@keyframes rwdcur156733 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8UlEQVRYhe2XTWgcZRjHf+87M7uZ3TTZLP1I+pFsbJW2B23SHkQKNqIgtoihTUW0F3uwFEE9JB4siGAv8SCCVHvYXmooJAZPerGlHkSEghVaKhSlk5pUKMlmuiS7mdmZeTxsNtlsN01XrCf/MOw7/3nf5/k/z/u8H6v48lYKyABpViIHOJzodnmEMIEMlzNX637tc7qARy4gDXDwpWXy2++APqcfyD9osOuOpGw7lgEoFn0nlXq9YbFmpSEiKKWqnf+wVvptO5aJxweuAnjeWA/wa+MCokhjRfjAxe8F+pwB0Gs6B9B6uW6q240J0LqZmHDxWgAHcmfQzQu8uemRzvtKAWa8ma0edBeuo6wWRB3k3HSMSG4zr27yzvq6deC6IymlyFTelSLjuiOpRutAo40Yj81/jsIFdQjNETSvYvIcrdLLucmt9QbGYtJimgPZpUjMgWwsJi2NOAcwEeNnoB2RZjRpkEnKK6ODSAKkqYUPL5t81BdUD/R9lQ+C0eOaiSxARNfxubnSA1dNfQEq0GD4aPU8Bb0VV+2mCWgLrmNEASF+rfN/ExplrEfUJiK1dYut2NGh4elWcM13EeNJZsI79QbadixTjn4QGEQzka3sCY0JAECZTGumVMTvG9aV9755ANXEYEehdpDrjqQMQ3precOQXtcdSTUmIOQOKoK8YptoSAD3PFhQEDFZb5BtxzJKnGyieZBUGlJpSDQPosRpOAsaFQaI+oMdwU9/BlFZQDwO28MbaLlv7svR02tYQ0xNTZPPw+xsyN27eQxrqOEsaAxzAcUu5vUztLfBBqALaG3bjeIFzkysMGbbsYxpDmRnZqZJpdqW+GQyyczMNKZ5tKEsaFS0kSvxk9sSCmKw/UeXxLVZOu/l4VLibZL2CmOGQS9AFEX3GatwjWShfBhNatr3xdg2ucA6WlivPCw0t10BymmPx80XAZTcyoYlaGndiDNxlzAMAcjlZsh0bSQsAeJkW1u3IzLuVPnKAY5Sh1fslCbzRYd+3X9l3P4GBJQPloK2kM43Zo99se9GSzJpHbCsoxcAwtIwAPl7ZREA8wVIJspcBUodzlIDkfH7TkwFwJmJFEk783iy0Nlhe4kmA3NXai44lvnL3Nd+6DxAGI59XPJunrKsD8pptihHW4WV3DDa3D4IOMBTSh0+JTLeo9ThFQLKU3Cyy3XdESeZtDKWdfRCEIy9Z5oDn34GlEqj/aDyIqq3YriMIQyrNsbq70sIFp0/uyimPgqFrzoBqTyl0ugrnje2x3VHUp43tmehcFoWCkhYGpawtNxvtffyMyyAiIy/IjJetyiXbkS+r/KeN9ajNekoIjc/v3zF8ryxxV6nq6IcWqoHGCYsgWENrZaFfG3xVaBWTQkwN3e+PR5v2qm5dXmZHVoS8HC/ENHZ5/v6pucxl04fXXFiPlAAgOeN7TH1rfq35odEEHX3xOMDde+LZj2yGsWi79h2d0/lzqeU6jXNI58EwdeDIvLLalwFUUSuWPSd1eyvKWCxDpbUl0qVehAnDIM7IkZgmtJcy+Vys3e2bHnrvpO0FnqtDrUQEb/cUk80Nb322/79759VqnIjXubS6bbNjdp+KBSLozv27u2+BEgQjJ6gvGRfruUWFi7sfBh7axZhLaamzibS6bbNSoWmiBGI+L6IRFrHm6o531f5f/JP6X/85/gbMpE3VPACpwsAAAAASUVORK5CYII=) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur156733 1.3333333333333s linear infinite forwards;
}
