@keyframes rwdcur203828 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 12 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpElEQVRYhe2Va0xbZRjH/+1pS1taCqXrgBZK62i5dNDRujXchmwTiFVwnRIVI2NBZyTqF8w0XsISk8nIEmImLkYWN7MZP7gQ59xiWFhWCwih5eIY6cQOZNiZ1El72q6310+Y6cR2DLMv/X18z/95nl+ec94cIEGCBA8YKlZAs/2IRMnZzL3htvr/DwFmrIA7FM6w5wqH0nYc5D4QASoQCaKsUu0RYzZty8txNa3im+XrJhAhYJIgAdFW5AQ4UZdJ9FTKf+UbMztMw0Wsw+smQDgUk2KzEbk+BX/TPum5nNBPpcKdGavlB7O8bcF09dZ1EwBFEOImQ3nZYtf1Wz6Pth6Q2BTsqY0p+rvW3JjSrCt30qdNDk6bmW0uzZXU8uMVWRVpRZeW0WUnGlHJCAAYq4/24wMrgXqbq0BoVAFAftnHbzMNzw1t2lDTslJXL2oyUY++PiHStx4tYhWu+tpiboDFZAGEQtSzwASA4cFXGnhWSx/29UhnsvmO8uTywj/4SYNJXnqcLZTmrdT9kM4T8CcuWsXzV/sjaQrfmjcgr+oupg7ZSTKSBu48l+ne+BSHLhEUVkbyxQ+rV87LJM++3yLp3K+XNEjXPPRvg3b16HBsgWjZyu//+ayqqOtDnA0RancHSc18sgYAFKbeMzC/s7guwwEg4/mvjFVXCcms7p4CgObSz8S6I7eGct680gkAj7ROdO4PEVJ5wUPyDL0tmupPtOXN1uPx9o99C8KB6M9LAJd2eQFgYO/ugdzHRcYtewve5Z8ltM82mGpvv2gRqARYbH/iuG9+XBca/fqleAVYMRO36fCN4TEIlmze7fVfnr7kn9R9q3/ByUgtmA7v2mEaqc16FTMXwO5xQShTYUHDPLn841gUwKl4BGL+jJKLG2VBEf9FWq5UXTdotDhYN79VWFLq/OWbPmnkod6UyfFbNINREhGw+YFwEFxZMWhuwCxZTvvN53GM3r9Afp38tiS9jZJkIXLyALaFlYbhpXOLAOB1jdIe9/RlsjB2WByV2xhzswo/J5SNDSr4MniPVUwn+ecxd9fHe08CvMI6WVAuawuPnIH4mqvE8ev5mX/L+W/aZkM3J/sEnLxj2RNXwl6R0ODUy+uzfxeKlz2O86v1Z8QSEDd9ZHSLydDG70aecV078UWs/ApKVQuHZgb3uFMjHWQ5aFEEea/NOU9F463/C0Fjd416c/tb91x4B9xNT1c0MPbUrKk4pfa92Fc1QYIE98GfHsFHR4Me25cAAAAASUVORK5CYII=) 12 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhe2VW0iTYRjHn707us2d1Xn4zElM53lqIqFIaJCalVFIpJ2WgUWGXXQCiYQOFFQWJN14pZB0sDSkyA5aplYyzVOi84im6abo5rft8/u+LsLwotjM1Jv94L15nv/z8rt53hfAhQsX6wzTUSAo6aZCxQnnjZk+4qshgBwFTMSCsjXAvVGaXMRbFwGmlbTD5kT1nAx6pNq8tRcgaUC0nQY6LMHfyqEmtov3itZUgOYwEZPNBnKoHfAsnWeNP2GIFqUo10wAEADBE4Dq/YdWbVVDGXXknELvz273Ekf7rZEAiRgsJnAne+36dwU58VX6KjqnUDHhxWkJEcQFrroARdgAgA303AgCAGh6m7eT39xUCkeLPbsDRL1avjZ4VQVYQCGEGDAFC+bF2vyT0zqs4lkpffgS0gf7dAa6RYQt9tKFx+P+qwDFRogNAEYOaV9aH2m5oku69/I2ZJ1B/Rq/dq5XVFyqKD/QzJkez+YeVDsrwHIUoHlcAJr+dQBAsqVQSFjISq7RUF1nKCpQllFD4zkXb9mr7za3DXdmaI3q8TJbyRdnBZxYQxYCmgRQYgAAgPtqXltSE1JMmRnFkHjAaBmq5HtV1dRC+kkYC8Cqm2R9y9oOx1vAZAEFBLgzVKytqY/KbSHecZI7+YPSxw+fM4I2yeZ0Fy5PiGdSRN8NIE47AUbNxkqpR2K2swIOPyO+ZpsvoZAfm/fGVP2x6nC4tms4lMKi+8drS8XTkhLJt85Zm0ASgbux+ARhBS4WBWZ3crfcJJjELYbPKxYQhmb42eXyXKTwAbLsPMSYlbEt03WjAAC2mQ6LZaarnhpsuiGxyfSMgYENONeGgUIFuI8wPaGTiw/ThoYVCQhC0nytvj659k9PwaP3R2Tf5KvuP+WsUx09xGRbqZClvo997Vowi4WxgzF+qdi0UDY71/fib/czHAnIskriTR6oUVX5Zt/AaMUDR/lFVIGHOBZk2zMlZpxlWPB6lZ1/qq+/nHJ2/jciXXlaZHLJ1WUPLoEXnJ2Qyd6f8k/D8h3XHb4VLly4WAk/AYXQH9rPCnQyAAAAAElFTkSuQmCC) 12 15, auto;}
}
div.testarea{
animation:rwdcur203828 1s linear infinite forwards;
}
