@keyframes rwdcur38573 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcUlEQVRYhe2WTYxcRxHHf93T82Z2drzZtb2jxbGtcUQcaxMFYxkEN0vhghRFChJnJC6cOSIujwsSJ26JlFuUM1Ei54C4xLZQsJwIDDjKxg7LYDbrZTMej+fzvf7MofuxI4tIMfbRJT1Nv57qqn9V/bvqiZB33wVe4fkWbNTBBtguoAywbwD2gA8AD+wAM+CfwDVgS+Q9zSOIAnapC6ilpy7jP8ZjfUAKNlzgR6VzOO95qpH9GhgCo0d1XgH413RmWL45BwmMbYzeBJSEsXEQIABPNbK3idFvE7PxyKKAQU1IZhNN+FBTl5KaFPgQ8AHuFSUzqzmztvZjYjl2gZ7Ie/5xAZhMjMEHcMHzjeWlX0ZQYgLsnzy03IPlfcCmM/pxOf8vgMJ5lJTV3mfATaAgEq5YcG4fR90fBLCjnUcJMN4DNIEW0COyQqfHPs7IFwF4HxylBx+AWGcFtIHRgp4KeVcCWdqzpOx8FbAH9AG8yHs65F2IwUkJ3A7AzGimRkO8Yj4Zrwy3gOPAM2mdpd8VoBXyrvofzisdRcxqM+keBQ5XZ1VSwgcQAoDVFHmW1s3kuAlMgA3gdgJaGfch71qR9xadV49K0arKaQpsBFgF7NwrBwgB3+l0n02KGugmpC8CR1JG/kPkRifpzJK+Ss4qglbvWZVqYklX05oEYqKAjpLLnFtfX1tAeRT4LnAqAdl/IJVbCdAekQsVCJ3qLhPIjWQvS2BJ5yty7ylg9dz6+kvAhZSWFvBScrwKnE3OrqS0nwOeA/4KXCc2piprJONHU9k6yfmJZG8H+Dzp+6oE54FvpY3zydAL6bBkWUYWT/0FJB0O+D4A+gn0AMgSu30q3dEEZgM4BrycgvsDByS8oYCfs1I7zxEFxsOugRMZNGswsFB6ONmA5VqHeoAS+HB8AcQkpXW7igZoirxXhLzbJt6aZ4GzLMmznMigBhThZb5IfW3iMsWpxnmONaAtoQjQ1pDJOH0O1cAEmHtYFpDV4FQj7l2f/iBFdotIsCGxixYpxUeA09r5FzNVg6czaEq4Y6KfVQX37GlFEUAAdy3cNXC8AZ9rmMUpyNBOCKGNSgA+nsI/SlI9V1I5ikSubsi7W0RyasALgccFiQkQPPy7jNN27GDiUNzRlpFVHFIRpQ2wU4JLMxgydIBbc+gbGDlmc0NLqatTY1+ZWXdyfanRuzOdf+++Ln5yZm3t+8n5ZWBFO7+pZk6Jv89WmHtc6TVww4ewWZfyqgQuFSPbp/CRMgNDKD3Ohl1t/BDIsAE8g8leASboTNYAZi74S4W1rwLHp9a8Wpe1tzi4biPgUxv8wLiwqwdGB+2vjLWRpXP72vkBcFECH1jv94q7euCvjS2fFjdG2uzfL01hvN8DCpQA2JkZB/Cz2+MxwOtLSr3uAmemxn5bitrmoazxWpoL/QSi5QP9wvlW6fxQIK5NjOtNjXvGRtvbEvhYO3+zPy9X7xb6PeAX97X5/f582h2W5o/AG3bmAFTpLIAfmxKgqEuJkvLS7nT2U+/d252lhgIQeW9IbF5b2oWb/Xl5fG7dFeCygI984JtT6/4GbEngo6kxfxrpQgIXgWFWU5fH5r4snPkEePOz4RDgtzZywtvYC9pA93Cz/mcla4ePtVvvc/DdQMrCjvX+k8JpWZPifWDbBf+7/nwmp8b8BeiLNJ0Wh0cB7KWx2aZqSHCS2EB6xA74ArD5xbz8oXb+9NPtpd8A7yyO5pB3N9J5lQANOOiCM5H3rEjdq5palvjJxYKRFrElV/18IPKeDXl304fQujUcX1xrNn7VWWpcBa4vnv06Ih5Ke0FC3u0QG1El+yLv7T6snf8bQALRJnKhSMR7Ik/kiTy0fAlgk78KjYyMsAAAAABJRU5ErkJggg==) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur38573 2.6666666666667s linear infinite forwards;
}
