<!doctype html>
<html>
<head>
<meta charset="utf-8">
<title>ZingSoft Demo</title>
<script nonce="undefined" src="https://cdn.zingchart.com/zingchart.min.js"></script>
<style>
.zc-body {
background: #BDE7F7;
}
.chart--container {
height: 100%;
width: 100%;
min-height: 530px;
}
.zc-ref {
display: none;
}
</style>
</head>
<body class="zc-body">
<div id="myChart" class="chart--container">
<a href="https://www.zingchart.com/" rel="noopener" class="zc-ref">Powered by ZingChart</a>
</div>
<script>
ZC.LICENSE = ["569d52cefae586f634c54f86dc99e6a9", "b55b025e438fa8a98e32482b5f768ff5"]; // DEFINE CHART LOCATIONS (IDS)
// -----------------------------
// Main chart render location
let chartId = 'myChart';
// VARS
// -----------------------------
let bg =
'data:image/png;base64,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';
// CHART CONFIG
// -----------------------------
let chartConfig = {
type: 'mixed',
backgroundColor: '#BDE7F7',
backgroundImage: bg,
backgroundPosition: '50% 50%',
backgroundRepeat: 'no-repeat',
legend: {
backgroundColor: 'none',
borderWidth: '0px',
item: {
fontSize: '10px',
padding: '0px',
},
layout: 'float',
margin: '10 10 auto auto',
marker: {
borderWidth: '0px',
},
width: '440px',
},
plot: {
tooltip: {
visible: false,
},
animation: {
effect: 1,
method: 0,
sequence: 1,
speed: 600,
},
hoverState: {
visible: false,
},
maxTrackers: 0,
},
plotarea: {
margin: '40 10 110 60',
},
scaleX: {
values: [
'Portugal',
'United Kingdom',
'The Gambia',
'France',
'Austria',
'El Salvador',
'Germany',
'United States',
'Brazil',
'Uganda',
'Japan',
'Kenya',
'India',
'Guatemala',
'Finland',
'Tanzania',
'Albania',
'Canada',
'Columbia',
'Tunisia',
'Turkey',
'Georgia',
'New Zealand',
'Indonesia',
'Korea',
'South Africa',
'Peru',
'Australia',
'Kazakhstan',
'Russia',
'Norway',
],
item: {
angle: 270,
color: '#000',
fontSize: '11px',
},
itemsOverlap: true,
lineWidth: '0px',
maxItems: 99,
tick: {
visible: false,
},
},
scaleY: {
minValue: -500,
maxValue: 700,
step: 100,
label: {
text: 'Percent of GDP',
fontSize: '12px',
},
guide: {
lineColor: '#999',
lineWidth: '1px',
lineStyle: 'dotted',
},
item: {
color: '#000',
fontSize: '11px',
},
lineWidth: '0px',
refLine: {
lineColor: '#000',
lineWidth: '2px',
},
showZero: true,
tick: {
visible: false,
},
},
crosshairX: {
plotLabel: {
text: '<b style="color:%color">\u00b7%plot-text:</b> %node-value%',
headerText: '<span style="font-size:17px;font-weight:bold">%scale-key-text</span><br>',
fontSize: '13px',
padding: '10px',
},
scaleLabel: {
visible: false,
},
},
source: {
align: 'left',
text: '* random data',
},
series: [{
type: 'line',
text: 'General Government Debt',
values: [
-100, -97, -93, -101, -95, -90, -91, -105, -90, -69, -250, -70, -83,
-34, -68, -43, -78, -66, -71, -35, -46, -41, -39, -22, -34, -18, -8,
-23, -34, -22, -18,
],
legendMarker: {
type: 'inherit',
},
lineWidth: '0px',
lineColor: '#FEAD14',
marker: {
type: 'diamond',
backgroundColor: '#FEAD14',
borderWidth: '0px',
size: 3,
},
},
{
type: 'vbar',
text: 'Total Liabilities',
values: [
-400, -280, -110, -220, -200, -95, -204, -189, -200, -80, -310, -90,
-122, -45, -232, -99, -114, -132, -122, -150, -121, -89, -78, -76, -180,
-120, -92, -100, -76, -108, -223,
],
backgroundColor: '#F03121',
barsOverlap: '100%',
legendMarker: {
size: 4,
},
},
{
type: 'vbar',
text: 'Total Assets',
values: [
280, 122, 68, 200, 180, 50, 210, 187, 199, 83, 304, 100, 130, 67, 265,
132, 134, 156, 165, 200, 180, 170, 185, 175, 280, 260, 250, 305, 380,
520, 630,
],
barsOverlap: '100%',
backgroundColor: '#005F9E',
legendMarker: {
size: 4,
},
},
{
type: 'line',
text: 'Net Worth',
values: [
-120, -110, -40, -35, -34, -30, -16, -15, -7, 0, 5, 8, 10, 20, 20, 21,
26, 47, 56, 67, 78, 99, 100, 104, 150, 180, 220, 263, 330, 410, 476,
],
legendMarker: {
type: 'inherit',
},
lineWidth: '0px',
