@keyframes rwdcur94337 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 11 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHD0lEQVRYhbWWe2xT1x3HP/dh+9qxHdvkXRoICYQ4EBIexUlaVIcuo1voi3UIKlhLt9JtrJvKtLbbUKVVVbc/qm6aqmpdaaVWXacKFdjERAQJZFtJNlRR0dlkwHhDQgKJHyGO7et79ofjOM4SjYf6la507u/8fr/z/X3POfd3pZ/8vOzDeVXaiQXV2tu6Tquismt1Y3Css6cWCQDswKjfFzAO9dTi9wXo7KmlxReg44iX1U1BJqOzpxZABgwEtDQGANjfVfPtk/+OVbfvC23Ztzc0K+MvzalUzkfCYvbj6wuP19Xb/llRqY1YNOmlviuJJwf6kzWDA8lVJ4KxAj0p9DVt7teuDST7813q1oGB5JDTqRiKInXb7cro8JA+YLZIzfG4cc+5s3Gzy61ccbnUoaHruqxZ5fKD7aHlZ87Eym5EDcZGM7WBtKjecv5EMF6+vD6PUofMhYhBPG5EQsMpOZ7Q7YNuA4AFsolkQhAOGUgSSBIYBqgqqKpEIiEAuOZJ+xeH5fF5iVhMYLMq+Bvz2LM/xOhIloCqWWWEgFk2md2Xo6hnAXACWMyAO+2YTAqQwO2R+Y+s58heJ6vEDAlJAkSagGqSuHo1BQKQIFRk8Ea5iT8rOaHIkbCOJEF7dxSADW2uiUmTWc6OTaAo8ExLPlNx3NBZ5c1DTLKN8wAJ9Ir08MU3B9MkJxNYWGPvzRjXlTv4IBCa0Eee7CxgfbOTFw5fp9muTZgXSCrr5zrYGQyzaK422R2J7OILIyopYEmDM5JD4KnvFO27359/BWBvV1qFpx5O656fn9XrpNB59dMh1rit2CxZZR5dbufYhRgvN7nYfXZkwi4BK+ptALTZrZy+rrO03q4/u634tckEVJdLPfz01qKaSCj15GfHRrSvF9nZd3yYd4E8uwTxXMn2D8fSJL1OoknBrqMhfgVwJMRUlNgVCEP7v9Ix86u13rK7zO/kKOD3BY6XlJp/890flnxcWmym/R/pKpTxKqbD6w8VE+xPcPF6kh+vmjWtjxCCT8YPtRg/HEuW5p0GqnIIAPh9gd65FZafOfOVzwHUs5AC+vpS0yY/8Fl0Yvz34I0ZCEiZGwXAmjXu4KI660dAz/8QGCdx6ZsbC/4iUqRPkADVNG1uYoaYfmISFDU7XrzYNvKtpwtft2jyLr8vkOMnT35pWJZ3tL4h74IQ6RugyBLLnBaaCjQ21zgn/Lr6YhPjnmtjOQlby2wsdViIRgSqDAWzFLyLrL0FRaY/PtAUNJiCHAIPt/bu2f5S2Y7yuy1DqRTERg1GRwWxMUFvfyIn0GmWME/5qKyvdhAeM5BliI0ZmC0yFk2itNR8UojpVZOnGp547NT7GzYVfKyqEBkxOHUqwflzSeJxg5Yi64Tfgf4YfxvMrf7cYBLDgMsXdYQBqiKxpN5+rnK+9v3VjcHRmyIAsLo1v93f4jrtv8eOXgHf8OfTd0UnFDNY6dGmC2GlR8Mw4GhojD5nCiFgXpU2smFT4fsLa2yJaYNmIiDL0p61j7r7nfa0xm9/MczqFQ6iEQMhYIVb45WvFAKwocrBSo+GAOorsgoZBnz1QVdnSYn5rZbGwLTVz0igpTHAvCpt77GTWYk/OhWmzG0mHDZYs8zOjgODafvpKKoBmqrw+2PDAKwttuN0yMyv1g4YQsxY/YwEADSr/GvvYuuZvEtZW1foBjeiBq8cvMamaseEvarAxF8H0t+DHfcX0vX5CM2rnD3lcyx/eqApOHRbBIQQetV87b2CQlWfc8M8Yb98Md2KVSUbOhzJnvDX3h1k4+biX2x/oexlSZKyzeF20NHttf3yjfLnyitMSZMFsfkRl1A1xDOPu4RYyMRj1RCls01CNiFaH8z/oLO7tv6OFp6MQz212rbnS94yaQjFkn4KimWxZV2+EAsRfp9VqBZE2d0msWVr0e4/7J5fd6in1naz+Wfcggz8vsBYaZn51Vke1ch8S6JRg8NfpPf80kACAVy9mqSwSD1XUmIe8vtmPvW3TACg6V7HWMMyeyjzy6OnIBZLv0TG23XbWs+ZxnsdO1saA5dmSHP7BAwh9HjCuDLZNjycotJQiUbSHTM0rJsdTmXa+DsmIEuSPGeuJec+J5MQDhnoOiDg8uWER0Iyz5DizggIUB0O5ZphpF8yCIUNUuP9zelUDCTKb5WA+v9dQAgxWlml7fS45dZwdEpHFbDxicJgXYNtjxDiwq0SuGl0dHsL7vPbz1ts2euoWBCyGfG9H5V0HTziXXo7eW9qCwCEYMzX7PzdQ495RmffZUYY6X//FSvsQ75m+5vAl1d9Bh3dXtc7H1Zua1vnisomRNN9jsFnnyv6bccRb9GXvngGnd1ez/M/LX1xcYNV/GB7yacd3d66O8l301uQQUtjcOhrbe5PamqtvWsf8bwH3FHD+S96XbS3HStnMQAAAABJRU5ErkJggg==) 11 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 11 7, auto;}
}
div.testarea{
animation:rwdcur94337 2.5s linear infinite forwards;
}
