@keyframes rwdcur193402 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGxklEQVRYhe2Va2wU1xXHf/fuzOzser02awM2GBcb11DTLnFDopZKEAWolERJG5GioqhplFKFVE0DaiSEeDVJW6QoImqjJhGlar+ERImQHKtIVXmI0gilJQIyRHETXosx7q7xrrzvx8zO7YcdI8dg7KRfc77s7N675/875/7nXME0ET0TBWgHQgAIgigiCFKAg8Lx1ipABkEIRdj7PgzErV6rMlV+OR0AYALajWeBCXQCPSi6EDQDEoHriTd7/3E9sPbomeiUOtpUCxPC8KoJAgYuYQQOCg2ooGhEMg9FBogAJSDnAWjAmAeS+aIA4+0redWHARcB1CpdhcDwgExP/Ci17rYhaEMgo2eiI8Co1Wu5E5NPewRWr1UCCoBEIVEYwCIgjGAdoOES8oqR3mcEQSOCOSjmeKkiCFom55+JB7B6rZRnugyCAnDdW3K9CnNABEkGwfjeCACCQVxcr4Bw9EzUmJh7JkdA9Gx03FQjKC6N/m30HWlIZECiz9bRQhpI0Gfp+1EclgE5AizBJYdidFLBnyl6SoAJzo0C3wRCV35/5XfF80WuHblG1smiCx1HObwVf4uIiLD9D9s3lq6UNi74+YIfafXaHKEJB6ggGEMBNYN+JsQthAGWU2thAegCOkpDpV39K/tpDbSiUAzEBrg8dBlN01CzFQubFzJXziUej7P+H+sx28yfGC1GQeqyBMSpzYQxoGD1Ws7tOhChdp4tKNYhSVVGKo8/ufRJrpWvka6kOdh3kP0f7scturhFF1/Ix0trX0L2SNxGl1dXvMrG/o1/mvWdWbsJ8YE0ZG1IgTNRfKoOaMATSJ42O8yvZ89k2dG5g4AvwGBpkH3D+6jmqkhDWuV4+WzxQnFAmlJLn0q/UB+t5+BDB6m2VjkcP8zbibfR6rV+BK9JQw4DF6xeqzBR71ZvgeG5+ridtAkuCfJi7kXO5c8RS8dor7ZjzDaQQdlYt6RuTdMDTfc1rGgIRO6NPOxknB+v+ukqYrkYvoCPO5vvpJwoP1S6Wmp0co4E5k0WuxlAEPHOPSgNifRL9GadAxcPMDgySFemC61BQ/hEuy/omyc1GdZCWmP9svp48KvB020/a9uw++RuDJ8BPsb3fttO2mHA8Dx2awCv/SZQn/84/wQS/A1+lFI4GYf3jr1He6GdTfYmtvq3kjqWolqqfuo67ilf0JdquKthrO5rdYXCxQJ3B+7mwciDrBarqSQqv3DLbredsitWr3XbDpgoHATnENCabCXzUYb0P9Ooquorx8u/fP6d55lvz+eRnkd48543Sf09tb48XMZJO4bXtUrk3sjTj77+KHeE76DT7qSSrJCzcm5sb6wwSe8mAAlUcPm0PFxmQ8MGHss8hj1qI/3Smf292dr8jfN3bjqyiSOfHIE5sOfhPVRGKn9Wjvq+k3OCwJg0ZRwBDXoDkWqExB8TJH6TqBQPFY3pAFwgh2DUyTp0BjvRhIYwBMInKkaTYRrNxmh9b/2vn/nwGfqG+whFQjz7rWfJfpR9QVXVOuWqe6QuW6r5Ko7rcFY/S3B58CarTQVQm1SKkfT7aVr8LXRHuin/twwKqVxVEj6haQ3awmBn8K+Hsoc4kTzBgsgCNn93M3bS3uGW3cVKqB/UddcR0kMkLyXJH8/PDMAbEiXAta/bNLqNrGhfwc6eneQH8j90y26dclVYSNEi/KIkNdnXf6qfbDbLG4E3CH0jhNDF407aWbnnvj0cv3yco6NH0RfrM+4AVq9VsXqtnPOB0zorPAthCzq6OvC3+ZF+uVxVVSuSkhCiRRjCNNvNbbtO7qol80u0Rg07abNYW8zLx14GBfpcfTe1MXzTXXC763gMIDYUo7WplaeiT1GJV+5HEUWxBugWPuHqzfpX6pbW9UmfRGgCfLBlyRY2v7sZ67RF6kiK0n9KI8DQeM6ZApSA1mVLl5FIJFjdtpq9K/Zip+yV0pCmUuq0clVKCJGSfhkVfgEaqILilaFXiDkxtLCGW3a3Vz+uDlG7kKa/DSeFCSzEz8CJ0ydY1LGIwcIg5/Pnee7kcwhNULxUJNAVYG3PWpLVJOeD53GLLsN/GSbZn9zmfuJeAiwg9kUAbkCYa8yBA786QNPcJpywg61s2gPtGNJAlzqJ4QRb/r2F6+HrlONlrv726lb3shu7nfhMAQBM2SEXmj3mQGBRgG1rthHwBzCEQT6T58L7F9j3r31Iv0QYgvLF8rSVf16AG52QnbLb1+x711fvI3xXmJHXRiB9Y89WakYbBi5MJ/55AcYhGoEWoM17nhhj1NweZ4rX7v8FmAxiTvq9NFPhL+PLGI//ARSmuoNbJKfSAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193402 2.6666666666667s linear infinite forwards;
}
