@keyframes rwdcur151067 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 18 18, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFI0lEQVR4nO3cP48bRRgG8Gf3HJ9vHROHHBApElJQdCkQRAgR0SNEAbqQEkRLRcNn4MtQXkxEREETKgQ06QBdKoRSIERxxl7fnxkKWM63Xtu73tmZd2af3+kaJ1nv7vvczDvjvQBEREREREREREREREREREQUmqjuAZRS2sSJZOI4rn1OVF7s+gTILXEjQIYjgR0cAVpO7AiQCWEk6CbJBzu9/kOlFLY6HWilMJ2m9xCdqaLXj6dHX9k6t0YCEEfVBhal1dI/CyEAveSy3rvzFvbu3EUE4JcnP+DXJz8CAIpeTydja9csfgpQSummR5mmpZMxnj09xEma4lK3h2dPD5FOxktf90pWoPlvbPhVdKwQAjDcva4/+fwLfeOV2/rGzT39/kef6f7gql72us1z69h8szqyEEifEgrn+7/H+O3wZ7zx9rv484/fMT76C6cnM5ydnRS+bpOIHmDhmB73BMvme60U4ngLs9kU3e0e0sn4PgC13UtG86/HcYytziVrTaE3I0Cm6nRgOzDZvH7z9uvoPzecn9ej+b+TmaWT+fPTt157Mx+eEQz8oC4jsgmMo7j2KOLKcPc63vv4U/z03Td4/PBL3H1nH/3B1VL/1kVT6OddrsB2E5lOzuf7l2+9WmlerxOeTYmeArJRYFVPIE06Gd/7/tsHF+b1WTq5X/LfWm8KRTaBC+9hMACSmsj8iuE4neLs9LSoWXzQ1Dl4EYCqfFlFLFsxcCewQVlPUIepc5GwE9hIAJRWTuftplcRpkLgounLE90ESqa11lEU1RqqXTR9eVY+DpbYE9Ss3fxxSh9IQtOXZ6zZWBWEkAPw37FKHUxC05dnpTJSeoL576jC1zplewIJTV+esQDEcRxJWmKZZCoEEpq+PKtNYDYKuJ4SNhEhgsbqGq9rDCU0fdasfLjD46+a+wT7271E7yQDHW91dC+5rAF8aKsmRZwsA9s6EnSTRPV6fSilsJ0k0EpB6UgdT48aO991Gp+zJa8O6lgXAmBxddDaVUCINmkMg14FLH0Drg7+D0HrVwEhqtITtGoVkBfaamDD1YG4VYC1oVnicwOmbdIYuhZWBRwzuW1sCwNg2KoQfP3oEYbXXsRgeE0Pd1/SV55/QXd3BvsWT28Bp4CGFE0HO/2B818GzQu3Ao4VjQSt3Ados3wIuA+Q4/NnAmXN7xNwHyDATwer7BOMRiOd3wc4ODhwuipw2gTmhToSrNsfcLk3YO2Oh/yZwCplNodcEvUj5/rZQdN82Bl09uahPieQ8aH4gLARIBS+FB9wOAJkQtsh9Kn4AEcAo3wrPiDggRBh92NjPhYf4AhghK/FBxiA2nwuPsAA1OJ78QEGYGMhFB8Q0AT6pMq2rg/FBxiABSb27n0pPsApwDifig8wAEb5VnyAATDGx+IDQnsADV3qGXvXfC36PJEBAGSFIIRCLyN6CrD9NI30p3eaIDoAQDuLYpPzAJQZXhmC5jgPACAjBG0NmajmpsxvzjbRGK4qfsgNICBkBMi4GAna+pOfERUAwG4I2l58QNgUMK/p6SCUj3PrEn2BTYWAxT8n/iJNh4DFv8iLCzUVAhZ/kTcXWzcELH4xry540xCw+Mt5d9FVQ8Dir+blhZcNAYu/nrcXb+I/XGx78QGPAwDUCwGL/y/vb8ImIWDxzwVxI6qEgMW/KJibUaoxZPEXBHVDVoWAxS8W3E0pCgGLT0REREREREREREREREREREREREREREREREREREREREQ++weUWJKVcPeZqwAAAABJRU5ErkJggg==) 18 18, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur151067 4s linear infinite forwards;
}