@keyframes rwdcur167283 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCElEQVRYhe3WO2gUYRQF4O9XCxEJvoiptIsiNlrIWiTYCHZip2VQDPhIk0ojNoFgs4IPCCKaLtgZBCsbjSABJUGUoKnEFKYQo7IGgsJazEhmx+zOzG5sZA8MzJy5nHPmzsz/X9poo43m0IkBPMY8luNjPuYG4po1RwduxGbVjGM5ru1oJBgKmB/EQ+zaios4gB2qNUWfBTMo40dEfcQJTLcSoIQn2HweJ1OmafwSnMVGvImoCo5iqpkAXXiNzhH0ZJjDgOCnqAuvMBTRC6KmLSRr1+UIUEbnYE7zW4IvGMEmVb2qBlcepJyuz+pAN97vw50c5s8E13ETu1P1/YLZ6HQP5v7wWR3og9OZ1nwSDOPSKuYpjb4knxXgCOzPEaA/NinV6VRCo7dIgG6id9kIZwSHcKpBXUJjb5EAWzLuGxYEXMnxjcSoWZg2ZBR/xbZ6N8cFL/Eovzl8T15kdWAOllb5WV4I7uNuTteExrsiAZ7C2xT5QXANV7Ez59MnNCaLBBiDewliUTCEY+gt0PqExliRAHMYn8WEYElwGdtxroD5xMoiNC6xCJF/L5hBVwnfMIr1OQNMxh3Twl6wINpOK1M4XMD8wYp5BcfT5rQwD1yIidXmgWncxmJENZwHimLNJ6JmkWfe+ycz4f+HIh9hPdT7JXJpNxPgL8PnKaqnVrahx5oEyEBDj9+mo4wSGejIkwAAAABJRU5ErkJggg==) 16 18, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 18, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe3WPWgUURQF4O+phYgE/4iptIsiNlrIWiTYCHZip2VQDPiTJpVGbALBZgV/IIhousXOIFjZaAQJKAmiBN1KTGEKMSoxEBTWYkYyGXZ3ZjZrtwcGZs5czjlz3/DepYMOOmgN3RjCU8xjJb7mY24ormk7unArNqtlXCtxbVczwVDA/DAeY892XMYh7FJbU/RVMIsyfkXUZ5zCzHoClPAMWy/idMo0jT+C89iMdxG1hOOYbiVAD96iewx9GeYwJPgt6sIbjET0gqhpC8naDTkClNE9nNP8juAbxrBFTb+a4dUPKafrszrQi48HcC+H+QvBTdzG3lT9oGAuut2H6j8+qwMDcDbTmi+CUVypY57SGEjyWQGOwcEcAQZjk1KDTiU0+osE6CVay2Y4JziCM03qEhr7iwTYlvHeqCDgWsq8r/HvtWZj2pSh/x07Gr2sCF7jSX5z+Jl8yOpAFZbrCL4SPMT9FN/IPKHxoUiA5/A+RX4S3MB17K6z7i/rcAmNqSIBJuBBglgUjOAE+nOapzQmigSoojKHScGy4Cp24kKTPz69DJOrm1BFYhMi/1kwi54SfmAcG3PsjDAVd8w6zoIF0XG6NI2jBcwfrZov4WTanHXMA5diot48MIO7WIyopvNAUbR9ImoVeea9/zITdtBB2/EXV7eLi1MWMA4AAAAASUVORK5CYII=) 16 18, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur167283 2s linear infinite forwards;
}