@keyframes rwdcur123867 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiUlEQVRYhe2XvW3DMBCFHwNXEeCKhddIWg/lAVx7AC2TDCAos6hgJUBNmkshM/wRT+RRTJcHGKYoit97R8qggQaiCUQTqObZlxZwdXHto/OJ4cD6se1xlpk4BRN+Ph9+c33qAsXBbXIA+HqVYBn5iQB+XeNxcMnFVRDvgTh5rHEGrmeg1MSJu0HTtvzjDFJnBwJWWMpEqTYVoImHXz14Cmz18b3ev5tGb0VifTdtAPQEBu2cCXYJfHictqTED50fk1WcENGu9xMD2+uovx2cg3EGABBMV24iBy8x9dteweUGauGbCliwxEQKvlvWdJld2wdL4NErVG7CNyBJvwc/VIWSTbj3YyKGcwao3y//3RxI3MIAZ6QKZvtWqMyAb6TahAWH36yS54GHhoLpANOJjNeIP5DoRUEveSN6AaivNpA87yVlOoJe0vd8A+oWX5czsqI+3FyptQ/Wf8huvux5IJBNYzeWujED30XT1outxlCUHjj6z0jdFKgHaDg0TRu51MXp/9rIv4r0AwtmBpIMwABQAAAAAElFTkSuQmCC) 3 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe1Xu5KDMAxc3aSjDF9y1HwTxZVXJ72/ibT8CS21ruAlg2zLPibX3M54IrBhV/IiCHAFxooxVlxy6ccl5PW0x2/FTDiPNc4UcZMH3yNOFz9qUJB8zfwqLAK2oQnayOGv9c6xK9uKowC1nBq5FDCTm0WETThWQD3R4Zw03DxW3J97zM7CfRbwQLXfOEVeTz7pEdSheCtO0Nwuy60dG7fiFpvcyKXb708ErOmDuiX4jC6LNyLtUaNO3NwipAW4L9iKkNtD5Qd4IQqs10XoFWCXbjKpKnDv/5qhZWYdsgJaPHBiK9SyZgg6kkriLHL/EbKL0DwwEycExMhT5rIaMSgg1kxyyWXGJnIpojTjSwRsQvo88jCZP2cWIIWUijgKSJDrjYhaAvfIbyIKXvHp8LuAWtqEDJEkGtLnE8QbjW0ZgIEZTWD5KuAFoCNAvoE7snOYRGjGAxiOz7FLmy/9PSDRLNmsxgpV5G1wkWoYsgd++8+oI4Jjf8//DHvWjC9748nzQAyr2zPI/wEAP7Wk9fmxQirqAAAAAElFTkSuQmCC) 3 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe1Wy22EMBB9s9oCQgEc9pQS0gJ9+LrS1oLE1X3QRUrIgdxdwuSwNhivxx+wkktGQtjG+H1mGAE0iBHMI5iPvHtpAf4AreOz51WDA2AAzgGeK0lcd7Pb8+Xxa1t6gEgCd8oB4L0GVQpfETZV2X3YlFe7UF0DofIwZjAGEEpJXKUHI/jF/hnMgwWf8Tx/iJBxzw4RGO3LOXCrMnroB4AOBAPmTqihqojk92UMgI03d2OTSYWYAh88tLnE4i5RJ8URKkRQ9SbhQGS9HbgEJhEAwKyWKInoZxizPYycxcamidWS3BcFR0J56vIdsIp345gLOwdiyp2SknhT37u5r57VAtJ9soNJn1Ayt/7lqw7XpBrIgtcQkEgkCaSaSS247MIkqr8MIDLgNde2ha4bmjSURFwsCHUekVLQ1CfGajrO6kzOrd3hXYxoI+pAxGqpbyIHQvwhId0T6T5LhHR/yu7iCmO1MOleeLYRIH0P5+2qmNW05ja8/PU1/1DZNpr9H/DDqXGFRfoe36g/a449HqIbUEXqm5GwYH9DYCWygf4+uEDkP4riB5AG1Q+/0avwAAAAAElFTkSuQmCC) 3 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhe2XzXGDMBCFnzIuwBTgOtJCOkgBe005XCkiN3eRIvCdDvJykcwiVr8wySU7w0gYpO/t00qDgRNiAbmA7Bn7cgZ8gHv2j87XDAdAAMGBZicu+uZuDH6Dcyl4yPy0uKuMANASFOD6PSgHAJAy9y1FLMCy04JrAR5eLSJZhAuIIbI/KjgsWBlXeTz7lLmGvRfwqiYuwQe4DTQON93QvRRxWNUOZbd1X7sUl9zDANfVfpUHiLLFbrr53mfx3SwcRsHBZ5ZzYPv72L4UOXgK5kFNIsxdQJmLh8xqsR2UcdNWR8rGmks7YPUJ2bmwcYAyM86sZU/vk/HZT18gBA5T2tbMFkoWV3xZNeCzNrOvgqcmbhGRFVDaSi1wnXEVXIvozfgUAauQsc3uNGzzrFqAFtIrIhZQgpsHkZs+HGVsP0TMmI4Np4ym1Ui4sGYO3R6PnAhC/LVCWQlv+qoM6+kMW6kmC33fZhldn7WWkF8VoKC0Jgi+l+DAwX9GDnChEP48VNHx+71eU/GbsDaC3S3w/wCAH7IQHaHTKShsAAAAAElFTkSuQmCC) 