@keyframes rwdcur35279 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe2Wf2wTZRjHv/f07uiuvbaw1KjQpmvAPxAES8CYLdgFE38EF1nMDMpgglmjCJFI/IGSNM5sgSluiQY3nBtDGJkK6kSJcamOwKCwLEshZP6BbLrpqrOjzWjvWt7zj3WLA1m31FYT/SaXu9zzefN8cu9zlwP+69GlAux2ux6AUVGUWCYEKBUgy/LA3EV3due5V976jwgsWFmA1w61GHPzHD3Ld75kz7qAUZYpH+C3vbrDGOwJdN++4QlnVgV4IgKAH5SoVL7teSl4/kL3beVld2RNgDiOAOBs7bs419urf3rrVvHn9m+7zOtKFmVHIHnWKSou1jWg43SnvvgZj3jl62/O5HrKlmZc4JqiEgBmMBgg8wK+b27BsbY2cZWnnB9uPdJp2VS6IqMC4xEEAbIsw6zXQ/nuFNr3N4v3btrIjxz57MS8LZ6CjAloiTgBABFBkiRYrdaxQv8gOvfU8Ms2rKefDre2L9mx/f6MCLDEtYlrURRhNpshCEKyCHTVvMOv2PgU33Pg4Ff5r+9cHQgE/m6BxATDcRxycnJgsVgmMf5de+ie0nV0ct/7Rz0ft5T4/f5pb23qIVTjkxcQwWAw3MCdqaymxY+X0Km6fQefO9q6vqOjY1oSKSElHB5jOIAxBsYYNE37SzbwZi3Z1hSRf+97DS98/smzPp9v2q95SkbTNDDGoCgKwuHwTeEf9zaQ5dEinG34oPaV423bfT4fn5aATqcjYGz/E4kEIpEIQqHQlGtGmg6R8NADdLquvurFY59WVH/YLN6MndIuKQAATNM0xGIxBIPBG6FZBNy9FJLDAfvsObAajHDNnQdD/n1UuXnLy/3lZfN9Pt+ThYWF6owFOI4DAMTjcYRCoUkCztUPwjZ7DiSjkUkmk6oTxasqMMKI+6339+HBkVi0n3+syD5U31RQWN/EA5iZQHFxMY0PHJ+bi1+GhiZqt6xyxy59cZwuAVcBJP60zJQ8nABY8p4RwEIA52b8BBhjDABFicPgwAAAwPHIw7HLbV8mAFQB2H2dwIwy5RAyxkhRFAYAv0bCwHwHlpWVqsnmu7xeb2U6zVMKqKpKo6OjDACuzBKwZu1atavpgAqgxuv1vuH1etPpnTput1vvcrmUvr6+4d0fHY5Dr4tAQFVFRUVmG4/H5XLpbTZb9Hzf5WG4FkdgtbyF5Uum/Z1PO06nUxJFMcrftXAAC/LebmxszF5zADCZTATgAmSpOquNr0va/33/51+dPwCBNUiLLrHa6AAAAABJRU5ErkJggg==) 8 3, auto;}
}
div.testarea{
animation:rwdcur35279 1.3333333333333s linear infinite forwards;
}
