@keyframes rwdcur169759 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD50lEQVRYhe1XbWhbVRh+cnMJsSalzUKdNTStlGyMUVoIQqWh4tVZGKKFTsg/daR0dLgqiOMWCv1h/7QKdsNOxB+LKLIiA0E3ES8TpxRi80M3pcS6O9autd3m0o+br3PP8cfNtXfZ/YgZ0j++cDiE5LzP877nyfu+B/jfdtlcD3CWq9hpxf6fEOAA8OXduHRg4yL/lowTsCeZTIbW1tbeUBTla0LICqW0RCktlUqllc3NzW9kWT4pimI7gAYAdQA8BoI1Gy+KYkM2m52klOaYiRHC2OISY5d/ZmzhulpYvHZzRhCEFgMRvmbwVCp1oFgsXjUDZoyxO1nGjs0wBnFnPT3B2DmpdHtq+tNDAIIAfFbZsNMAn0qlIl1dXd+63e69Zj9gDEi8D3x009zBkT2MttKfTky++cQ5AAqAIiq0YXU/3Pj4uK+zs/NzK3AAyNywBgeA2dsu7sJW9L1Y4kIfLDRhRYAfGRkZ5Xl+v7V74O6W3beaXSm5OHf42Rm0H94LwFtJwowAl0wmm/x+/3En5/UPOxMAgEuKu673xXeHsZOFf0RpRoDv6+t7yeVyeZ0c72sBXgtXR+KhQOsA7s0AZ0WA8/l8z9k5o5RSSZLOxGI9zy9+P3nsBX/hjhOBi1ueADpeaYYWvV7M7vsXcAC8hJBFO/FJknRGEIRPoCs7eMB76rQ0ef6PR56S7HTx22fDOB//CsBdAFsAiGkGOI4L2kUzNjb2ZRl8A8AGbv26dml2+K14h90pAP5QGBUlvLJCGWu7pbndbgIgb1hobGxUmvc4HHRx9/UQUzBVVW/Z+ZmYmDhs+EgB0NHR0SORkAOBzeUV4xkzAhQAzefzV+z8dHd3D83Pzx+Nx+NNQ0NDzbIsnwiHw+LjjwGvPmp+5uUmouDi8ctw6JAcgDpZlk9a1X4n+2uDsaOn7+0Nr3/I2OwX6bMAOgCEANTDpkF5RVFsV1XVtPNVYypl7PcbjP34C2ML1xkrFkkuFosdArAfQBO0gmSpNQ+AhqWlpVO1Eqi0dDr9MYBOAK3QWrTH8RoEQWhRFGXhQcGz2ey1tra2HgCRaqI3ZqF+enr6yUKh8Get4IqirCcSiQEAB8t37xi9MQteAIGpqame7e3tTC2RDw4ODkATXiuAQNln1SMaX05XMBqNRjKZzAeEEEdhEkJy6XT6bDntB8vgQdQ4mukkAgBC/f390bm5ubdXV1e/y+fz66qqllRVLeVyufXl5eUfJEl6p7e39xlogotAS3vADryasVzvXh5oKdRbqt7XjWM5gTZ2FbFTpvUxjNRKANh5D+hEjC218l2ggxmBLavfrj9Mdv1ptuv2N0MYNs4siIMaAAAAAElFTkSuQmCC) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAUlEQVRYhe2XX2gcRRzHP7lcj2uyDUmxMcoRQgkGAi0pxAebgxQjiv/NSwIKhiI0oiCSIsi9BZt7SSyatlbTiHJQijUF8SFRysUSDYSG+FAr1STaM0QvvSRtLuf9ye3ujA+7m2yu17tcouiDXxgGdmf2+5mZ3878Bv7Xv6yiHfR1ZNQio/5HAByA06ztxTK2F61QmHzGrkAg4IlEIl2JROJrTdPCQghVCKGqqhqOxWKXQ6HQ2z6frxYoB0oAlw1w23L6fL7yaDTaK4RIyjzSdT05Pz9/qqWlpRooA9wYs7Y988nJyfp0Ov1jPuNMJRKJn/v7+w8De83ZKBjCOTk5Wa9pWrhQc0tra2u3+vr6vMB9hUI4uru7y1VVvbFdc0vxeHymsbHxIXMm3GwxJlzRaLR3p+aWZmZmPgI8GDHhyjv6QCDg2UrAbVWapiVbW1sbgUpzKXLOgisSiXT9XeaWJiYmeoBqjF90fRaykTgURXkiF6EQQoyOjn7o9XqfbW5ufnJ8fPy0EELL1aempsZrGlsbWVY5gJJ8kR8MBs8CXqABqAfqp6am3pVSSk2X8pd5Kb+7JuX0nJSqZvRJpVKLZtsqciyDA1CEEGougKampmdM81qM4PK0t7c33l6V8tgZKfFtlDfPSRm5I6Wu6ypwEHgQUCyATApHlmd3qbi4WAPSQApIAKm9nmb36x/DwO+b2753E3o+Byk3fX/dJ6uZrutLuQD8fv/T2E/DXaWw/5VPLixmb/9+CH6Y1RLZ3mXuTAIQqVTquqIoVZteSJieg9U4uCoOvzb01c3KL4bHPnPvLk1V1T31zolZV20u6N8WUhGyHNnZtkaxvLwcVBTlMevB4h3oGTJGYqjIATVtKDVtAMzmsja0vLhwnY2jeh0icwkEIAYGBoaEECkAXQf/Jbt54Xr5fik+PdV5FiNuNLOQDQBA+P3+pXA4PAjw6x9GIO1Ez9fNXfl27MqSCZDGNhPZADQg3dHR0ZtMJqcXV3Zmfv7I2srxV490Y/4tZGRKWWcA0ILB4Mrg4ODRCkXbNsLJQ3r6m4tvdIZCods2AGsZACi+R18JMDIyEq327Bt7oOzhl67FiwpKrU4eUhM/BY8fPTfwwQ0gBsRNCNX6PuROSp0Ye3fJoy+ebnAf6Lw0HHOW5TN+fI+kre7W1RNdj7wVCoVWgFXgT9N80+jzAVgQbsBNyb6y545dfKHhwMH2Ymfp/pi6q3w5UeQUEip2S62yNL2yh4XvvzzvO3N5+MK8aWgvd5lvBcCCcK2DbGS79vQcNlJxDWOtrWJFftbTcis5mtXRMkib/TKPVft9wGpnGd/zflDIxcQabebFxK7MS4l959sxQCaMvbYD2Ov/vv4C9G2gHZkLKNoAAAAASUVORK5CYII=) 15 15, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur169759 0.6s linear infinite forwards;
}
