@keyframes rwdcur110855 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiklEQVRYhe3XX0hbVxwH8O/9k9yrSfyXRGu0/jeTzMjsRjuLY8qGiw50Vday9mXQ/WF0qxR8KJb9QRmUdXuQMdiDpdI9SNdu1D90dZYWCtpKdU5NaxOn1hjzx6g1yY0xNzf37sHq1lJKWa972X5Pl3MO5/vhnMs95wL/13+9qMc1trS0mhiGfTsjI7Ns796yiNVq9fwrgJ6enpQ5l6OdVs1+f4AOvFnOhKujoxMfGBsOciMjIze2CwEA+PH8eWVVXdWNDzsPSfYT70q+iXFp+fIlyflivvSq0Rg8erSxYjtyyc2Htra293Q1CS+bWRpJnhicQQ48QWB6PYrjxxbVcfz4mct9v5JPmuyfFL0lycBHqUYdiiY9EMesMHwxA5IMwqYRsM9EY2V1NOfa1atZAO7JCSAB4HjzCbUqlzWVefzYdWsKtI4EpfBBqePhpKLouZ4ELizC6XSq5QzfAnR0dNQziQpSO38fBB+DQkdCkbyx2iyZunZ9unzPN+fSndXVlj/kBtBHjnxcPBYYOU0QBM6kqOF2cnjDoII7LOAnfwzDedr4paC102gsHDQajXLng56fn7cU7M+hNalq0AyNK4fLcdbqhSZVhcwXDNjJ8dAHI3lSTMzbd/gtsKqEA+uhgGwAiuf5d0wNhbvD/nXMu5bBQUBuUTooJQ0FS4OJVyK4yGF1IYDcsqznd4pZ01NT9nG5AKTJZBIiHA/7uh+/SRzGBA79SwtwOZYQCfEgKAJpz+mRmK6BUqWEqI+2tp8+LVc+yFAoNOlaXsWMsA5KxwIkgTAv4PdoEKIgbg3UF+iwaF+CwkjmDA4M7JYPsLZ2d3ZpFVQyAwCgkhlQ+jhQOhZBH7c1kCAJaLOTwSYwsNlsDbIBLBbLoGQNLT7aQWlZOG67IUl/tWnzUsCHouCUwXLZAK0tLUKaJ+G7qCP4UAdBk5gxkPDc8W61MSolwqth6ItTdtntdqUsAAAoLS09Gb4wMyz6+Yc6GVMKrs3OYe7WPPBgJRLSNVBnxrOnTn1dIgeAAoChoZuxLxs/6/Nfm33NzQbSqCQGIIkNYVo8Ji/ZoKWVSMpIRFxSHCIcjzu/2AdcLtfYswK2DqOmpiZHV1dX2SdHGw/ShSttKzuJeIIkILhCUNfk4KbDgyRXIkiKxOqCHxRF7XjWcOBvxzEA1NXVrTnm7rWzHH1FXZUNdU0OFJlq0AYVyJf0GL1ohVKlgBSTEApx2bIDNitDk94veNcAAJL4YPNFCe6pRNx3+qGIUyDNsCNv2wCVlRUXkm2RdQAAsfEugBeR+8p+TPYvw1iRD9v0XTnyHw9obm72aG2Ki6Kfx+aHIOaPgNGkIDDhg/uOF2aj2bVtAAAoKSr5XLzuWYMoAZKEqDsEgiRhLir8KtIvnY1GhW/lADyxamtr63ML8ryG9telnPfrpcpPOyWz2VwlZ8YTL5nd3d0/F+YXVnLnpoQsbS1ii7NifX39sJyAp6qKQ8e8DWduS6Y9lX1yz/1U1+zFaeu4b3IIxdn6H+QGPPbX7NFSK+HLlHwBi6X6ZG9vr6yAPwEEP8PXzPAlPQAAAABJRU5ErkJggg==) 11 7, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
}
div.testarea{
animation:rwdcur110855 10s linear infinite forwards;
}
