18 lines
54 KiB
JavaScript
18 lines
54 KiB
JavaScript
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<span>\u53F0\u98CE\u8FC7\u5883\u65F6\u95F4</span>
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<p></p>
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</div> `),l("div",null,[ya,l("p",null,M(h(k).affectedArea),1)]),l("div",null,[va,l("p",null,M(`${h(k).longitude}\xB0E/${h(k).latitude}\xB0N`),1)]),l("div",null,[Aa,l("p",null,M(h(k).affectedPopulation),1)]),l("div",null,[ba,l("p",null,M(h(k).economicLosses),1)]),l("div",null,[Da,l("p",null,M(h(k).disasterArea),1)]),q(` <div>
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<span></span>
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<p></p>
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