@keyframes rwdcur71413 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe2WT2hcVRjFfy9Jm8kfxySNaYyhuSQxVkFRkAoKRbpy5UKLFLooIiR3IRhU0I2L0oW4EvJvJmHSVmytoFSw4KJS3LkorusmoZMYa2liEkMr785M5rh49w2TccaM2HTl2bx33597zj3f/b7vBtSArOkHhv0wCXQBa0ACOAl8DNwACoAFzgAXgJ+Bl4APgnQ2K2sSwHHgapDO3qnkaaolAFgHcp7gR+AocBc4BmwBJkhnr3uxXwArQAi84MVuAgTpbOiFIWuOAB1BOns1JmmosfoGoBW4DjwF9Pv7Qf/JJnBI1sTjmLgBuOYFHvHzlOMzYF7WlBZey4EuIAWcAnqBduAO8BzwvXdmP9Aua4a9wK+8Q4f9/+1AUtYUvaAE8ClwI0hnCzFRUEMAsuZ5YAHoBl4EvvX3Y8A3ftV9wIhfyArwuhcxCyz7+37giBfxNHAlSGd/qkZYsmthAuXDUMockOT0Z7pZBef061STpJz+SEdXXR6Qtp02Ugkp56SzHZKcVmf2Sc5pPdUkKS9d7JGseUPWPCtr9lcjPyZrzpTGRaelyYaI5NKjUs4pFhVfN1LNknK6NR1Izml5EklOOpeMxGQ6pbyTLhyMnlvTU8ttZE1S1ozE461UiwrOSfPdknLKTgYlcuWdlOnyDnVKhWisgpMu9UlFp81Ui4rOLyLndHt6n8o33q4okRWcdL5HklNhLrnDgYUJJLfTGeUi8srn+TCUrHm1SlZUR/zTZqpFsmZY1nTJmtZycfkwVDjbXgrPtnOSNc/E35XPszCBvNP1uVBaUdGplrjFCR/zOBznk9L4kGTNh5XzFCJx/bLGyJru8vmqWrI0l2BozLGafghZs+PdwGjI0lyCQ6Mhy1Mt8OZvNF0ehFPrkC9CWW1ZmkswMBqymmktf97KbsiHoTTfGe/ekfJ3cex1zu/yc0mfLT2SNad9D6nmQJ93oGtXAaUNON8tWdNb/k7OaS3lUzSTlLadNlMJFZyL49wqaw7LmvdXZ/ZX7oH6NmGJrMoPynRI20669JiknNZ9Ebo5GUjW9MqaRVnzmqwZlzV9/4qwHuxI0cy+KEzXnowcsWZc7wxK1vxQ73x1pYWs6QA+Aj5ZnEsw9LaDr4fhrXvwZT+cuA0XDwJtT9DWCK54t14B9cZkC7gCbA6MhmzNdsDxRZg/ACd+ge8eh5Mr0Xfr+THgvXoF1A1Z0yNrjt70ZVkZnyU+W3KzzZI178qaQ/ed3At4RdacVt7p1nSTVHDKTgYq+LIbZ8GeQdYkZM1g1KDc33qBznb8c8e7Xyg6p+XJhp2NZr5byu2xAzEqu9zaTLOUc1qZalRl2d4TlJPfS7dJRaffU41xHXh5zwXE5MW5h6Pj1vlHop7wea/qqvP/FeWteiPduOO4tufkUHFYcf7E5EU8EAGVx7Ly6wMRUIv8gTnwP+43/gKtZMG4Ec6AgwAAAABJRU5ErkJggg==) 2 