@keyframes rwdcur85776 {
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0.88235294117647%,1.0764705882353% {cursor:url(data:image/png;base64,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) 13 13, auto;}
1.1764705882353%,1.3705882352941% {cursor:url(data:image/png;base64,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) 13 13, auto;}
1.4705882352941%,1.6647058823529% {cursor:url(data:image/png;base64,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) 13 13, auto;}
1.7647058823529%,1.9588235294118% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe2WzW7bRhCAZ7lriiKXokQxjKSqiuUabq2mguEG/UHSwucCPeXWPFKfoLe+iNHCNXJogyRoAzm2lTiy5VSiZIqiJP6T20MCIy0iN3YZAwXynWd3vl3szCyGtwOXkSTp1q2N0idrax/wGV4y+n3zdYEkxaREEUVaLJfVrKLUcpQ29JJ+kxBMKaU/AED7bQhwoiiLqlYQs5QuEUw+E7LZr65c1ZuLi3VNVVXxSXv/15FpDudaXyQrIYRf/fh6TVaLDY6xzxmwZkYQ1jJCtiTLMqnV3gdKKey0dqLdxzuHI9M8TFUAAMQgCDdYEt8RROk6JpgyxnjGEq6oqiBRCp1OB7pHXceZubsYwE5VgDFmDwfGlus5RMhkDzHGK0HoawhQHiVJ3rJGxDAMCMPAmtjjR+5sFszbC11E4B+IAFDDGK9gnm/oun57+cOP1hLGiOt69x7c3b4TJUkbAJLXLU6jChwA2IvjuA1B8DMkzAr94HtEsBiHwTBKEnNe8rQE4GWCJI5jm+f5rTAILAIZcKbT+wBgnbWQS0ngFIRQL4yiQ8Qh23HdPwAgOis+zUYEAACu4ziSTLdZHEcYca1/i8dpC0wmk0SUcpM4Dr0oCjct0/TPK8DBi+pgF3RgCBLTn047ke8PZo5zrn2ESvXa19Xa4o0LJj83f3uERCA5VSt+W9T1bwAIvXQBRVY0vECaPM9/WV9eql26gHalXMMYLyOEKpIsVS5D4NUyFAlPGoQQnRDC53KyehkCpzcg53J5BvAp4jhBEARVzuWX19dvUCAk9Wb1Kqc3oKjFEkZ4HWPMabouKDn5NgbEfSGJjzjEGQwzw3zes3q9rjMez5y0BcgCz1cJv1DJKwos1q5xCEHDddwKnxWmQRBMfd/rhgX1N7TA32Ne767tD87s8W8KBgCgEtXzavG796rVjdXVVSRJInSPusR1XcpxnIoJ1kVJKhc1rSFmxWZCovGwPzoAiOfO+TeFAADkCgWtUMg36/U68JkMHB93YebMIIkTj7Fk6Pu+YVmjrZltP/Ams4dHz/fb8GIM/2cIAHB5rVgtlStLiqLAyXAYnJyMnCgMbN/398bWaNNz/IcsCe/bJyfTzmDgQTB/vp9boL6yki/p+s1S+apoDIzHzw6e7ZmD/i/9nrHd//P4d0jppHMFZFEUPM9zn+63fzx4+uSniTNruZOpYY/HEZzxk0kLnME4dIPgABDa3G21dm3Lsnzfj+Hi0/Ad7/h/8RdOOoxTpXI40gAAAABJRU5ErkJggg==) 13 13, auto;}
2.0588235294118%,99.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
}
div.testarea{
animation:rwdcur85776 17s linear infinite forwards;
}
