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46.853146853147%,48.384848484848% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAsElEQVRYhe3TsQ3CMBCF4VNKJqFmGBahYQtmYQJERRFIAgIURZTESICbRCjY1vnRpEiLhUxzX+Xq/F9xREIIIUQAANPBe/GPgP1Tt9x1BsZYbpo3AxiFzEoCPl8XBzX2TJfjWc+890mtGiKiNCTga957Nsa8yuqx7IOSLL8CwClawC6vb865VbpVc2stMzMAbKIEEBG1rWFrrc4K5crqztG2HwIw6VePfwVCCCHEL30APKd8anZzekQAAAAASUVORK5CYII=) 13 14, auto;}
48.484848484848%,50.01655011655% {cursor:url(data:image/png;base64,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) 13 14, auto;}
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72.261072261072%,73.792773892774% {cursor:url(data:image/png;base64,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) 13 14, auto;}
73.892773892774%,75.424475524476% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 13 14, auto;}
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77.156177156177%,78.687878787879% {cursor:url(data:image/png;base64,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) 13 14, auto;}
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}
div.testarea{
animation:rwdcur48394 7.15s linear infinite forwards;
}
