@keyframes rwdcur206215 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEb0lEQVRYhbWXXWwUVRiGn3POzOzsstCllNIUtIgIRfS2AjcQFP8w3CggDRiJ4B33XhFMTNQrE7koRghK8CdKUAsJoAGjFwQJEIIkkEIoRX5KVrDbbndnZ2fO8WLaAZrddgnsl5xkJjPf9z7nPX8zUHMIU6Vtrb1Ghaq1in+6bSty1+eUwoC8hk/68zVKmHE1agAQZvecDAUNhRCGRwBKIQQEE2Z3Zb1xYayJASCJRYHgAfFiDeIAm6a7DAYwzYKurGfGgqjx04UBeCHt0O8HICC/ci25mW3kmlpxrl1Fa6o2KaMqaQl3AliYtFg+2eVkoeyCWAj8VcWBSHjH7AzX/YDb5SC2SmuNY1vYjsNX/3mV08c4UCZ2AIAF8575QCnr5vkLF8YOQSS8Z06G22W46AWEISh1b6xCrbEsG9u2WfXaK3QfOsKCOU00NLZVBNh56nR8vaSjAykFQggKhWIKWHwfgDD75zZxKwjo8QJy5WiSWSPSARGE1iFSKtyEQ8mzAcgNZLnUlyUIxSBwppobx0+evP/2MpjNYlR8x+wMIXB+2KMMBAEkLbCw2J69t+Q2v7M+vh7KD5PP5zn46280TTH8OyhOgFlcDaBSSBBmW2uai17A8ZxHMYDiyATvynpsz+bZsGY1nW+9iZJy4Ms9e+PkpOtiW5FDCQuSjrFApB8GIHbg3akuk60He7uko4MTp06NvjQQat0G5N5b34mUEq01w4UiA7kch48e44lpRv9zR1wGM/+hHNg03aUlEYk/195OKpUklUxy+uzZg1rrtjBqz4MZBCN27f0WrTVSSmzbxnHs0e5IwHkYByzgxM6stwiguamJS729H5VKpQMjz++CuVYpUWsDaCylcBMuAGkXZjaa1ht3xR/ASjAT7tcCxKqn2p78+sat/g99378CnAFzfWJ2YTZ2rkNKgVfyGcoP0X3oCPNaDT03hQfMiBwbPySY7t6+a1t8398Dprs28SiCMERrg5QSx4qGwVbQ3GCshpT5DETzhN2oVaxKutnYuQ6AoufFS7J9lqHnBmgj5oPpGa+CfDQA8MtlAJRS8ZK0FTSkYPoU8zaIlnG78KgAIMyGtWsAKJVKDA4NcfjoMdpnGa70gx+IpWD+rJb9yA5AdEAB0VwYWZKOBa4NLRnzLIjGOgIY8c2P+9Bao5SKJ6Mx0NoIuQJdwEt1BIgiDMOooFK88fIK/u4TODYoCS0Z44CoqPWYAIz4fv9PhGEY7Y7WvUO2tRGGS3wBvF9HgChGh0EpxasvLufcVUHCBilIUWWLfowARvzw8y+RC0rFk1EImDYZpqbNFhCb6ggQRVAuI6VECcmKZUs5d1WQSoAQzAWerjOAEfsOHIyHIuFErksJssqO89gdANBhiGXbSBWVF0DKgca0WQTi9ToDRC4E5TK5XHQY+gFMckEKlgGr6wwQRRiG8d4wVARtQNdLrHLEP6+/z8hgZjdjGiZhQOy+/626ORD9fhkB3PUDPD8EbcgDE36k1CHEdyNufDz2yf+VPNxNZPsdWAAAAABJRU5ErkJggg==) 1 12, auto;}
}
div.testarea{
animation:rwdcur206215 4s linear infinite forwards;
}
