-1;
}
if((RS = +elt.getAttribute("rowspan"))>0 || CS>1) merges.push({s:{r:sheetObj.R,c:sheetObj.C},e:{r:sheetObj.R + (RS||1) - 1, c:sheetObj.C + CS - 1}});
var stackLength = sheetObj.stack.length;
findChildrens($(elt),ws,sheetObj);
var stackLengthEnd = sheetObj.stack.length;
if(stackLengthEnd > stackLength){
var mergeRows = [];
tableSpan[C] = sheetObj.stack.pop();
if(tableSpan[C] > 0){
for(var i=0;i< merges;i++){
var merge = merges[i];
if(merge.s.c <= thisC && merge.e.c >= thisC){
merge.e.c += tableSpan[C];
for(var rindex = merge.s.r;rindex <= merge.e.r;rindex++){
mergeRows[rindex] = 1;
}
}
}
}
for(var i=0;i<sheetObj.R-R;i++){
if(mergeRows[i] && mergeRows[i] == 1){
}else{
merges.push({s:{r:i,c:sheetObj.C},e:{r:i , c:sheetObj.C + (stackLengthEnd - stackLength) - 1}});
}
}
}
if(range.e.c < sheetObj.C) range.e.c = sheetObj.C;
sheetObj.C += CS;
}
}
sheetObj.stack.push(sheetObj.C - currC);
sheetObj.C=currC;
sheetObj.R++;
if(needRemoveBorder){
sheetObj.borders.pop();
}
}
function sheet_to_workbook(sheet, opts) {
var n = opts && opts.sheet ? opts.sheet : "Sheet1";
var sheets = {}; sheets[n] = sheet;
return { SheetNames: [n], Sheets: sheets };
}
function s2ab(s) {
if(typeof ArrayBuffer !== 'undefined') {
var buf = new ArrayBuffer(s.length);
var view = new Uint8Array(buf);
for (var i=0; i!=s.length; ++i) view[i] = s.charCodeAt(i) & 0xFF;
return buf;
} else {
var buf = new Array(s.length);
for (var i=0; i!=s.length; ++i) buf[i] = s.charCodeAt(i) & 0xFF;
return buf;
}
}
function htmldecode(str) {
if(str.indexOf("<img src=\"data:image/png;base64,")>-1){
var retdata = str.substr(33, str.length);
retdata = retdata.substr(0, retdata.indexOf("\""));
return "_img_"+retdata;
}else{
return str.trim().replace(/\s+/g, " ").replace(/<\s*[bB][rR]\s*\/?>/g,"\n").replace(/<[^>]*>/g,"").replace(/ /g, " ");
}
}
function fuzzynum(s) {
var v = Number(s);
if(!isNaN(v)) return v;
var wt = 1;
var ss = s.replace(/([\d]),([\d])/g,"$1$2").replace(/[$]/g,"").replace(/[%]/g, function() { wt *= 100; return "";});
if(!isNaN(v = Number(ss))) return v / wt;
ss = ss.replace(/[(](.*)[)]/,function($$, $1) { wt = -wt; return $1;});
if(!isNaN(v = Number(ss))) return v / wt;
return v;
}
function fuzzydate(s) {
var o = new Date(s), n = new Date(NaN);
var y = o.getYear(), m = o.getMonth(), d = o.getDate();
if(isNaN(d)) return n;
if(y < 0 || y > 8099) return n;
if((m > 0 || d > 1) && y != 101) return o;
if(s.toLowerCase().match(/jan|feb|mar|apr|may|jun|jul|aug|sep|oct|nov|dec/)) return o;
if(s.match(/[^-0-9:,\/\\]/)) return n;
return o;
}
var basedate = new Date(1899, 11, 30, 0, 0, 0); // 2209161600000
var dnthresh = basedate.getTime() + (new Date().getTimezoneOffset() - basedate.getTimezoneOffset()) * 60000;
function datenum(v, date1904) {
var epoch = v.getTime();
if(date1904) epoch -= 1462*24*60*60*1000;
return (epoch - dnthresh) / (24 * 60 * 60 * 1000);
}
function numdate(v) {
var out = new Date();
out.setTime(v * 24 * 60 * 60 * 1000 + dnthresh);
return out;
}
function encode_cell(cell) { return encode_col(cell.c) + encode_row(cell.r); }
function encode_col(col) { var s=""; for(++col; col; col=Math.floor((col-1)/26)) s = String.fromCharCode(((col-1)%26) + 65) + s; return s; }
function encode_row(row) { return "" + (row + 1); }
function encode_range(cs,ce) {
if(typeof ce === 'undefined' || typeof ce === 'number') {
return encode_range(cs.s, cs.e);
}
if(typeof cs !== 'string') cs = encode_cell((cs));
if(typeof ce !== 'string') ce = encode_cell((ce));
return cs == ce ? cs : cs + ":" + ce;
}
</script>
</body>
</html>