@keyframes rwdcur21109 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCklEQVRYhe2WzUsbQRjGf8al0FJa7MlTDyXIXgrF0/4JPYpn/wAvlRQ8KN56KpLS0kPJ1UvPIgTEgx9toqEtRdDD1noQKvGDWNvoJsbuh4fN4GRNyu6E8aIPLJtkyDy/eXbedxYulWpe16pegPUB3gw/5OmDFI2vdWqADwTNS6t6gNRampk+gxGAY4+dvX8UfjTITx+yfOxRBc4BVxvAx8eMDd7jbXSw4XO671J6dcBU0eGLDoAUQMGh0G7wTg/381WMosMTHeYCwP9wxLbjcSgPeAFM7vH7fYUKYOgEAKgdeayLH88DeFnmz2yVb8AasKkbwD9wKQI0fPwXu1QWTlgF8sAisKULQETrb9RZfnaXs0yZ7ysO+8AS8AnYBmq6AHqb96BY4++Jz6+5Kj8JI//cNK/rMoewDIUMoB94BJwCZeCs0x9ts32TMu2WORMBCAiDsOlcaTydTLuBiJZXW+PoxG7OCrJ2iXHTAiBrlyKkce0THj5uzgrcnHUlBQEi7q8z8c+Q2ACysbx68V1ViTZMdGUyRBRk4l28uRMBQGsS7WSMlrqqgliSkxiah9nn4ee4q5bV1RuQbA7xy1RW4lPONgmYh3TGIov65hNSSiCdaS07CNO4NgBZ46albA6Km/B/zzrpWZA4AbkC5A2oKqVXLWEcrQIAG4IkKSg9AqFOPV+lH9zqVjdXF1R9vuTOHu0uAAAAAElFTkSuQmCC) 1 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur21109 0.83333333333333s linear infinite forwards;
}
