@keyframes rwdcur110989 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRogdXaTWhdRRQH8F9C6MKVlBDeqoQQoUjJonRhK9aCFXEXFGrxAzddSAhdd5tFVqWrrEpWol2UUroqIiKobZDQjWmCG78KoVR81hgKbkKNi5lXX5J37525973QHBh4vHvPzP9/55yZc87MkP5IC2fwKl7GOMbwQnz+D/7AA/yIJXyD35sOPNRA9zA+xEeYjIDuYA2/bvPTroFewgSO4TWB8M/4DJ/jrwZYsqSFBWzgGs5us12n4WzsYyP22Rok8BFcwmNcQasu8B5EWrHPx3GMkX6DP4oV3MaRfgHvQeRIHGMljtkXmUYbFwYFvAeRC3HM6abgZ/AQx/cLfBeJ43HsT5qA/w3j+w2+i8R4xDCTC346ss8Cj3NYxLJgAluxteN/izhXg8RDGeZ0NA74zGz+LWnC2r6ITcEBZ/GKsJGNxDYW/5uN72xGnYkMc2pLcOwRYQXY4bBlBCKJeazjdOJHGsVcBHU5w7FXVCyxl3B7t3IVgTjA6QgolQRhZm5gVcJsCLN3qaizlrCR7FnnUwg0IEFYaR5hKsEfHivYsRdwpZdiKoGGJN6JJEpnQtixF3YrHxbikZ7hQQ6BhiRmsFpBoBWxvtiteBHXipRyCTQkcUOFYwsB4Gy30j0lUSUmcgk0dOy2ElMSoth7HYUWNioYL2I+ZbnrE4k5LFb0uxGxO49bFS9viut8HTOrQWIUmxWYbuH8sJAG3inqaYj3cBcf4OYQr2d8SbDNt3gXNxNJ/Im7cewiWcLJYSGHXSt58U18ge86IPaJxJd4o+T5fSE99QsmS6ZqWYhjOvLMHFJNqKZPnMJyCa7JiN2TCltrCytDt+whMYB9YgztCmxP4GnFS1t6B1A7SAxgnziErQpsT5sQ2EFiAPtEMoE6JlQ4E7mthESyCeU68X6RSHLiYaHcN1EC7j5OVBAYxBJ7Aj+UqE3gwbBQqzxW8uJXeDsBR79JvIWvS1SmxP0rNZQYTcTSD3NalxhKkB7MzWV80KYk5mUEcySE00IqV7YaZZOoCACTw2kqEpqodBnXMwhUkqiTKEUsexKa0pSyS3FVfqmvkETNTK9nSklJUr/LlB4JCXhjEjUJ9EzqKSmr7OpgKpLIrVdmBYAFQeC4krIKBYWtgplYFXyitmPXIFBa2KKgtFjh2G1hic3ZJ9Yxn0NAYmmRHsXdhNnoLu5eFOKYMSGiPBR/n4rPdhR3UwjIKO52pEl5/ari8vpV+1Be78jzdMDR6JTmwB4xdeRAH/J1pPuYdWAmJZhM349ZO3KgD7q75bm6atD0ssf7+Nj/lz2WhBS07LLHlFDOPCNc9vhUuOzxdx0QTQh0S+e6zUkhPR1XfN1mDd/r03Wb/wDIo3Vy+tpKXwAAAABJRU5ErkJggg==) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRogdXaTWhdRRQH8F9C6MKVlBDeqoQQoUjJonRhK9aCFXEXFGrxAzddSAhdd5tFVqWrrEpWol2UUroqIiKobZDQjWmCG78KoVR81hgKbkKNi5lXX5J37525973QHBh4vHvPzP9/55yZc87MkP5IC2fwKl7GOMbwQnz+D/7AA/yIJXyD35sOPNRA9zA+xEeYjIDuYA2/bvPTroFewgSO4TWB8M/4DJ/jrwZYsqSFBWzgGs5us12n4WzsYyP22Rok8BFcwmNcQasu8B5EWrHPx3GMkX6DP4oV3MaRfgHvQeRIHGMljtkXmUYbFwYFvAeRC3HM6abgZ/AQx/cLfBeJ43HsT5qA/w3j+w2+i8R4xDCTC346ss8Cj3NYxLJgAluxteN/izhXg8RDGeZ0NA74zGz+LWnC2r6ITcEBZ/GKsJGNxDYW/5uN72xGnYkMc2pLcOwRYQXY4bBlBCKJeazjdOJHGsVcBHU5w7FXVCyxl3B7t3IVgTjA6QgolQRhZm5gVcJsCLN3qaizlrCR7FnnUwg0IEFYaR5hKsEfHivYsRdwpZdiKoGGJN6JJEpnQtixF3YrHxbikZ7hQQ6BhiRmsFpBoBWxvtiteBHXipRyCTQkcUOFYwsB4Gy30j0lUSUmcgk0dOy2ElMSoth7HYUWNioYL2I+ZbnrE4k5LFb0uxGxO49bFS9viut8HTOrQWIUmxWYbuH8sJAG3inqaYj3cBcf4OYQr2d8SbDNt3gXNxNJ/Im7cewiWcLJYSGHXSt58U18ge86IPaJxJd4o+T5fSE99QsmS6ZqWYhjOvLMHFJNqKZPnMJyCa7JiN2TCltrCytDt+whMYB9YgztCmxP4GnFS1t6B1A7SAxgnziErQpsT5sQ2EFiAPtEMoE6JlQ4E7mthESyCeU68X6RSHLiYaHcN1EC7j5OVBAYxBJ7Aj+UqE3gwbBQqzxW8uJXeDsBR79JvIWvS1SmxP0rNZQYTcTSD3NalxhKkB7MzWV80KYk5mUEcySE00IqV7YaZZOoCACTw2kqEpqodBnXMwhUkqiTKEUsexKa0pSyS3FVfqmvkETNTK9nSklJUr/LlB4JCXhjEjUJ9EzqKSmr7OpgKpLIrVdmBYAFQeC4krIKBYWtgplYFXyitmPXIFBa2KKgtFjh2G1hic3ZJ9Yxn0NAYmmRHsXdhNnoLu5eFOKYMSGiPBR/n4rPdhR3UwjIKO52pEl5/ari8vpV+1Be78jzdMDR6JTmwB4xdeRAH/J1pPuYdWAmJZhM349ZO3KgD7q75bm6atD0ssf7+Nj/lz2WhBS07LLHlFDOPCNc9vhUuOzxdx0QTQh0S+e6zUkhPR1XfN1mDd/r03Wb/wDIo3Vy+tpKXwAAAABJRU5ErkJggg==) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRogdXaTWhdRRQH8F9C6MKVlBDeqoQQoUjJonRhK9aCFXEXFGrxAzddSAhdd5tFVqWrrEpWol2UUroqIiKobZDQjWmCG78KoVR81hgKbkKNi5lXX5J37525973QHBh4vHvPzP9/55yZc87MkP5IC2fwKl7GOMbwQnz+D/7AA/yIJXyD35sOPNRA9zA+xEeYjIDuYA2/bvPTroFewgSO4TWB8M/4DJ/jrwZYsqSFBWzgGs5us12n4WzsYyP22Rok8BFcwmNcQasu8B5EWrHPx3GMkX6DP4oV3MaRfgHvQeRIHGMljtkXmUYbFwYFvAeRC3HM6abgZ/AQx/cLfBeJ43HsT5qA/w3j+w2+i8R4xDCTC346ss8Cj3NYxLJgAluxteN/izhXg8RDGeZ0NA74zGz+LWnC2r6ITcEBZ/GKsJGNxDYW/5uN72xGnYkMc2pLcOwRYQXY4bBlBCKJeazjdOJHGsVcBHU5w7FXVCyxl3B7t3IVgTjA6QgolQRhZm5gVcJsCLN3qaizlrCR7FnnUwg0IEFYaR5hKsEfHivYsRdwpZdiKoGGJN6JJEpnQtixF3YrHxbikZ7hQQ6BhiRmsFpBoBWxvtiteBHXipRyCTQkcUOFYwsB4Gy30j0lUSUmcgk0dOy2ElMSoth7HYUWNioYL2I+ZbnrE4k5LFb0uxGxO49bFS9viut8HTOrQWIUmxWYbuH8sJAG3inqaYj3cBcf4OYQr2d8SbDNt3gXNxNJ/Im7cewiWcLJYSGHXSt58U18ge86IPaJxJd4o+T5fSE99QsmS6ZqWYhjOvLMHFJNqKZPnMJyCa7JiN2TCltrCytDt+whMYB9YgztCmxP4GnFS1t6B1A7SAxgnziErQpsT5sQ2EFiAPtEMoE6JlQ4E7mthESyCeU68X6RSHLiYaHcN1EC7j5OVBAYxBJ7Aj+UqE3gwbBQqzxW8uJXeDsBR79JvIWvS1SmxP0rNZQYTcTSD3NalxhKkB7MzWV80KYk5mUEcySE00IqV7YaZZOoCACTw2kqEpqodBnXMwhUkqiTKEUsexKa0pSyS3FVfqmvkETNTK9nSklJUr/LlB4JCXhjEjUJ9EzqKSmr7OpgKpLIrVdmBYAFQeC4krIKBYWtgplYFXyitmPXIFBa2KKgtFjh2G1hic3ZJ9Yxn0NAYmmRHsXdhNnoLu5eFOKYMSGiPBR/n4rPdhR3UwjIKO52pEl5/ari8vpV+1Be78jzdMDR6JTmwB4xdeRAH/J1pPuYdWAmJZhM349ZO3KgD7q75bm6atD0ssf7+Nj/lz2WhBS07LLHlFDOPCNc9vhUuOzxdx0QTQh0S+e6zUkhPR1XfN1mDd/r03Wb/wDIo3Vy+tpKXwAAAABJRU5ErkJggg==) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFD0lEQVRogdXaT4hVVRwH8M97SAtXg4hMIHQ1AyuxQjfinwwRSQilSKHUdCE8ndqEQtYiIspCaSPqAyE1c6FgFIExiGTq4EahZCrBcbpFoEjIrFxE8Fqc83wz07v33TfvzZDf5b3nnN/3y+/8+f1+55R0B71YiaV4CglmYXr8fx93keIXDOAC7nRquNRB3xnYhM2YFwldwiCGa5Xk5hhD1fQJzMUCLBcED+EEvsS9iZCYiIBevBfJn8XRWiU5NyHj1XQ1tmGtIOIjbXqlHQHTsAu7cQz7apXkdjvGMklU00fjuFuxD/vxT6G+BW3Mxyn8iR21SvJ7+zQLkKmmj+EwZmMjbrTsU2Dc9TiCPbVKcqQjhgVRqqbbsRfb8XVu2xZj7RTm+0u1SnKtO/SKoVRNF+FbfIhqZrucMXYK8/KFWiX5rbv0iqFUTefge2FdHGraJqPvehzE0nbIl6rpRqzGQmHL7Im/RjCM6zhXqySn2hhzjnBu9GkynZoJmC/s52uKTJtSNX0ce7ABl/EdrkbC9b19RhS0GC9iGU5jb62S3CpgYxH6hfNjzMIeL2AaruFAOwu2VE0/xha8josFuszEW8I0PVarJLsK2Nge+ywyaosdL+AdLK9VkrXFqI8x8DzO4BXFRBDCjYOC19e18kapmp4VZscn9W/lUf97hUW7ozjtBmqV5AeB/BmsKNjtLl4VRAyUqukzLdr3RY699Q+jPXAAf9cqydtFSTfDBD0BL2tsHJmeKFXTz/CIMJ0eeKAemO2bAOcxmKAn4Cthz/+mRbt9AtceGgI24Wy3YpsORBzCjVI13Z8z9m0hiNxEQ8BmHM3qFLfKttCBiD5sbWHzKN4gCOjFvBYh8Z64VbaFDhb2IeFsyRr3nJCD9JaFxOJCi0E3YEtcoG1hgiIORJt5uICVZSENvJTVKoYHl4VD6swUifgLl6PtLAxgSVnIYQdzGq4WwoOLdRJTJKIfq3L+X8eCspCAD+c0XCjENkytiKt4Nuf/MJIyZo1PwMdhrrECp0rEULSdNc5NzCprlD6y0OO/FYOpEDGiEY5nYXq5RYM8TPWaaIqyUHTKw4gQajTDZIroibbzcL+Mu7HolIVhOXPR5ImYJ2dziZzvloVyXx7B60ImlYfJELEYP+Z0m4u0LNQqF+Q0PCekga3QbRFrcD6ny0IMloUTbXnOwKeEHHZmAR7dEnESy1ok/0txpSzGFC3GPi0mEAXQDRFfRJt5WIkLZaGYOhQLrVnYizeFHLYIOhXxbrTZFJHrEO7Uz4ETQpU4a8Bb+FyIEouiUxF5Cf42HKeRE8/ALTyZl5WVqumgkLdmlvqaYIWYI8fp0RFiJftXzMFI3QP3hPr87hb91+F9IQEvio480QS7Ba4jjK1K9OJnPJdXPo+lj34hAW9ar8xAx56IZcZreFq8CBkdC90RMv7DeYPUKslPwha2Q7gzmJKFHXEwcnxwizM+mNuP2bGMl4laJblVqyQL8IfgtQ+0d06cbDfHjpxmR46N703adlrc7ReSkSGNYKxHiG0WCyfspBV36+ikvL5KyKSaldd/xPnJLq/X8X+64PhUxtadl9AcEhbMQHThlCLaHJBDnnwBBBF96G+1sLuJaKs/2s49NCdyzdo3WVMqTpmDunzNWsdDfdE9Gg/tU4PxmIHXhCpx/bHHgJCC5j32WCic5CuFs+K4UbFNu+hEwGjUn9ssEdLTRPZzm0Fc0aXnNv8CWwEO210Ess0AAAAASUVORK5CYII=) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRogdXaTWhcVRQH8N+E0IUrKSHMqgxDhCIli9KFrVi7CBV3oYItfuCmCwkl626zyCpk1VXISjSLUqSrrkRQa5Dixpjixq9CKIpjrKHgppS4uHfG0WTe3DvvzbM5MDDM3HfO///eOeedc+5tqEaauICX8SJamMZz8f+/8Bse4Dts4jP8WtZwo8S1x/EO3sVMBHQX9/ET+9//x9QLaOMUXhEI/4AP8RH+KIElS5q4gUfYwBz7+6N9zEUdj6LO5jiBT+I6drEajI0K/ACRZtS5G21MVg3+JLZwByeqA36AyIloYyvarETm0cHV8QE/QORqtDlfFvwCHuJ0feB7JE5H2++XAf8zWvWD75FoRQwLueDnI/tM8N7EOu4JLvAkfjrxt/WwJpvEQxnudDIaTHQb7QhsTwjAa3hJeJFNxs90/O1aXLMXr2lnuFNHQmBPChkgM2AtYwfnE2/SFJYiqJWMwN4yJMVeD3doJH89HwGlkiA8mVvYlvQ03IkYD5Wm8CIpkedHIkHINL9gNiEedg14Y9/AagWZY1QSlyKJIU/CasT6Lzku1CMVlQcjk1jA9hDdzYj1+f4LF7FRDfjSJG4ZGtg2hIzWk68VVpWp6a6ywO4U2zQXMaP3SAqBrGO5RhJLwWah3ujyXMHtIYv39PJ8LSSmgs1CnbdxZUJoA+8O1tW4jC/xNj6m8WrGnYyy/zneCNcnkfg92GxcLlizibPwKS4OcZ9uwPTdybE/iUWsFei6GLH7ETMFC+8JdUxX6iJxLtgeqGcmYvd4iMGOkBn6pQ4SMRsV6nkMT4cseuLwAmrcJI4F24U6npYhMG4SyQRGcaE6SCS7UG4Q10UiKYgnhHFfuwDctzgzhMAXenm+svfEGXxTcFEbDyaEWeWpgoWf4PUEFFWTeE3M8wNkVhhjJpcSU4lIqnCnHYmlBOnF3FLG7SxLYllGMUdSOW1XcTaqmkRyOU1SQ2MFNzMIVEBiIJYDDU1iS2lb/qivYhKHt5QkNfXaQuN96f8jcXhTT/JYxWwkkTuvrIBE8ViF5MGWtuBON9Ub2IWDLbJHi1YioCV574kd2T122miR8sPdRaGOmRYqymPx+7n431iHu10pM15fM3i8vqaG8XpXnqUNjlK7NEd2i6krR3qTryv926ytMbtM5dusXTnSG9398kwdNSh72OMtvOefwx6bQgtadNhjVhhnXhAOe3wgHPb4cxQQZQj0S/e4zVmhPW0ZfNzmPr5S0XGbvwG2lqXL13bCqQAAAABJRU5ErkJggg==) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRogdXaTWhcVRQH8N+E0IUrKSHMqoQQoUjJonRhK9aCFXEXFGrxAzddSAhdZ5tFVqWrrMqsRLsopXRVRERQ2yChG9MEN34VQok4xhgKbkIZF/c+HTXz3n3z3jybAw+Geffj/3/3nHPPOfe21CNtnMOLeB5TmMQz8f0f+AUP8S1W8QV+rjpxq0Lfo3gX72EmArqLTfzY0/vunxO1nsM0TuAlgfD3+Agf47cKWEpJGyvYxXWc7+n1hnlwPo6xG8dsjxL4OBaxg6toDwv8ACLtOOZOnGO8bvDHsY47OFYX8AOIHItzrMc5a5E5dHFpVMAPIHIpzjlXFfw8HuFkU+D7SJyMc39QBfxPmGoafB+JqYhhviz4uci+FHhcQAdrggrsx6cb/+vgwhAkHimhTsfjhElqI/j2DvYEA1zAC8JGNh6fyfjfQmyzF/tMl1CnrgTDHhc8QCmDxTK2cDbxI01gKYK6UsKw1xW42EXcGVJfz0ZAqSQIK3MTGxJWQ1i9xUGDtYWNZGg/PyQJgqfZxmyCPewYsGOv4GoNnmNYEm9EErkrIezYK//ufFSIR2oJDyqQmMdGwdjtiPXZ/o6Xcb0O8DWQuKnAsIUAcKG/0305UaVEd1ejYXfz5hSi2PtZhzZ2C4B0sNwgiSV0CsbdjdhdxO2Cxnuin2+IxAT2Csa8jYtjQhp4d9BILa23cA/v4FZL6+USXxL09L7Em7iVSOJX3ItzD5JVnB4TctjNnIav4hN8lYFoiMSneCXn/QMhPfUDZnKWak2IYzL5Sx1GrE5nsJYzzkzE7nHBhF3BM/RLEyQm0S0Y5zE8KWi07+AAatQkjmC/YIwnVQiMmkQygWFUqAkSySpU1oibIpFkxGNCuW86B9wDnCogMAoXewrf5HSbxsMxoVZ5IqfhZ3g9AUfdJF7D5zldZsX9KzWUmEjEUoc6bUkMJUgP5pZKfNCqJJaVCOZICKeFVC7PG9VNIjmcJiGhwRXcKEGgMokcLP9JaJJSSqF6ULbUVysJA1JKEpJ6QZW2hQT8fyFhQFJPYllFcF/bytcrK5NQUFYhsbAlrMSGYBNNGnZuYYuSpUXBsLuCiy2zT2wpmWNLLC1Svbh7WYhjJoWI8kj8fSa+G2lxN5Mq5fVrBpfXr2mgvJ7J03TAUemU5tAeMWVyqA/5Muk/Zh2ZSgkqU/sxayaH+qC7X56qqwZVL3u8jff9fdljVUhB8y57zArlzHPCZY8Phcsevw8DogqBfsmu25wW0tMpg6/bbOJrNV23+RNvHSah0dXx9AAAAABJRU5ErkJggg==) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur110989 6.6666666666667s linear infinite forwards;
}
