@keyframes rwdcur74478 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
2.0833333333333%,6.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,10.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVRYhe2VP2hTURTGfzeJtbElOLRCsUOgIqUpVjo46NI2pQolCFJEKXRxcGmF1s1RoYvgoG46CW4qFClISEwRdHAoVGjoUCSCBYcOpaZ5bV7ePQ7tu+bfS9JYt37wlnfvPb/vfufkBY51rDIppSQUCklXV5d0d3dLT0+PTE5OSvGeSCQinZ2dMjs7K151/kVS4wGgv79ffL5AxftmpDwM8PjBFtp2sG1B58HOax69PGPOtJxok7y9Q0QJq6K8atWVz2uhGvz+rV8AEg6HJXBC8PkCrIpi6lLGGD8yA9XgYjvMxDbIZDLkcjm0LuzvzWsm+tabMhEofxEMBrEsy8Afvugkl92HP3l7lrtjP7kz/IOCLcjBHvcZD6+xmOkVDtGOCgOWZSlA3JuXwwu2UxVeKGjIw1hHmvhmX8Mmam0SN/Za8Dfpc+bAWEcae09I/Y7Uq92QAQCZiW2Q35OaN1/M9Lq1ZDj0jdT2hYYNVAxhJBKRubk5M0zP3p9tKHb2B1AdwBtWhYF0Ok08nuDa1XFjohbczmvsPWE49A1A5ufnG7591Y0DAwOysrICQCh0mu3tLaYuZWrCUQ5+cRARktlBpqfv8fz503+aASn6wnH74nczcOPhtQp4avsC0fZltDigbFLZy/Xq1zUAIOU3X1g/D/yddheOO4DtX/CL7BtB8zE3VNeE55cQUK++hktjP3gf3+wzsUfbl8EdwOxlA9fiMHoq7q41lYArKY49vtnnnpMqsStAhoJJAspBa40om5QV82TVSsCYXMz0Vkx7S0sryewgKBu/CCOnPpkklqyogfvRRFvfeSZxmL/Q8gIKkNG2zyWxL1nRv2vBBUQc/Gi01iTyNyuYjSRQDCx+AFRi54qBB5TDSOsH16xKWNcNXCu7atHDGPA09jE3VNLz0eCCMRHfnUArG7/2OHwEBlzJcPA9frSJPb474TKK29d0C+pJpaxYSc9HTr7mAF7euv9iAEAld2+YnnvFXnLgiA24qvaLOdaxquoPq4wynHJBWdwAAAAASUVORK5CYII=) 4 4, auto;}
10.416666666667%,14.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
14.583333333333%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,22.816666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
22.916666666667%,26.983333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
27.083333333333%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,35.316666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
35.416666666667%,39.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
39.583333333333%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,47.816666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
47.916666666667%,51.983333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52.083333333333%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,60.316666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
60.416666666667%,64.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
64.583333333333%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,72.816666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
72.916666666667%,76.983333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3ElEQVRYhe2WT0sbURTFzwtqMzWmtqhUFAlYS3GCKV1YsFAEoX8oWhAphWy6clGkoN11K/gBiu2i9Cu0YN2I1E2hgl0ICoaCUoJU0CLUaszMvJl5twuT5yQzk0xiljkwm5n33jn3d29mAtRVV5EYYxSNRqmzs5O6u7upt7eXkskkOdeoqkrt7e00PT1NfudcRFTiAgDE43EKNYRc96sR8wmA90dvYNgmTDJhgIMLjtmOj3JPU3Mj8VMTd4lhjZHfWWUV8nvgZf56/zkAUCwWowZqRKghhDVGGEsPyuA1C+BlrtsmJvdGkU6nkc1mISxxtlZwjOz0VxXChU1RFNI0DbOHL13m77o+4cXvB7BydDRwmOIspCk4LGFh9Vba89zABDRNYwCqMs+CQ021VUSiVFIKYr5yIyU3qKk2cDKwrZ4EplBuEU3ujYKTERQ79W1GsT1wHDiAqwWqqtLMzIxE+KFrsRLsLGceWK4AqVQKy1+X8ejJQxmilLkpODgZ6NuMAgDNzc0Frt5zYSKRoI2NDQDAldYo/h0dYyw9WNIcNgO3CUSE3TsZTL2awvzb+QvNADnecHj867YcuKGfMZf59sAxetYjIJvATIbdoUy588sGAAAqrvzbzR0A59OeN8+dQz2rEXAikE2AAA6Gs2VD+L4JAbAvsR8F2PP3t/oPJfae9QiQG8DdoYw0J5twbfly/llVBPIiJ/at/sPzit3YGQDqWFFg2QxCCDCT4e+o5usVdFqpGPulcBMMncOJ/eC+RE6tS2Ewk8HK0ciM655+lXxCi1EyAHT9e3MB9j8jslpqWVBANsESgBAC/Bl3eZaaAa+wzgsA2P69U2lu2QytS+F8WHbyVJPmzPSutZIAvsEOhrMFPW9ZUGQIfUIHMxmEj1VV/2J8RFcXFdlzSwD6hOy7s30FnrUMAAAU+RwuwG4kjZI+tWiBUywzrktzP+wFG2ocIC+vX0xddXnqP9lnPbAr9CBdAAAAAElFTkSuQmCC) 4 4, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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85.416666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhe2WTUhUURiGn+NoOipDCw1EF4IR4sgsWrgoCEEoIiQIjUBMRXARGeiixezazKZFkCER+RutpEAkKmsV5KJFoMWsXMwioYULMZ2r9+d8LZy5zjhzZ+6Y7Xzhbs6553uf857z3Rk41amOSCkloVBIGhoapKmpSVpaWqSvr08y3wmHw1JfXy9jY2PiVedfJAUeANrb26WsPJAzfhwpDwCiW9NYjmCJjYlgaouX50bdNRU1lWLt7qOkF1ELXrWKqsxrIp/5nd+PAaS5uVkqJEBZeQBRC3Qkoi74yQHkMbccoXsjRiKRIJlMom0HAFPbtK2PHQsiJ7ZgMCiGYXBv83mO+ZvGh1z99QjLsbHEwUyZm9rC1Da2dki0Tuat6zsBwzDUwa5KNzeBuvhISUkUIhU/5vHzT9wFdfER9sXmT3i6WG1fAADSvRFjXyy/sUtobYjtyIxvgJwjCIfDMj4+7ka41BgtJXaVMvetHIB4PM7y509cu3HdhShkbmqbfbEJrQ0BSCwW8737vACRSISfaz/4+O49obMhgKLmyhHECVD7fZhoNMr9B6O+L2EOwOrqqgJQ0sv21vYBQMaFy2e+HZlBRBBHU7sywLOnE+CzEwp2QUcimrXz9QsTwOFtT5un6kjtygAi5YijQQvJztliHt5fQkB9a45lxZ4e32x7kRV7ardq59Kcay6Opnp5KD13LAAAlRn70dueGXt6PHllBnE0ygmgtSa41F8QohgAgEq0Tubc9jNVZ9i5OIWyNCLlVH9xd6uMrnm01ihLgw5Q9fauJ0QpP6FHCyhAar4OZ8VudM27c8HFwdTcQRrm7bkcTz8JZBpmPgBq9/KUa66cAFUfDo/DuDnrmitL5y1aCoAnWLJz1j1zZWmCi4MuxF7PDMrSaA+rY/2L8ZAEl/pBB9zY93oOW9TL8yQScAsb3a+yzrzytdsBR4/uvwAAqL1bhx3gFXvWghMGSCtfx5zqVHn1F1y1OYZOXeWcAAAAAElFTkSuQmCC) 4 4, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2VP0hbURjFz5XYJhpCBi2IDilKkTzR4uCgIAGhf1AplFAKWQoVhFIE7VLsIoWKi0Ntxxa6uNmC6CDiUApKcRC0GDpISaFCB4dgY5559937dUhym+Tl5b1Eu+XAXe6f7/zu+W5egLrqKhFjjAKBALW1tVFHRwd1dnZSLBajwj2aplFraytNT0+TXZ2LiCoMAEBPTw81eDyW+VrEbAAwe5IENwQ4EQwTMKTEu+vX1JnGpmbi6TOwJIGCzK6WoxrsFsqZPzz6DQAUCoWoEYQGjwcUZBjYTSjwywMoY84NgfHDYyQSCaTTaUjTBJDdE94+qgnCEpvP5yNd1/Hk54nF/GO4Hbe+/QIXuXR41twQ2WFKiUSku2xd1wnous7yt6rW3OBAy0a8qiQqkZIb8/hQlzrQshFHhgh/7mquU3DaROOHx8hIchs7BdYPcDrW6xrA0gJN02hmZkZFuKa1VxM7y5m7lgUgHo9jc2sLt0dHFUQlc0NIZIgQWD8AAJqfn3d9+7Ib+/r6aH9/HwAQCAZxmkxiYDdR0ZwJAcoIEBFS0X48nZrC26WlC70BKvjC4ebXH+rBhT5/t5ifjvXCv7IHEgLM5EjFBp3qOwIAAJXe/Gj4BoB/rz1vnqtD/uUdECeQEABJpCcijhC2X0IAbHcgVBR7fv7kTljF7l/ZA3IPMBUbVOYkBJrebObXagIAABYf6rJ97UTZ2/qXd9R8+vFwthWGgJQSvsW1ihBOAADAEpFuy2u/4vUiFe0HMzmIE5ref1EQ+uQIpJRgJge4hPfVJ1uIav5CSwswANT8Ybsodn1yRK35Flaza1xCSgnj5QOLp5sECg0LBwCws0dDypwZAt7XG3lYpj+/p8yZycsWrQbAFiw9EVE9ZyaHb2FVQZzPRcFMDmna3+qyRL7FNYBLFfv5XDTvUdi+mlvgJKY/Gy/q+dXZZeTMS1v3XwAAgJ2/uK9aYRd70YFLBsir3C+mrrrK6i9AXlEmC1rI6AAAAABJRU5ErkJggg==) 4 4, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur74478 1.6s linear infinite forwards;
}