3 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhklEQVRYhdWXz22DMBjFf5/VbXLuEJmAAbj2mDE49soATMAYXSNT8PUADsbYxsaoUZ9kgQT4/fHDJHABlFaVVs88a64gF/rXee18xeSAAjaB4iQ+NhO237uHpf+SGLl1fhkWAaurgCBL7t6Hk8B8TnYK6Q70P0HylHMFZD6W98FNILSW/poHXKs6o1zAMmkOuUsaEsBZETFhPrkvICXoMnLYRpwSYMfUVAgItd0XciTgtIgU+YHbIhHB11DhcJMJ7k4OpmZ7jGEnYCa/DmaYRZgBtNunsBEQIq+psHUvn6AdyCMRXOIVipbLH6EOLK415D6LPDZxiYikgKNXqYTcdZxFDhgBsXfC3G63uWaIBncJzEIqAjI1a2NzoN25a4coid2P3CtdunxENiIzrGlU41b5/NSEi0UkhZfzcXOMInvT0w6VR/TajBvIHXR0CO75HFkiYmlYxxS4B+9X8RHsVmqLFUvkz+C6xksjxz1U/jOSO6Ljds3fBse16rPqI1op5PlmAf8Ov38dy5G8zzViAAAAAElFTkSuQmCC) 3 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiElEQVRYhe1Xy23DMAx9NDJEduiphw6RCTRAV+gYXiEDeAJPkF187gBiD5ZcSqa+FnrqAwgpNsT3+EQJDjAADDAD3LN2GkFOYv6nAiQ5AFCHiFuY8PO0mPCk+JlGPgROwBGaIE+OKOQza/r6QRFwTqSRSwGOvFpEsgcYAO3bGpCLhgsY2PzOrZg3CngeiUvkFJGeEi9A91bEYMVqCLu137Vbccu99OTSCjaArRA9LftIHwCWigUpciTCmrwDMnju2IoceYrMETWJUE+BNeVLZirYynM4ViNlY01IB7Q5r2cXAgesAceVtZzpGEf1bwCvAD2QNjZzhJLNFYfWA65qtfoq8lTiFhFZAaWj1EIuK64ilyJ6Kx4iwIPnRrvTZMG7agFSSK+IWECJXL2I6AvEM9ovEQ3vF9fzrFuNhAtH5VswXkdOBK8uBKmPIeRSREqIJ0dj9cXvAQl/lfrGokdbAcMhq0bkRq39l/6Y0B3EG8DblSyDIKrm13d98zX1QA503/ujhfwfAPADtxQCo81g/cAAAAAASUVORK5CYII=) 3 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABm0lEQVRYhe1XsXGEMBBcMR85IP4eHDn4iApcAY185hZohAqoANdC4IgCOAcvwUl/JySB7cQ7o5GQhHb3dBL/wAlYWtDSgkrerc4gr/qtfXS9bHLgUVw7V8SFPxCeXzaA0cid89NgBaxFEuTIEczlfdQVbkUoQAqnRM4FWPJkEWoSLi1Q9X74g4TD0m5j5saMdCnUggBqt4X3yKveJw1h7kDxVoSQsh0s3NJz6lZcYoOOnGe7uQEUcb7Ou9vG6/7cKDmEhIN1FouA1z8UbEWMXCOzRMdFaE72Chfg2kH9c+SaAE/E9CzCP4YdaE2era8YNNjGG0ATYK7ytb6Sr4o7ud4rUg5Y16L7JHJt4RwRUQF7RymHnDtOIuciSh2fImAVMmSGWyfzxpIFcCGlIkIBe+Ti59i8w9DAjtEBfL4cXIAGOdRQouDa4+zVKvSLIRQygcxVHQPwcNvUwDhvY02dzpEkQouGc4wM90DC7wEOd5W6xNIi8mvgrhFEI8U9cPCfUVPDjLO/538G5po+vtIvnqwciMFlew75PwDgG8bEH8LPKm5jAAAAAElFTkSuQmCC) 3 3, auto;}
}
div.testarea{
animation:rwdcur123867 2.6666666666667s linear infinite forwards;
}