lineColor: '#333',
marker: {
type: 'rect',
width: '8px',
height: '2px',
backgroundColor: '#fff',
borderWidth: '0px',
},
},
],
};
// RENDER CHARTS
// -----------------------------
zingchart.render({
id: chartId,
width: '100%',
height: '500px',
output: 'svg',
data: chartConfig,
});
</script>
</body>
</html>
// DEFINE CHART LOCATIONS (IDS)
// -----------------------------
// Main chart render location
let chartId = 'myChart';
// VARS
// -----------------------------
let bg =
'data:image/png;base64,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';
// CHART CONFIG
// -----------------------------
let chartConfig = {
type: 'mixed',
backgroundColor: '#BDE7F7',
backgroundImage: bg,
backgroundPosition: '50% 50%',
backgroundRepeat: 'no-repeat',
legend: {
backgroundColor: 'none',
borderWidth: '0px',
item: {
fontSize: '10px',
padding: '0px',
},
layout: 'float',
margin: '10 10 auto auto',
marker: {
borderWidth: '0px',
},
width: '440px',
},
plot: {
tooltip: {
visible: false,
},
animation: {
effect: 1,
method: 0,
sequence: 1,
speed: 600,
},
hoverState: {
visible: false,
},
maxTrackers: 0,
},
plotarea: {
margin: '40 10 110 60',
},
scaleX: {
values: [
'Portugal',
'United Kingdom',
'The Gambia',
'France',
'Austria',
'El Salvador',
'Germany',
'United States',
'Brazil',
'Uganda',
'Japan',
'Kenya',
'India',
'Guatemala',
'Finland',
'Tanzania',
'Albania',
'Canada',
'Columbia',
'Tunisia',
'Turkey',
'Georgia',
'New Zealand',
'Indonesia',
'Korea',
'South Africa',
'Peru',
'Australia',
'Kazakhstan',
'Russia',
'Norway',
],
item: {
angle: 270,
color: '#000',
fontSize: '11px',
},
itemsOverlap: true,
lineWidth: '0px',
maxItems: 99,
tick: {
visible: false,
},
},
scaleY: {
minValue: -500,
maxValue: 700,
step: 100,
label: {
text: 'Percent of GDP',
fontSize: '12px',
},
guide: {
lineColor: '#999',
lineWidth: '1px',
lineStyle: 'dotted',
},
item: {
color: '#000',
fontSize: '11px',
},
lineWidth: '0px',
refLine: {
lineColor: '#000',
lineWidth: '2px',
},
showZero: true,
tick: {
visible: false,
},
},
crosshairX: {
plotLabel: {
text: '<b style="color:%color">\u00b7%plot-text:</b> %node-value%',
headerText:
'<span style="font-size:17px;font-weight:bold">%scale-key-text</span><br>',
fontSize: '13px',
padding: '10px',
},
scaleLabel: {
visible: false,
},
},
source: {
align: 'left',
text: '* random data',
},
series: [
{
type: 'line',
text: 'General Government Debt',
values: [
-100, -97, -93, -101, -95, -90, -91, -105, -90, -69, -250, -70, -83,
-34, -68, -43, -78, -66, -71, -35, -46, -41, -39, -22, -34, -18, -8,
-23, -34, -22, -18,
],
legendMarker: {
type: 'inherit',
},
lineWidth: '0px',
lineColor: '#FEAD14',
marker: {
type: 'diamond',
backgroundColor: '#FEAD14',
borderWidth: '0px',
size: 3,
},
},
{
type: 'vbar',
text: 'Total Liabilities',
values: [
-400, -280, -110, -220, -200, -95, -204, -189, -200, -80, -310, -90,
-122, -45, -232, -99, -114, -132, -122, -150, -121, -89, -78, -76, -180,
-120, -92, -100, -76, -108, -223,
],
backgroundColor: '#F03121',
barsOverlap: '100%',
legendMarker: {
size: 4,
},
},
{
type: 'vbar',
text: 'Total Assets',
values: [
280, 122, 68, 200, 180, 50, 210, 187, 199, 83, 304, 100, 130, 67, 265,
132, 134, 156, 165, 200, 180, 170, 185, 175, 280, 260, 250, 305, 380,
520, 630,
],
barsOverlap: '100%',
backgroundColor: '#005F9E',
legendMarker: {
size: 4,
},
},
{
type: 'line',
text: 'Net Worth',
values: [
-120, -110, -40, -35, -34, -30, -16, -15, -7, 0, 5, 8, 10, 20, 20, 21,
26, 47, 56, 67, 78, 99, 100, 104, 150, 180, 220, 263, 330, 410, 476,
],
legendMarker: {
type: 'inherit',
},
lineWidth: '0px',
lineColor: '#333',
marker: {
type: 'rect',
width: '8px',
height: '2px',
backgroundColor: '#fff',
borderWidth: '0px',
},
},
],
};
// RENDER CHARTS
// -----------------------------
zingchart.render({
id: chartId,
width: '100%',
height: '500px',
output: 'svg',
data: chartConfig,
});
