@keyframes rwdcur43064 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVRYhcXXz2sTQRTA8W+WZNKDR/+CXIQQTz0U7CGIghT0kIJIA1XagxAQi0IRxB9FiQgKPRgEe+mh0IKg0koPQXOo4kFQsD8UWti1B3+0WERCAiZm93kxg9Vts02TzoOBZZiZ9+HxFmYAZoFXwH4MhfwZ700hBMMIASQ6nzGGEEBW3e/GEAKIiBhDaEB05bwRxCbAXiMsv8kD9gjLiSzR+QxAHJhrF8IXUEcsJm60HbElAOCgfZO3iettRWwLAOi0b/E6cRX1crAtiIYAgC77Ni8OjaDmBlqOCAQASNp3KXRfQxXOtBShAUX52XDxUWeU2eQV1LPTLUNoQA0v0Ibjzj2eHL6Myve3BKEBHhJ4U69zn6kjl1BP07tG7LgC9Ug7Y4z3DBOZ6dsVInAT+sWgM86DnotEHp9qGqEBVdymEJmPE4yeGCLy8GRTiHD9Q8S/B57HLnihUMgqS9XboFz7JmVvXUqsS8n6KkXrM8XwgrfGndQQw5Mev9KP6ogksBEY4NcDM7Fz1SIV1bucoxLPWYDyO2Th/6k4MA10NwJs2YSTsbOlGp5KFbJU4rlG5/jFjyCLdAX+/Q07CO9LFbJUj00AfCBgSZsJAWTJXdMXknxtRVS+f89uRQLIO/eLkeQa8Mb9ZCS5BphKrgGmkmuAqeR/A4w9To0+z38DV5cbuckh7YEAAAAASUVORK5CYII=) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+UlEQVRYhcXXz2sTQRTA8W92liBFPPkX5FK62FNBkYJBLYIoanJKQr149OLNqxdBEBEqQj3ppVWooFhMlZC01NqDQg9iK6jsHv2BFUoNBZPdfR40g9ptd5MmnQcLy/B23ofHDDsDUAYWgf0YCvnzrJhCCIYRAoi9PGEMIYC44YYxhAAiIsYQGmB/fGgE8Q9gtxFW1GC/W+a9k8dengBwgPleISIBLcRbJ9dzxJYAgEF3hiXnXE8R2wIAhtxnvHLOol7e6QkiFgBwyH3OwuEi6sV41xGJAABHvAq14QJq9nZXERqwJn5s8ohXpZwtoqq3uobQAB9J9MFpb5bHR0uoylhXEBoQJgQA5L05Hhwvop7e2DGi7Q60ouTNc+/kKGr6+o4QiRdhVFzwFhg/NYp6dK1jhAY02uxAKy56i9w8cx41dbUjRIrfPxzccIN+t7wpoZoZCS1SVp0gXKXpf5Nm+IUGX6VpfaJhfeanfTC1jwP0cXnqLkHpCsA7IAusxgHs1kvUJpzOHGusE6TzH6r4AwULSEdNsrJ5yAGeAMNxgC0X4f1Mtu4j6VxtEn+gEDdPVKwlSdId+H8b7sHam6tNEpy4BG20tJMQQN6EdX0gmQm+i6qM7dqpSABZCn8YKa4Br8N1I8U1wFRxDTBVXANMFf8bYOxyavR6/gssPBxsB1O6MAAAAABJRU5ErkJggg==) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9ElEQVRYhcXXz0sUYRjA8a/zDpsHj/0Je3H30GkRkWgtyiBSUZEOXoKOnTr1R3QKPBSESD/YwwaWheJ6yGwV3SIC7Qcz50iSiJJCeed9OuS+VI7N7rq77wMDwzvPvM+Hh3eY9wV4CpSB4zgK2b82XSEExwgBxJ/bcIYQQIJd4wwhgIiIM4QF+IsfnCD+ArQb4cUNdi8HvDudwZ/bAMgAS61CxAKqiDf9rUccCgA48SKgkm8t4r8AgFw5YDWfQRWetwSRCADoLQcsDfahHjxrOqImAEB+JaQ0dBJ1d7GpCAv4Ekli8rnVkNnhftT0QtMQFqCT6wMwuBbycOQMamq+KQgLMHW8NLYWcn/kLOr24yMj6u5ANSYqIXfGL6BuzRwJUfMijIsrL0Mmxy+iJosNIyxgr84OVOPqq5Abl4ZRNwsNITr4/cMh2DV0LwcHEhZ608YDb8dgtiP050jMJw1bkXgfNd6Wxs91dpA9BtenC0TXJgDeAqeA7SSAX73RMQ9netJ73wypsZX36IGsB6TiJtk8OJQBHgF9SYBDF+G9XHpHQ2q0WEIPZJPmiYuvtSTZDvz7GXZ6dI0WS0SXz0MdLW0kBJDXP43dkDz5Homamm/brkgAqewD2l3cAtZ/GCfFLcBVcQtwVdwCXBX/E+DscOr0eP4LhnAbCy0Rz0YAAAAASUVORK5CYII=) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhcXX30sUURTA8S+DXOdBdmXpr1gR9imCsqAfGIEVkWCGIPUSvUQvvRVEQW+CD4EQRCLBSj9g2V0Jo4dKEfpBCjuD9A+Uqy6FG8g2M6eX9qo420zrrvfAwDBz7j0fztyBewGKwDxwAEMhfy/HFEIwjBBA7NSiMYQAsvzVN4YQQETEGEID7NSSEcQOgAnELsB+IqxGLzKHSnx414udWgRIA2/bgWgIADh4tMTcm/Yi/gkAOHKixPvXvXR2z7YFEQkA6DtVYrZwnM7uVy1HxAIA9J91KLw8iUoWW4rQgPKqRCYPXHR4ke1HJfMtQ2iA58cbMHjZITt1GpXMtQShARJEd6Aew6MuTx6dQSWe7Rmx1QHv/wZeueYy8fA8KjG9J0TsRRgW12+4jI9dQCWeNo3QgNrv5hA3b7k8uD+ISkw2heio3wRBeEL+eU9gWVjVXwTrFfFW1yRYKQsrZbG+fRdrvUKHuyzcu3uJ23c8ahtX64hjwFpsQNgamJ7qqW1URQ2POmxWMhagwiZZWtj1KA3kgMNRgIa/4eOJdNX3RQ2NzLBZyUTNExY/4iQ1/AS2TdfQyAy1n+cAXGK2tJkQQD598fVeIFf0RCVz+7sh+fjZN1J8B8BEcQ0wVVwDTBXXAFPFtwOMHU6NHs//ALb7Iena2QP4AAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhcXXz0uUQRjA8W8vMu7Bo3+FbuChkx08hBm5CVFBiruhhEcvgkcrKg8SRdEpFAxyhUBl118RRuxBQfCw4r7SX1CIHqxM5N33fZ8u7bttvuv7tu7uPDCXYWaeDzMPwwzAMrAONKMp5E8zdSEEzQgBJBnJakMIIEc5RxtCABERbQgPkIxktSBKAPVGGH6d6Us79GxdJBnJArQAmVohfAEFxI2N2iPKAgAW23eIZaI1RZwJAFjqyBHLRHnVuFITRCCggIivXOWlWq46IhQAYLU7RzzVxXOVqirCA1hfJXDwh5s5Eu+v80wtVA3hAcQJBgB8vGuSeBdjQs1VBVEEuOEnrSVM7k32MK5mz40oAuz/m/hpyGTg9W2eqJlzIUIXoV98HjYZeHGHR+ptxYjiDliVITIjuww+7mVMTVWEaPAAZWrg2kLUxcBwfolrH2Dn98W19oT8nhjWNzHs7zQcf3G5/yCO89DhaX6ogOgADkID8KmBzmSrZf8UtZYw6TtpMwDlu8r2qZ4WIAVcDgKULcIrb1qPxEZN96fpO2kLWscvDsMMKh7BP9fAhQhN0/1pRq1bALuE3NJKQgD5sWl7D5L9+bxMqLm6vYpKAPVOXgLQkdwD6EruAXQl9wC6kv8N0PY51fo9/w1ewCDBLFlBnQAAAABJRU5ErkJggg==) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur43064 2.6666666666667s linear infinite forwards;
}
