@keyframes rwdcur83666 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHRElEQVRYhe2X228c1R3HPzM7Ozt78WZvNuv7BSfEdkggJU1ICCFEhFJUoRJBVFGB6BsvLSqqqgpVpepreanUP6BItFWJ1BIeooRgUpS2wQ2pHXzDcexls2tv9jrenb3NtQ8OkjF2nLSV2od+pXk4o9+Z32e+5+j3Owf+r/+yhC+NZPlNua1nl6IV1UZNy+i6/jkwCywASaD2nwaQvjTyeB4wX33j8Z7hYcL1Kj61jJxdwlnJmWJDywvN+rxVKoyVbqY/XUoszKbT6Yyu6/lbYPa/D1Cp5O3xK0zGg9DVQax9O7v3PMGggtTq1ONeoxq380uP6MWsrRezavXG4tzZd96+mMksTWhabZZVl7J3A+BaNz5MoH8/Uhi8AjWPTe5GmabhYClBUHy0xNoJ9w4Krdt3eLfv7O2qzo4f2N4XPxqPRY4giofKlUqX4+AARcC4W4BhOnufxNMOTRGySQauvIeYmkfVLYL3dCDgYBg2huRGamTJf/yhEL8n7G2LRuIDvfGhznjrw5IkPdXQjYPNpg5wHTDvFCBMb/8L3DsADWDyY55YucLLh4bYaRX5yydX8QzswRFEZNlF/doE1869g2maGM06tm0RCvo9/Z2t4f6etqHItsBzXo/7ecnlajUsS7Usu7zelfUAAvGeV9g+JBLy0ONxs3j2FAIOj+zby30BkdMzaVxdg8geF05qik9Ovc1KWSOXL1IolCiqRVRVxTQMtvkVWvxyVJKcw5LoOmrZ0NSNS2sTSusAUjSNIobQhqKw1NXDyINPMnrhLI7gcOKZZxhZmWFscQRr5wDDXi+pvIYs64giCIKACEiSiNvtwut24VNkXIIjBmRxpyqJPwamgY9Y9fgrDhgEW79Nz3A3kU5sVxWhs59YzWD84odU1Cyd4QCjSit6R5TdsoExM0cwEmOqfx/lXd9kZcchSt33U4jtINPSSsp0oWoNmpUadUkJGI9//2FuLlZoVq5s5ABo5Uuo2kEsPzgCGWWZ5vFniXZv50/Xr9O8YcE+gevGMovbvJw4+QJuwU1pYYHpvufBDuhYDmCD44iOZYiVZkWsqFnIfQ59ewcRnJOcefM8hpH4KkB1ZYKyamNLIlIITJsSRUp9D0BwEKQQ1ExstchHlpuYVmRvqIMXYxHeOvWqOZ0zTmOaKRBB8Sn4YiFiHUGi3SFC7TGa1Tj+6DBu/y4MdQOAemUONatiOBF8QcAEwwJ3BTweKGgwo0NZ5ebyDGp6keb+Y/TFO3ioIy5Oj76VAF5ftQAR8N16Qrj8bfTe34NPaUOSEhsvgVHPkLsxR2r+ACUPFD6DRhEcC2QZXH5QA5C+zqHEGHooxN8//oBS3dGWlpbOA2cAfc0XdUAFlrCq0yxcEm/lNWF9M1pVwBeJ/Gz/gyM/7I22iNXSMsnkEslsmZ4du9l3+BiTiQW6UJHMGovptD45lxktrFR/wWrjCt768zKr1fC2PeKrDkBNNhsT3du85XhbKJQxazieAkgysixzcHg3++8bYSmzwPVrE0yNjl0olBuvA4oi8fNwi3AgGm6VLME1e2O59K5Wa5ziLiohgGM0DTkWDT/aGo3E9WadfK5IpVpnsu8hZjwwCHR09jMxOV27PH71ZcAf9vDLHZ3ytw58bW/XY48diR87dmyX1+t/9NPpzxLA1GYA4kYvLUgspDILTaOJKEm4XC4EQYDIINPtJ/nNmXfN999/j+Xl5fPAQtjNSyP3hh46fvwb0tMnTjK0Zw/xtggvfvfZtvbW8GtA390sAUA+mVz62/Jy7ni8LRSQFWmVVJRA8OtTefv01IdvzbO64UK9ncFHjxx7SjzyxNNE4gP4vWGSiavU1BT9ndGB5VzpIJC4YwcATNv+6LPFdFYEZElCkkQwNbAcMM0k8FNWS2qtaIcuqmbwQtXx5CVRxu0WUHwBkol58tmUCMib5dkUAJhMpLLjK9UqHo8HWRKhoXFrU6+dlxkaGvrRiedeeMXt2XahUEhz8+YimeQcs7Nz5EoNjdUj3V0D1DRN+92NdA5FllFk6VY9cEQUn7Jmrnn27Nns0aOHZ6+MXf70r6PnmBwb5c8fvMfl8auUdS4ClzdLstke+EKnM9nivN8THfQpMkIxhWMZIoF4EFBYU3AEQcDlctWO743j8bq4PJasZXXOWTavcJvD7O0cANBLK5XfZrOqDdBSuAn1qkikLQQE1gdbliU5joNpmtQFLus2r7FakDbVVgAUy7U/5lVtXqvpKOUilDMQ7Q4BoY3CM8VaMl2oJ02Tua2Sw9ZLgK6bc/ly49dqTfxJ0+OPk/sctnXEcHtjGPX14X+4Vg+nZHcooNnlMbCKW31/SweAWlmr/aqoNV6qfv178/TtBX+4g67dfRvMV63v/OAZ8Y3fn2x/+EmbO7grbFSKN5Ztp8kmKsiyj+pKkNLiFNnEGGCtDTOzhUx9/NLV8sw/ZmlWNu0BX2ijbrgFsmsAJbgTUUpSyU3zL96I/mf0T+fuP+VPHazeAAAAAElFTkSuQmCC) 3 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur83666 0.4s linear infinite forwards;
}
