@keyframes rwdcur54714 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhe3WzW+UVRQG8F9LS2mtVZFAqaUaRKhCqoSk1o+4wIUuTLTon+BCNy5cmLhw4cKFIa6MMUZjjNGFMYqESv0KhGCJmBpqQUSBqoVUaUOB2o9pZ+Z9Xdx3mGH6NVODC8OT3Ny5895zznPPPc+9l2u4hv8RKpditKxovBw3JG051qIGTcnc2xHjbtQmfQ3aE/sJZMohUFU0fh6dOIsNSd+KQTRiNCFzES1JvwIzOIEX0VcOgUJ0CKvLztPPajV11YXjP/E0ViljOwoz8KyQvipxpwIn8zqbzk2o+kyUjRvxKiK8WyqBQuf7MQ4dO34u1R5E2VgSeAD95dgWEvgCe5H6ofuUex75sSwS+BUfonepBP7C2xhKpzImLqRK81Cxi1CMvXhfCVtXiGIZRmjDXenpjJkXNixoXFm9WxzFMIzTaEC9IMtJbEMKm5L+FqHONuEcVBT7TIw/Qssd7U1OHr53fgZh9Tnik0JRTwqyJC/TYdQJsm5IvvfjteJzIMIpHELLb33nFszAzc0Nzp8dU7+ytnJ8dKq+pq7a9GR6ReWyilxhNiZTb0v6LQXmjfi6mADhsOnG9sxMdvWW7Ucc27d1TgLnzzyMRDrysowWYp3P2igq5yqUCF2CKqKxkYmF3C0VKXyC3vkq9SIOYGzw2IjmzQcvf6iu3aO24fMlRb1uZXfu5zuC5IfmIxAJGfgK0aXhkIVb23qkUxmZdKRjx/GyCSTSPoY3hVpbUKtD2IPRzHTW1kf7/XF0GKRTGd/t+qW86Pm9f0W43DKLESCoYWjq75nMkS9P5/4bFA4trQ+Wdug1bTwgCfgBPpWv20UJDOBjeV2PJQ72YeZEz5lFg2977Kihk6MZoepfKvBVEgH4Rv6O78JuIY3fIlqzfv+Cxie/HyJs58v4vYR4s1CJG/EMnpAn/Zwg/XjVuoZY3Dmrtd7fHGNEuKTmdb4YIkGW7wnSyZ0zXUJ2ovHRqTkNk9X3441/QyCHlCv3bwBvYTCbjd335JVviObNB2UzUZ9w4BwqI05ZaBKKdBqXU9/++MYYl7ATq69W8Bza0KNCfOcD62JxZ3zT2vpY2PeHrnZwwvW6E1OIa69fHuMnPPVfBM9hvSDP3Av6dWwsxbD4RbRUXBCkukYour04XIrhP622NLVKRTg3AAAAAElFTkSuQmCC) 3 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 7, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 7, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 7, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe3WS2yUVRQH8F/Lo9DUoqJYUBuKWMQQTDAhRqJR3PiK0cSIMcQVLnxEjYkLFy5cuCDElfEVjTFGF4SHITa1otFopEpTtQKSKlC0NFVabGst02nnm29c3K8wDJ12pqILw0m+nO8+zjn/e+7533s5L+flfySVMzGaVdCeiwXJNxeLUYUlydyrkMN1mJ/oKqxN7E8iKgfA7IL2M7gPPVie6GvQjToMJGCGUJ/oeRhHJ55DRzkA8uUGYXXZIvqsr6p6Tn77N2zCJcrYjvwMPCqkb3ZqQ4s8J9M6q9l+hzibq8NmxHi7VAD5zj/HCKwff7pUexBnc5LAXdhXjm0+gBY0I/3tR4fdOPhYWSDwM95H+0wB/I430ZtJR04OpktyUL31dkIxtuNdZWwdZ9MwxmpcmxmLPLvswSmNa3bcKRfnoA9HUIsagZYpXI80ViT6cqHOVuA4VBT4rEyMt6L+6rVL/NBQvJ6S1U8ATwlFnRJoyWma9qFaoHVtMr4PLxWeAzEOoxX1RzuO01A8AwuvqPVHz7Cai+dXjgyM1lRVzzGWysyrnFUxUZh1ydSliV6VZ16HTwozQMjCRmzBolW3LtW26PXiKMqUvKy1YvNkhRKjSWBFPNx/8pwFz5M0dqC9WKUO4QsMdx/o17h/46mBBbvutrD5nhlFvXT3vRO/bwmU7y0GIBYysBvxn30hCysPPiyTjkSZ2Prxp8oGkFD7AF4Tam1KrvbiQwxEY1nrhh736/4+kElHvvngp7KC5+39i8LlFk0HgFAovaN/jUfff3xkoq9bOLSs6XmkpODLv3tIEvA97JQc+aUA6MI2p3k9nDj4DOOde45NG/ymkSf0HhqIhKv8+TxfJQGAT52+45uwS0jjV4gb2qY+LQ+19RK28wX8UjheCoA23CVc19vwJQ4mQKLjR4fUtz4wqeGaY5sM96dOJGBfnWxOKQBigZbvCNSJk/4mITvxyMDopIbJ6vfhlWLOy3lIpp25f114A93ZbM5tmTPfEI37N8pGcYdw4LSeCwCTSTvaM+lo/Oudnac6b0k/qefgiWEhQ9v/YYxpZTX2qJBbue7KXGpDS+6ixTU54XFy878dnHC9bsEocvMvmJvDj7j/vwg+IcsEVky8oF9GYymGhS+imcogLsRlQtE1Y28phn8D/gAxuw0dUxkAAAAASUVORK5CYII=) 3 7, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 7, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur54714 6.6s linear infinite forwards;
}