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE10lEQVRYhe2VX2wUVRTGf9MUbLq1xYXSf8AOUCuiJqYaUF40hBAtIWjQRBACBlonNSFKTAwKASxaobA1VZINlJSgMQpoxBKiBAH/IBYBi0YIuC2z7dp2aXcL3doOzOweH3Za27KUhlB88Xu5N2fuPd93zp1zjoIN0VQn8BTgVzz6933s+UABUAjMBcpJYCZR3MAVYAFwAtgKOIGRQIvi0U/Y9xMVj27Z+2RgLDAK6FQ8ulehD0RTUTw6A2wpwKNAJ3AaSAaW2vsZpI0oI2wBAlF2AkcAA+hxtAp4TfHoumjqk8DzwJ+AoXh0Tz8BQ4Fo6hRgreLRF4imZgMbgUSgC/gGGANMB04Bl4FngbeAFjuIBGBK3AzEiTxX8ei19j4TaAB2AMeASjsbpUCRTZoHqMAcoA2oAvxAir1eUzy6vy9PwiDB5gJLRFMB9gCzgRnABDuSYiBK7O1PEnv7TGA/UA68BPwEdNjnnIBTNDXV9nljNG52iBVoFp/bIWZbQBrLHGL9fkouljvEaqiX4LoMkZWTRYonSuTkD9Jc6hQzFBRvBRL5+Yi0lqSL2RqQ1pJ0sc6dkcA7ThFNnSaaOkk0dZRo6shBM5A1v5Zg5QPkzP0F/0cZZM3/lY69BYyfdxr/3odIfd1LxDSRJ94gYdcSMv05BCon4SoyCO9fiHPGDi5V5XHPvANcrXqasR3TsTPRYVNEe7gGVkEC8Ez33dc+T8orpjlUxtjCOpqqXOTMOkKweg6jXzyGXp2Ha0GAtsr7yewcA9eiRFZ+h74nh4kTdtJ9/E2Slh8i8MXjZN1bjnJwPaDcZdNYikePEg+iqQ+LplZb586Ib4tDrKZG8VYgZmtAwquyJfrJh9JYliamYYjudkh0V7m0lqRL5KuP5crqLDHbQ+LflCZW3XlpLnWK1ezvXW/03Nf1AcBZN1UPupZ3YZRMJqX9LgeQSqzEuiz32cd8lcm4Xmjh6pZ8khZXE95dQNr4FSinthcCB4g1GkO/T68b93IXvspkclcw9JI3DSMWuWH0Uy6amtBj929Kk0jNUWl5NxZhaF2GiKbOGoqfm6LnkreC6y6aoTb5a2OamJdD0vRempjtoRhJZ1gGltdgfgZFPOV2+YzzuR1iXfij93v9+9eTiKYmDjUDifGMvm1JuIoMfNuS+ppnArnZxUH0bUm4FgVj5xa3Yq7ORX3lAnJ29kJi7bdMNPWDuvh++mHIP4ad3sS6qbrpWtaJsSGPpDVe2t0uRj+ylZbfCslucMKIBDAih4Adikf/dKj+hwyrpSmW1u7u2Hq5XYLrMsSqPy+iqZ+Jpl4RTV1qz4+bYrBZEBf67mxcyzoJuXOYmH+Qv7dMxanMxv9lPkAZsIbY4BkzLAJcRQaN21MYXXCAq/uWkvrgWoLK1+QsqgOoBw4DIWLj9/bDW4FYgSa5WI5YtTUir06WyLf7YgNKU58bFtK+MDvDvaXVsNkhVm2NhNZmSOT4YRFNnTbsAvrVfzgsrW+nS4+oYSeHf5tL5MeD4q1ArKZGCWxIF7O7+84I6Ntee8XUHJXmUuedzUDPP2AahvjcDpH1i0U0ddSwC4iXAbO7W/yb0kQ0deGwC+glvdQiA8WIpuYNu4C4GbiVkXuruBG52dX131WBaRji2+K4MwL+x+3GPzgDN8Pkz+boAAAAAElFTkSuQmCC) 2 