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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 2, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 2, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWElEQVRYhb3XX2xb1R3A8e+599rXsa9tnLR1gpdCOmi2dkvTUbVEhKqBvaA8MI2HvVXqxHOnSnubANEHxP68oA2pEg9MYlulSRv0ASEoq4BQ/kTVaDMRqtE/oaVpGiexHfv6/j3n8BCnxI2QktL0Jx1Zx5avP79zfj6/ewVLYbQGgGqNuxYWkNatABwgtwK0obGceQrg8OHDaK3rrc+cu4FYBiQBBgYGOHLkCFrr2t1CLAMsgEKhQG9vLwcPHrxrCGvl5MqVK4yMjFCpVBgdHUVrXRNC5FuIBhtQnG2Zua5LqVQin8+zefNmRkZGNnwlVgFOnz7Nvn37cByHXC7H0NDQhiLaLub7PhcvXgTAtm1SqRSFQoG9e/duGGIVIIoixsfHSSQSJBIJbNumUCiwZ8+eDUEsF6ECCMOQIAgQQhAEAYZhYNs2WmtyuRy7d+++44XZ9i8IgoAwDFFKEQQBcRwDS9vhOA5xHDM4OHhHEW2AMAxv/mgYhkgp0VpjGAaZTAYAKSUDAwN3DNEGiKKIKIrQWhNFEUophBAIITAMg2w2y1K7gF27dt0RxCqA7/ukUqmb2a8MIQT5fB7LshBCsHPnzu+NaAP4vk8cx/i+j5Ty5nYopXBdF9VaHWFZZDIZpJT09/ffili8bUAcx21FGIYhnttkRybJgf3D/KS7iEYwOTPD8ffGuOH5WJZFX18fSqmaYRh5llr5mhGrtqDZbJJMJqnX69zbrPLcjj7uG9yB2dtD2JED4MEtFkHqcf7zvy/57OxnVKtVtmzZsnIlDNa4FatWIJ1OU6lUqPshVd/HMn2C+hfocxMIFZMyDc64ipPXs1SrTUzT4NeHDvHMs88uXyYF+EC4FkDbaRbHMeVymXK5zPSVKSYaiudu1PHENHbRJXFvgOoJGKv4fHHhKou1BSVlrI7/7a9s27btDSHEU0C81uxXAaSUVCoVKpUaTdel0GFx5qsmL53zEY7A2mRTScC52ZCkMNAyNlQsVd1XJJIdg0KIyVb26wcsF16j4RLFEW6ziReE2EScmIw49mmMSGc5OyWYmKpTbTS4PFNl3o2tRbcWF1LG1q6uzgMtwJrjZg1orQmCgOrCPFJK0hmHetMniDVaaY6emKYrbfL/aY+UEfBgV5auXIJuu0ZJF1RRLVhPv+VuamW/5kZltb6ghBB4nreUuReSyaRjO6msH3ZrejZ18uOSw/VQUSpleP3JH2BrwT3mPDQ0zdk5GpNzWOH6O2RbN/Q8j+ePHiUce5m+4iI//dH99Ja66Oi4B7PUySv/vMix18/z84eG6NmaJpydh1SCKGlS7iwi014Gb13n0LdiIQTVapUXXvzTsV89lIl/MdQ0+vstnE1ZzO40URDz5tgUZ85/zdN/+JiZxZhEVxaZDMmkFy0zUwxdy7m6MqG1AhQQGoYxKoQYnSvfOPH7U3NTft0kUKgw6aMLGSavNRmfnMVMmLw7fpXf/vFDPEKwDeV7Jn/+oHxpfnbmHdZ5o7IM8IFTwCm0mvj357w2LR8wTFFB2abSToU3PrrM9YUqBjG2bfD3ty/xzF8uKNOucE31G//6nNfQamY92d8KWfGMILY/8dj+k1ePD2t9/lFd/u+T8mfbcxKQpmlIQAJSgH7pN4/oX44+dhLEdm45WdcSZutVrxgKiC5MfX12Yu6BrYZIbr1wuWb9461FYZlCWFZCOI4jOjo6xPD+R8NPL6mTp94f+x1afQV46wWI73jfABwQ25xsfvjA8MOHrl2fiefm55EyprtYpFjssT7+5JNXa7Xqh1rrS9zmDcl3AZYRSaBzCQOtOXzbaBrAQmt+W3v/DS0hwq7xnm1xAAAAAElFTkSuQmCC) 3 2, auto;}
}
div.testarea{
animation:rwdcur39157 0.4s linear infinite forwards;
}
