@keyframes rwdcur68725 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACq0lEQVRYhe3WvW8jZRDH8c8+dpzEeSMO4cJLXFCiqygokJCo4gYJCipaGmokKmr+iSuvoYCGDndISBTH0SIh5aQ754SOHApOHAfbWWcp5smddG0215CRHq13dh/Pd37PPLNPsfew/LVIjR9wF7M8TvrdovQSrNh7VE4pUlGkn3APf+Xr7/1ucfISAC7mzbUipSXmp1xMUfke3+LHfrc4u06AZmOlSKubLKBapsT42KfliRkOe4PqPmb9bnFxHQBpZYtNdLCMFbQ3SEs+w/t4C+3eoGpeC8DZKLKuMsACltDYAB9gD110eoMq1Q7QXONcjH8xQRvrLVq3fITP8R5ewU7dEGkRF5gioYVVocbrLTq73sVXeC0/7tQK0BCyL2fHVgbpYCNHbG15Bx/n26U66yHNsZ5HR9TCklDlEmy7Db4UtbCDV2sD2MSakH1dpHiOQhRnyr+3dyV8jbex2htUq7UAQFMUXiGy3kADc6HIBY6xsetDsTPW85SrA8xF9c8ywBn+EdlPs7/KYKMjcCoEq0WBJoxzgCr/+2VfWBCN6TzfjyfP5k2EMFcHmIl1H+VRCum3RFGm7K+wuM30iTJPOaoDIK3mIEOhRCmWImFRSNTMUOcjcDu7avlSpqGQ+FL6iSjAhRy0kaNNZUfs0pTdVwc4OnDn0YHT8VMmI8YHToai+EZCmROxBJ434VZdAE38hgfVxJvlRImnkwPfnO1KpVBill8uAmCIQyFYLQAPhaz3RYd7gjvHfLEokm6IpZmf2sfPOKzryNbEfgaYieygf3xgp2j4pHWL8pj52F38gV/UtAMuAQaer2dbdLkJvqvm9qd/SuKc+DiP/TqPacWLjt6gWhddrok3xDlgiL/xuN8tJi/Oqd16gyr1BtWzz25vUF17zBu7sRv7/9p/1jfZhhzRgaYAAAAASUVORK5CYII=) 1 3, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkElEQVRYhe3VwYojVRjF8V9VKulMJ5NknFabRoPgQnAxzCM0LibDgC58AsUH8AFci4+hCK7cuM1OcOdCcHAxI4OMsXXGZoid0J3udFVXubi3YFBwYarFRX9wIRVu6vy/c0++m9z5ufw9SZKv8A0eYIbldJyc+Q8qeaesqgQXK/K5r/EpfsT96ThZXTZA2kvoJ/R7ZAP7eB/7uDeZVYNLB6gwxE3cGJJ27eMN7OG1yazqXiZA1kIbI2yh9yIHC+8VSyMhD3McXBrAVgSoIU7RG7JYuisEcz6ZVXMUOJ+Ok0YB0hLJc2sbfbRf1sUn2MUOOuhPZlXWKEAtXKKKAF3c7NDZ08FHeBdvIkN3MqsaA8h6uIYWUqH7Umg3bfGk41Z1boLj+JvHOI9rc4CO4MBWBBlFkLXQbnadMnf3YikVzHkBPwmzYuNK1xFAFJ5jJbjQxnCb4ZBW3x28Hbn2JrNqtxEAgv3nOIkAF7guHMNO3Ni5QcVbQhZKwYnNAUboRbEKeQQqcBZXWziihKO4tUA6mVXpxgCiSC7MgIv4XGAgHHo3QrVHdvCbYNix4MRGlZ0IGagjfSLY3xWykEXxBPmRFZbCSR02MZSywyh0Tej8tBYT7YmfI+ASj3AYt28OsFhyOghdtoQc1DNhO4oX9Xdbdsu1Lo6bGslZsfBZsfBK1BwhzV91OxNmwanQfY5y7TFWTd4HGb4QBuBR1Prg7NDt/KWQh9WKpCT/wzN8LozidDpONg5gDXBf6D6Nz1+Waw+f/OJDfCdE5Hs8Ff+ZTYnXAMfPAZSCE9/iY7yOX6O4CPP076/595VAvGLrazYTruABxn8B/QEHTWbgH98Ur91uBDibjpOiMeWruqqruqr/S/0Jf6HI1IluxnwAAAAASUVORK5CYII=) 1 3, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 1 3, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 1 3, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtklEQVRYhe3WvW+bVRTH8c998thx0jSyiotowIEBoapDhRDiL0BkgLETiBcxdEFM/Av8AywMSCwMTKgwEoZuDAghMSFUFQR2lJY2iNQ0id/ih+FcKxEvC7a3HOnK9nOt53zPOb97zk0v/Tq5k1L6BF9jjD38gt72ZupbsKVXHlZV/RwHXRN8ge9wEx3sb2+mw4UCXK+qaglHeIDDALmBj3ELne3NNF4UQLGEBuq4gFZbUbvoGl7HVTS3OlW5MABYQhMbeATrDVLDq3gTz2J1q1MtBKCsYR3TEGt5jS/yoOsF3HYizP15AxQNkYbpOs4bDay0beCpvJpbnao+dwBYE2VYzp/nRFYexfm2a3gHz6E171IUA1ROhNgQJShxHo9jpe1FvIzn8dhWpyrmCnAgoq9np6v5dw0jkaHlDW/jPbyFK/MCSK9VVdXGkyLqAe5nx6XoDwOhjR30u37El/hA9IjJLABFEiWYOnqIJMQx1cU6+ljBattlcWIvi4rNZAX0RNS9DFLljVEG2stwp+RXZq5i1iZVDkWkEzGJpuoaZccTkf5+fjb8DdGid07B/O9WXRz0wsEAd/GnKMEkg8lvH4zo7zIZuoFv8UPenkkD5Wi/Gv++nspmdt7LK+U/VBlueA8T7+Nz0RWnUc8GIKViiD/yG0uRkZE4hiv5u4mv8I2QRRP3MJ51UpaJD4+6Vo94I9WURY3jQ3vLl7SKMrIyGCFEd1XMhhLFPC4sJX4SGtuuRorjkRbW+rvVu8ubaaOG3l07GOKSSNShGVN/GuAzIf5pBZ7GMymlT3td10XkP2end8TZnyvA7rSb5Wm3TmQBHzmZ1PfF0Rs7ycLMlv7+IDeWKxngCSG4NVGC2/gee/O6pv0DIEPUxR2gJW5qRPS35n1J/VeAUyClrI9Zh86ZndmZndl/2V8UZeX4SLTi+gAAAABJRU5ErkJggg==) 1 3, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzklEQVRYhe3WP2tkVRjH8c+dzCbZZDZmswFDyEwlsoXIWggiVoI7jYUgFhZa2GhhpYjgG7D3HVgKNgs2UwmSVrQQCQsuel12BzfRmMwmk5mbORbPmV1FC+FOUuWBw51777nz+57n3znFzV8mD4qi2MGH6OMIg16nGDoHK95MKSUcHlLt+wy38DPu9DrF2QO8k1JawB84OuXknm18gW3c7nWKo7MEaCxhBU9gbY7ltpfwMV7FU90yrZ4pwAgTrOEqNrDatoXX8SxudMu00i1T40wAFrCIBeGJZaxjue0GnkMLW1g6C4jGPK5l0QINzGEp3n+AN9DJIIszB5gTdZeycDNDrOFam1bb23gXL2CjW6bWTAGmwsf52sKq8MCSyItW22t4Hk9jvVumlZkBVGLFkyw4L/w8wWWRGwtYbPsEH+EmnumWaW0mAKP8Yy0LFnmciHDM5XdP4mrby3gL13G9W6baOdGcw6U8xmLlo3w/DU8lQvNnfPMi7mA/P67VshsVDvO/pAxwLMpxurwK9zE4IPNtisjV98BJBkgiB6Y5MYUZ4mEep9GUd4UHhhmmHsBANKB9DLL4JeGFcVYY58lp7Efs4NsM8nttgLHI/OMMMcGVvz0biqTMEH18lyF+6HWKqjbAw3vsbYbQYeJ0SHX5cThSFh/+aiR2yC8zSG1xaDj1zW9j9h4wvGt/vOvgoOJAlOEV4RVxRtgTzqnQnMXe0MSnJ32f4xXRlVdO7usXW96fFFGGGeCrPH8zw0w87mG1AAa4je9Fzm1gMryrOWx6b36dUd+OqMQqz5lXs/4fAfQ6xXZ2ZUM0lmlX/lplf9S3jp+yeF/k6tT1tfPgH4e+DLIh9qMNj3ZlRHhGIj1KHPU6Re0+8K9TZ7dMTdH+F8UxYT4PIlx97M5C/D8BMkRD9KdWHg3hgd1epxjMQvh/W7dMjW6ZzlXzwi7sws7V/gItBe950cc3VAAAAABJRU5ErkJggg==) 1 3, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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93.75%,96.775% {cursor:url(data:image/png;base64,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) 1 3, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur68725 2.6666666666667s linear infinite forwards;
}
