@keyframes rwdcur113168 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhe2VXUgUYRSGX/fH2Z9BZW0X+yEqW7UUM9BIpCUiou5KzKBr7wok6CoCK8kuIiEioqjbLiLCKCjJoBYticxKYTV311JXs51tc0edmZ2d73TlYtauUF8R1AsDB8575n2Y8/EN8DeppqampLGh3pepX1dXV3mura0VQMHvyDf19vaO9L98oZWWlpQtbfp8vspAIBBPzHyh48eaT3BPd7lc1V/icZJnZujihfNXlrRtfr8/wBgjXdfp6uVLd3nlmhaKpqam6rz8fNidThQXFzcCEBd67e3trbW1tWUAYDKZYLVa83gBWBYK78aNNgCIRCawwVvq6uvrixIRm5XlhKuw0GM2mwEARATDMGzcASRJwtjYB2jz8yjbtAkAFkIcRJQeMIwUNE2TeAGkV9DT0xMcGhzABq/3O1NOTk66Tqoq5NnZIHcAq8XsKS8vh9lsyebHp+lphMJhMavpZwC21VR7HeLy7y1avQYH9h/YyR1AdDqLrNbcZQfsdjscDsfaxbNcAOx2O8yW7J8fAGJSFOHR0VwAHq4AROTAotP+IyU1FUOBAOobGuB2u7dxBdA07bNhGFnNuYINdTt8iEWjUFX1M1eAN28HIonETFYzESE6/RF3bt/ukmW5mwdAeumpVEpS5pWMRlVR8OZ1Pzo7O5+cOtO6j0f4NyrfvLn+Y2ScGGNZH7/f388zN72CvXt2rxNsma/48fdhAIDT6Sz5LQCrVq50WyyZ74HgyAiSSQ2iKDqOAeevAj3NQOOvAqTPgMlkEolYRqNhGFDm5iAIAuBecdwblaALQh407RYXgFB4NKQqCsS8/O9M8XgcV65dx+TUFGKxGEatuQgCGBKEQWjar+R/ozVPHz/SdF0nVVFIVRRK6ToxxigmRens6RZqPnokAKBCtFi2A+ByFsyL6kSRx4Oqqi27BgcG8PxZ92xweGgylUoVrF23HlVbt2L43cjprq6u+0nGJgDEeAAs1aq3r18RY4w6OjpuAMCDe3dlxgwKhYIGAAfvwKV/n8nOhw9vTk5EDnc/fRIAgJgkvZ+T5YrxsfEggHneAMuCVW2pLGk5eaL10MGG3X8q/L/+69/SV84edbGbLCLNAAAAAElFTkSuQmCC) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhe1VbUhbVxh+cnMTQ4xNvEmTOKsoc3eDKZVRQ8c2W1hBNmS1adcfNQS0boOxkY7CYLquDErZOhj0x3443Spbuyl2XSst1ioJmprEjzaVitYE6+K2GPPhR7WJ+bg5++eaGTVa2Rj4wIF7Xu55nuec8z4cYBv/V5wwGDRGo/Eay7Lsf6EvGzSZAmM9ZnLj+vUfn4aI2syi2trao/mZDON6MIq8/PwKAMJ/1cC+0tIybv4RSDQGtVotyc3J2ZPsP4GAlgCQbbkBiUDAEo5DOBqBWCxG9fHjJwsKCvY+yVdXV/emzWqd6Ghv/3UtLnozBoR8Ph18HIQwZxfS0tKg0+m0BoNBOzHx0G2xWJtCwWCgvLz8K+/gICVSq9Wb0VgVH5/86Ohgr4WbcblIJBIm8Xg8YXAcR+x2O7n6bT2ZslhJfX39+S0Tz5BIlKbOjtlgMLhC+J/jVksLGTKZOAB5a3Fu6ApO1X7yecnel2UikWi5Fg6H8cvlVmQychQVFgIAFAoF8op3o+3KlSYAv63FmXIT7i4qYl8/cKBanC5Zrk17/egy98HlmoTb7QYBwU6lElNTbjByBXqs1tb1eFM1INHrjp1/jmUT8h4nccjUuVDuVKDfZkXA74fN0gtaIERDQwMcDufSesT8FMTpc2fPfKM9fORthVIFivrbs1BAY97jwouFRdBoSuB0OPBgdATBx4uYCvERkeZ+NzbQPZniJldCW3Gw9GLT906vx5O00WKxWMLcauklNouF3O7pJl1dXfac5wtF66usgvffe+dIb7cpHFqj491//pFgxth5i3AcR+LxOGlsbKxNRSdpCmQy2QuHDx269FKJRpgmWn0Tfn8A4w4HwOOh32RCRno6Xtu3H5FoFGazeSQVA7xkxS/PnqnX6/Xvqp7ZlVCfnZlBJsMAAEKhELhYDPfu2aGQy8GjKDwcH4fLNbkkFIkaa2pqPkzFQFI0X/xhbGF+bsWR26zW5e/h4WFyf2CAtLEs+UmlIk0XLkT5fH4xTdMbehmTxpBPURRFrQyISqXEuNMJAMjOzsa15p/h8XggnZ5GllxOsywrjsVikac2sLC46AiHEyM8PzcHPkVh3OlAwOeFVCrFB5+ewvCrr+BudZV3f1kZdJWVxRsRX9WAra//UsDnTahl7NiBIfsd7NFocPr0Z+jsuIn+PttS28joG79TvKqR+0OQSCTPbtRAUmRlqamvz33hnJudWb7zaDRKrra2EJu5m+h1lU6GYY4BYJ5YxmKTz3tSdN5s9/l8XrK48IjMBvzEdruH01YcPCGTSQtUKtWW6SSNIQDUVFe9FQqFaIVczsikUlFz62XjmMORUra3sY1tbAR/AecWKgVTWjfYAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur113168 0.8s linear infinite forwards;
}
