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25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJOUlEQVRoge3Z2W9d13XH8c8+dx54eUVSlCzZlDXRkmOpkWUpsSy7A5K0Rqq4SIP6pS36kIfmJf0fWhR57FubFigKNCiMDmmQxg9OjABJHLty7TSup0g2JdEaKJLieEneyzud04dLDbY10HYkpUB/BHHO3djcXN+7zl5r7XW4qmjt9/+UUmvXrD6/IecBGbPaGnfVqo+g1JXrJseUPWXQoKaLCmqakrtq3Tp0GSDR54h+n1f0sIoCJuQtW9G5mwbeSlcBsu7X54iqPVIeRJ+c8/osWdC6m0beTKkrd3mbVOyTNyqvpOyAZdt1XVA2q6ul/av3SF0FyCirOqBgv5QYqbDBiMTD6iLLxnUs3T1Tr6/UNXc5VfukHZKXkiCWktWnaFSfER3vKZrR+NXxxFWAIKXfbhlHQkkOJEjJSOuTsVXFDi3zimYsa94lm9+nqwCxror7pD0R+lR09dJaTEhLSSnLGpGzXdqyPgvm1Xsz7p5S19x39dkk5aiKzUJvMKzNCEEIkVyo2KFtVErLBjPaVjTvXqhNve9TwbCcwyp2hhQhkMS96xV1CVWbxPZrqsoYVzRr6e544v0AWVUl+/T7dEgjECKS7prha2O6hLySol14xKwJG4zfDYj3A2Tk9dmt5ImQuWY8RgNtQnZtLAghyISCQQMetSTS75xFK9y5KJX6wKeMDbbKezLkRCK9b7yNGpbFgnDZM2szciGnX8WoIK9qVtOi1p3ZFx8EiGywAcdCWbZnKjpiDSsuOSWnJJFCCAEZBKlQMIjtUiqKljXNa1q9swBdsUElsWNhQMXl80Gsq2PClG/J6tNW1JUViULK1XBb1B9StottVVCTMWVEw6U7BUBsQEnbk2HQPULvIQmRSGzeGd9U86yCzWKDmgpiUchzOezKKoaCbYID6uZFTtmk7dLt2RcfBKCkrO2zhoyGjNSVM1pixQW/kPK8xHGJtmCblAE1QnFttQRBOhRsCJs8ZkJVxzvm1dyGzf1hgIKCyB7DDodIWtSbFWKrLjmr7IemLCp7R+I9bcOKtqiJZNYSXw8kEsuFXUbDZ2wNv2vSq+Y0tW8vQFZWxiYDvhBysldmxNpmzcn7nmkNi5YVXRA5o6UgsllHBlG47LW8KPqG0rEvH9uSHE02zh+caySvmDL7y9vcHwboVT1lZV9ZA+g93YnYsqbYv5tdq4GW1KVd0DYmo6Kpqq0glg7bCX/I059+2hf8dmnAwD2LOxc3zT05s2LMpfCUFf95OwAiVORk/UGoKInWon0iaOta8R3zFtAFdW3BRTVvKyrqGLaiHI5Kl/646Ovhz3R1jRgpbrV1y9mB93Yu7FiohcSEoqa3Pln2/jBAV2KDRMfvh6oBWWkQr23nGc+pu6h7zTGzJdEya8n/yOho2R4esqH7RCf6YvRFiURT06DB7CMODc/fN3/o/MXzF8K9ztut4aWPv7k/DEBiULDsc+EeW6Xke2mLQMekn4mdsHqd1kvGirR3BdOmPOCM4ZOfP2G//QoKWlqCkDroYCkejQ+/u/puzQvOeu3jn/SuB0BZpOWgTR4MWaUrJUVObMWkAcddVPvQ3/WKvlU502IT5u2ZD3MbCgcK0ZAhJSVx7ycaNVqs3Vvbe+63ziXJt71nzuLHAbh+J64l1nFSS0sLq6ijJpK1X0X5his2xRZMW/Yjk/4m/kfT/7H43c60adle8haJVFTSVdWR5O3kaWVfstHQxwG4vgfygq5y2O5JR1XDESEcJvyOEB4VhXs8n/zM5A17Rl2xWF3GpJq90rZsOjJc2GmnlJRIJCvr3/xrNPfiXF/yc/0ypkw75XJw+EQAMTrSYa+nor8MG/cd3Bft3rPbQ/c9FLbt2pY/Uz3zmpNOO2H5hit3xGuNsRU1j6/+Sb3/ftujsrIFC1ateubSP0n+WSY0VDAg8aKNaubXv6nT1x1tijGD6a/2fXX1mC+VS8o6Ohrq2Vd2v3Jo8bO1n/iOyZuufkkHLzlr7Ny5c1teue+/yjW1+Puei8rKkh/gNKoGQt4jyXm/J+ubrD/RXd8DPTVkHKp/bWX3qNFyRUVbS1mfn3qhb6Y481byd05xy9Kgoc+nwoMeOLV8qvLy8y8nM38+GyZ+fJHX9MrxFGJB24DEd01pWGfddDMAMvbMf31u/4HowOAuu3S0RSJ77S2M3TPWnKnNnHTc1C3/S8kWkcPetuRl/5K84LxZ92tJh9IaRCIKQWTR98xakKzvQHT9R+iy6k4nP08Wpg5NyspqaenouM9I/hGPPHHiGyfOdv87mfNj52+6TmwyedUkFoz5e2lpc9IiR5O8aoiQFUkra6lcSZrr0M09kJKz09HhR4fvf9SRqLP2pWRkDBsuxqnu4Lu/ebJlzHj4smUv3mCdirSuqqY3TPu+ivO6Lojs0TIgJRfSusmSJXO+Zc4U6/PAzQHSklB2MPuV7N7HPZ4tKEgkOjqGDKW22tq/UF3YNb5tvBE6Lthm1SvXCYPLGpouqDuh7ZK6WMN5GV1dOyQGtXTMOaXpHyxYtM6G2c0BOpo6ds390cyvPZj/VP9OO3XXgnxX16DB9KjRamuk9ZmTP3on7bQx5yytRbFr1dZxSdv8NWOxujMyMup2mNMx5dvanrO6/nb+zQGI5W0Mn/PQ5q2bR454TE5OQUFW1kte9LW3/jQ6+Rfv5J12KHnTdvPGtUxYXxRpSjur4YKGC/hbHQs6nzQPXKu68eRZ48/knzn65r43lZUNGTJixHHHl5O/djr5qdd17DCnqm4HXtcrPm6tVdN4VuwHuuZ8xF7rrQFWTSY/8QuTam8cfqNiCEOEEZIxq8mr3vS2vxIrYgAn+AhvdNo6WPgoRl+rWwM0LJjwelI3puZhETq9nqmOvKqyzSZUTXrrcoPlzulWewC6MjpKhkO/g0pS8sijKB0Ksma9ruC0ix+tEPtlaD0AtLSVdaz69VBVFon0ug+9Y2YdJT80fudfBq4PINaStawmsegxvaYuvUZvOpT0m/acukWrd9YL6wPozVwVnLPiXk1btBRCL1cGWWknjEuctHxn3/KvH6ApFizpOmlFXkOfhrxVOcs4Z0zLy1Zvcka4DVo/ALTFWqZ0jFsxbc6SSfMmTah7Xtsbure/I32twq2n3FB5DGELynrJa8E6i7D/15r+F7blXeCTGkf/AAAAAElFTkSuQmCC) 2 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur86737 1s linear infinite forwards;
}
