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<script type="text/javascript"><![CDATA[
class Token {
constructor(tokenInstance) {
this.props = tokenInstance
}
render() {
return `
<div class="ui container">
<div class="ui segment">
<h3>Convert DAI to xDAI</h3>
<img src="data:image/png;base64,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"/>
<br>
<br>
<span>DAI Balance: <b>${this.props.balance / 1e+18}</b><br></span>
<input type="number" id="amount" placeholder="Amount to convert"/>
</div>
</div>`;
}
}
web3.tokens.dataChanged = (oldTokens, updatedTokens) => {
const currentTokenInstance = web3.tokens.data.currentInstance;
document.getElementById('root').innerHTML = new Token(currentTokenInstance).render();
};
]]></script>
<div id="root"></div>