@keyframes rwdcur248190 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhe2Xf0jcZRzHXxfSwMwJ6ZwuxzyZ3BVisZsYyehGEBx10D/WvC0GYXQSZj/giLbGyD+yMo4jdCUxt6kNDQRH4sbmZVjqIYRccLriHDPPH6fjPE+hFJ7+OO/x+/W+31Or1T+94YHn+Tyf7/N+P8/n8zzP9zE4LQ7BNmgebTds5/NXkQZQf92j63Dmudr7xb0pQElSf91z30l14bQ4xOLiothJWP4pPPBvEf0vQA9pu/1gN/nRPNoOkHIL70iAkrShx70j8sz8HKyWCryjgyKViG0FOC0O0dTfwnJsRdpmAkEA8sxGzbYSChEJqMSkzAGnxSGahi+rbFpkSiFL4Zi0Gw+YOFJ+VAqxWioAVCHUXQFJvvo7y7EVlsIxHi3M5eGjJZr+Svtvk3NEQ2Hecr7HS6+cIMdwiNt3/QSnx5PCorsCWuS7QWZ+DsUHSwj+GiTdaOD191+j8tTLeEcHQRGG3W3D9D3xXEjfk2zbqAMUlBZitVTQN9TFnaE5yp8up//KEM4331CRpxbwN2YvoquJmXL7rp/+K0McP/WUdg7o7eua49Wy3tTfkiROT3TPjRsUGYuYGpukoLQQ7+igXA1NJC4gveK0OEQ0FBbRUFiI6KqYuDUiRHRVVRK2hF80FBYTt0ZkHRBWS4XYOnvQuI5TYTm2QsS/wLJ5RWVX2rw//kCRsYiDZiMzgSB5ZiPRUJjM/BzNMVUJ4bQ4REOPm0CnD3NlGUvhGHtzMmR/oNNHWeEsvsn9mCvLdG2AJFe23S5P0t/Vju+CQKePshPFQDFl5eD72rfZWX5M2pQilOTjvWPxY9yOUIrQFJBVkp1EXt/8LjRDz/c9ABti4rAfs8v6GT5NEjHeO4bJVqo5MSlAufwJ5JmNBDp9fHXpLNcmAgAYcg8j5n6RPobcw6oB8y6d5VU+xFxZphmGrasgz4Hm0XaDy15Ha1sHWSXZRPwLAMxOTTMTjWE1mfjp8y+xmkwwf08W4R9R9c1EY8xOTUtSb2M3+wsOAOB2eXDZ61R5oDqItiZIoNNHcMTH1YtdXFgXpLsbubAuIDSvKsq+qxe7JPF475gk1+NQ5YDT4hB1DbVy9lkl2fANpK/NUvyFB/ZloYXi7sswH4k31mal3WQrlWMB1DXUgmubJIz4F2ht6+D0ySoi/gXuBftwn4v37Ut7UPrNr/+R1E7Adr6a8d4xOYmIfwG3y8Ppk1VJ4pMEtLZ1JJZJZIcGsJz4AOs7L3Kt6hxV9ic32NboGP6Zqtpn5XcdnptkHHkCk62UPLNRCnC74o+exJhb+VL+r327N0sMP5SBqdi+SZ7AoUfgzuJme0PUCx3n8TZ20zcwoCTWxXZvPqlYfNaSyg/m1zB8VLObsYHUJ6F43mbjMfPj8dHertYXsUGu9P+48ZOUP6MJ/Ofvgh2HADC0P1Oj+yZwfNe0Ncl2FII/AfWZQAUNextnAAAAAElFTkSuQmCC) 4 9, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 9, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 9, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
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}
div.testarea{
animation:rwdcur248190 1s linear infinite forwards;
}
