@keyframes rwdcur229520 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEq0lEQVRYhdWWW2yTZRjHfz0wekjXjm5lJ/spC0xWqCbjOEmGcwkEIUKyC+Ri3nIhBqconhIkChKDcmlQE62ExQRC4ogJuKBoUlnIBAqd0KUj/ZIV2DdcD7TdaMvnRdPSlR43b/xftW+e7///v8/zPs/7KqgAgiAogWT2msZonRVzy/WHohLOksGN3e/JgGrB6EkkY2cSoH1bDwDSmJ+Y8zDL7eu4Y3mbwGAPkrETq62Dm/27yzJSMkhn75Wttg5EtxOTpYmWteuRxvyEJB8LRk+iMVp5RmgE4LbPz3RQRDJ2YrI04R88XJJfXSrAZGlSiW5nMr3r4YFTADzFbTTdpwgM9hCx7wNg2rUHU/cpNJf7uDXo+G8yAKkszPiHWdjYjtXWQcx5GEjV37JtH9KYn47NGxn1eJgY+JzpoAiAz+crya8sx0C2eN2Sxoz4dFBk6bJlhCQfox4P0liqBOmDqbP3yvMyoLP3KlW1NjktLrqdiCf2oDFaGRn4EoBRjwcA8cQeRLeT+NJdGRNRV+kyFDUQdTkeLWxsV+Wuhx9EcP96DkidiZa16zE9u4tFlkaq6wQkY2emDPMykDYRdTkUottJXfAisaQOrd7E5oOniSV1XOprxTv0JwD/TPiBVMniS3c9YXxOBiA1C6y2DgDUVVp0hlq0ehMAthc3EZgY55UPD/L1BgnR7QQgMDFeDnXpNkyT3bv6E2aNDkN1SjgWCbC73wVcIzzwBnCNnZf+xmR5ngCpLOjsvcqoy/GoGHdZg2jGP4y+vnWhJnBzxlBTD0Ai5GXs99OZuJ07eripWcOIx01y0l32OH4iUF/XJkekkbwElublsqGmgUTIyxpzKmR1Sz2XvXf5K74kY6xQ/+fjVuYGfH9uqKjjWCRAXGXm4oSW7euWs/nlbVyc0JIIeYuKA5i79qKva5s1GzLB2eJ9R/rzEigufUpcZSbxMMZi60qUMR/NzU2I99VEw5PE23YWNd+9dSNbbA28tmkt6UwossV/dt8BYIutIS/BWztWzDJw8M1X2dD5Al3bXyc0PsTRMzeKGkjzA/zYt52INKLIdEHfkX66t258IjAfDDUNRMOTHDj0Gc2OJkLjw8SSupLfpTF49rfM71klMHftBeD+hWN5P6zVRYirzGj1JnSG2kwGVq1ejbq6hUTIS5W6cGfPrHo3w58uQSY6Io0ouHBMNnftpVAX1AqCnBYPjQ9x4JCPZkcTQGot5OVhIlHwIFpXIWeLQ04XRKQRRaHd58OB9/fz3bdfZf6rq1uKxueKQ55JWGj32bgnXufjd/bzjeMH7t65ywp7O5evXEerihZtw3zcFT0gBUGQY0kdi60riYYnSYS8AJgW1WOoriEcmuLalaGKOMu6jLJhqEm1aCwSyKwFg1OEQ1MEg1MIglDyETIvAw2LqlDGfCxI3ufomRu89MkvyMkZHsjP0WD/gqjcWhFfWbdhNtI7zUaVWs3o1eMK79XjldJVloGo3IpO+IhI4mnkdR9ULJYPFWVAEs8rJPE8ANb1PRXVuhAqOrHweGKmxzY8Hq35+rwUKj6E6WGVe2HNRRzmkIE0cu+OuYjPG/q6Njn3gfG/w79mDQ58HCp94wAAAABJRU5ErkJggg==) 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:rwdcur229520 2.6666666666667s linear infinite forwards;
}
