@keyframes rwdcur104285 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD30lEQVRYhcWXS2xUVRjHf/fOo9PCtNOh7bTQVsrUVhFaaAMItgUjPogLiBtAWh8hJW6MxhijRqMJRkgkxsREFz7CwkQTWbpwR0xjrERJSTQoRWxSEZtihUJbZpjev4tznSlDe2c6g/olJzc55zvf/3++1zkXihO5o2CxiwH3Af4MkYLEKhS8HAi6Bq4CMwXaK8QDigEOsASIAj4g7K792wTU7G4KY47rByrcb0kBJBbjMq0CJoF6jPsvu98pTBgsIAFcWoTtfD2gHhfMD8TdSccFC2DC4APKgQ53T5628yOQPXaC1oJCoKZ51vMlkK8HrKzBUnehChOShfSKIeB5ijhwDVMFpd4YnnYWIqBOb6PpBAwDszl0WzJE8iKgHszpvGQUU3YxYFkO3SnggQVIZBPQB5jsHslh1MJk/BFyB7sa46mD85CYS0DdwJP3VBMjk2QskN07MDXftKuBTTl0XwDuA8aBbVkk/iGgwy6ob2sNB4D1wNuAPtzMMeB7TLa/A+joFu7GhIGWMBGgFlgDvA9sBx53QYeArppSeh+sYzmwBTg0h4QNaB3wOzABYFucBCKuMvvP0N4aoePZOwgAT+2+DSIBjmFCMDk4zleYTljikrgMnAZWADWNYRq+WIuWlLCzMogP+AlocEnYuBtngTeBk2/8wHHgVyDeVgPspmJ1lCvnE3QBJasjYMOXwEYglYBvMKX4MND1WhvNmMQrA+qeuRM2tHEt4TDyV5JB4HkypWsD1rfARaDnsVWE40v5DXO9Vp1aDoiSSIBkwsECLg1PcuWjXwgD00C0I8rrbni6AR6K4ceU6HuPNMJzPwJJwOEUmfZ9xuDfkL/Suxs1satRh0D9C7fXdCs+CJIOSN91eOpK+zS+vV5HTX+5oTHNrQLLevoEM38m2YpFvz+Qnp9nsB7o76wCUtDZ7qmbwiFaX8YFTDLPPXl2H7BWDPzB5lfaqO+qwkte7m3GDgYNAVKeukLYXSFeygL33CPt9+rhkho003e7pD5JvZ6617W3oMdrDgJxDbdWytEaOdrnqesF7nUbel+pR6JcvZDEwo+8veppx++1c47cdILTHw9T3loOdGJl7sNsvUJf3TcT0MBKSU/o7LqoRu+t1XHb0oDPLzm1kno0dn+Tzt1VraT26Lr23PoXkdU9AqQ4PzRBqCLIz44Ym03BWysR56h50U9ZXQgbi4D1GdziR6khYX3CGFBWGeJzIASwYwLr6zI4sYyLZ6fxW5/mDV6oSIMNGqoo1fSjLdJUtXR4g0a3NRX9n7g4Eq+2S9okKSiNxP5T8DSJhPYqob7/BTxNoljwvwE5M3XHAI+hJgAAAABJRU5ErkJggg==) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD30lEQVRYhb3XW4jVVRTH8c//nKa5OWecMZ28DOZtJmMyHTUcsdIShWBQNJsoDPXBfAgRoiyhJyHpAhZEoPTgQw8JEUVQ4EMJ3bAIIrTUQtSwdBIbT+PcjnN2D/8zOc3lzMwZa8GGw/+svX7fvfbai70Zn4XcKNiicYqPO1aiUPEaJHELiocG+s8AwhKU54SLkUJpgRBjBQhF6ER1TrQsN4pRWQDEWADCpNyElDj1CdzqxjYU4+4xQowWIEwTr3QCepDO/a4SZ6IvGyk8PAaI0VbuoGCL0YVZaMU3BcYfbQaiAcNEdKBGnIXh/MYDkLfJJMRbMQNF+TVGjDPkpMb8QaXFe34W50bwDQ9O7QMZFUC4R5zefNYuPopZXBjB1/Z59udijwQQtonPeWaEmElxEe7C8pEAWi5JYsEQEP0BwuWZZZaLi2pCv+9DDImcX+PFRh+tq83r69Dt6sRbVj8Aog8grER10xTn0YSV+BjvYxH25FbajI3iVrwBau7l6Vrz0IDTlUXW4i58i7CzgS1nTC0v1Yk/sb0fRALhKzyFaN4E9Xi2PuUh/JWjbscf4mqP8DN262u911ndYC2u4vOrGftLkrIoqyrijQx61Cyt1JPL2g48noNIQNPri12HOysdwLlTac3v3u/RsMOc20q05lZTjePi49d8eIWF4BMEWyV9IKllXa35O+dLIBuSOjbjRK0jRy/qFh/bRetn6O23BVG06zvLVtVwMu0cXoWWemRMrEtJ4CW8mMtABZxO+x6dT5YjUjq9XH3LTOXra3m5yWZ0Xcs4/eGvvNNrOqZiCtSlHI71/9WswpmGyrCQsIYQwtahCuqfcSpVFPYQwitLQgiT8/qGjrrwy6xU2EZ4YUBj6n8KotnHr6rGqhs10kc5qMV+mc5YCsuKODg3r6/SBnM23eEY9g1Y+cA+EH2KFYOzM8jO4mv8+doFkiO1/VO0XXdigPhQABDdh7jWh7cj4nbc3tZFunsEgCbRwR8HiQ8HAFEUfZE35DlxQU2cW6Htp6t5faPo7SHF8wH0TRg2t3uxaVKpipoy137vzKufL07BF5IrD9Sqap5KW0a2NyO573hB8Ud9J/xhygRh90IhlMqGJ1QdvSD7zFyKEhITS7yJY5NLhb2NesOW0YYd/Y1oQWu79rYuWRtlZHXbKOO67OrfXPqsVTuqZqd47rJkdIibcCMaBFFx4KREXx/pzJLpla3okLnSIw2JSFR8ftTihVroCo+E7FuTQ1f3htAdHgvh+LRwpMB3YiEvo6gkeo90kmwQZJncYU3uv/8DAKLE8xcRhBBENW0Fid8MG/fz/G8ftEKX9D8ujAAAAABJRU5ErkJggg==) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur104285 0.83333333333333s linear infinite forwards;
}