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4UlEQVRYhe2WW2wUVRzGf9NgbVhiYWGprQ17UGN4MMQHL4kPJppoiCGa+AAmGH3Q4BFRYqJGJd6oUQhSLETcVBIwAibeJaKBlCgKBpEg3hBjL7OFFmi3N9qV0Zndz4eZNttlwXLTF7+XOTlnzv/7zv92jkMEWXM58BBwKbAD8ID7gDxwE/Ax8DYwA+gH3gVqgaNAAMSBaUAXsA5oAL4EKoDjAE7K7acIZQXjOHAE+CUimwj8CHhcXFYBTAW+cVJuPbAeuBt4BygHAifltgM7gUuifbuBW4A50d64rCnkA2BcwfhgdJLDTsrNyJoN0ekn8md+C9DkpNx+WXNj5IEgEnA88hZOygXYK2v2OSk3L2tmAfcDzcDNwCfR2ognnGJFALLmemAWsMFJua1Fa9dGBq8BeoG/gIlOyt0drU8Fno48uZYwBFcB1wLfRGIPOyk3OKWAIsLZQAbYTxjz+4DXgRpgQjRfQRiKfmAmF5Xtws+vBYYiL5cDddE4cFLu4dOSNq9CvuepeRUKDuxX/7PVCn7aq666hPKbVmvwmWpp4XR11yXke57aVqJ8Y52OL65W0JHWoeUx+b0ZHVpeKX9oUO2vxiRrpsmaCaXy4CT4nqf2V2PyPU8dyyqV275ZR1+OK7ftQ2WWJOR3HZVsUrmmj9W2EvnHB6SHpyv30Xp1vZRQ8PuBUFxfr9z6mIL930rW3DMm8mIPDJ/Q7+kOPfHzPrU0oNyerzT0VI206Ar1Pl+lwG0Ovz9+p45llQraW8NDZLPqXBpXlFdjQyH5qG9fj1oakJ/NKr0iptzObfrjiVrldnwehmfjKg0srlbQ3qojr8TlD/SP7B8zeaEHWl9DsmbGKHEDfep7rkp+9zGl62MK0i3KL0gqt/V9yRpf1qyTNVfLmnHDdjqXVkrWTCjFNa7UZHK+R7qxguS9GZz4lIMAsmYmUNu6fhLJeT+T3lTFNPsHnWsS1F75ID17HiJB7M7IRBcQDNuZfusueHPeBMKqGIWSSZFurAhFbJhSOF0LXJWc00HHlhtIzu0kvXY81Qt7cMvqmbSoGcI6/wroclLuiJ2BzXdB2LL/GbIGP5stGTtZM7W7LqHg+91hLgwNhv/1dA+Hq1zWjJc142F0Lo2JfBiFiVdAPk7WLPQ9T0deiSu3q0mZJQkFbb8r82JCQctvisgbZM3jsqaslJ1ilMyBKx/F4dGKUksH0o0VJB/z6K6vIXHbB2Q23sjkOz+l673rqWbS7cDlQLmTcvNwSjsjGFtjCJEH/hpOrMmPuHTsnM2U697gSNMtVB+bCReXvQdsBVafgd0zQ/Mq5GeOqbBU/f4+ZZ+skaw5IWtqLhg5hInV0lDQnIYG1ftClXJffCpZM0vWlAzrOUPWlMPJbdqtjyn/1gp1vZQorpiboqv7tBiT2qgJzQUWjzSp+R4dayZz2YIeWhsrSD7uocMz7gA+i+xeAwSyZm/0UDk3FHuge0lCub1fj4ShbSXFHjAXJB98z9Oh5ZUKfv1BnUsr5Z84od7nq+Rns2fWbM4Wo3JgoC+8BT9cp3R97N8R4Hue0itiCjoPqW0lCloOhlWwfbNkzQMXXEBxFXQsq1Twwx51LquUrDEXXMApHytneuGcLY6+HC9JfroL57zCHxoM22+xiKHB/6AKijrivyLgf5xv/A0uPIzcmyv9ZQAAAABJRU5ErkJggg==) 2 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur71413 2.6666666666667s linear infinite forwards;
}
