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0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 30, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlklEQVRYhe2VXUxbZRjHfy2Hj9MPChShlA0EYyR6w1dBiIlCMqIuGrxwC4ka3DDZBRHG0ESjkJHtZhEzx6LJQpCoycymieFq0QQSg3ABlLsFZQkbQqkOAqPt6ef6eOGKQ4dSKIsX/JOTnPec933+v+d5v2Bf+9rX3kjuPZvaIiJ/76jfC/OqqirueQkgP7c/xsjxPC43FfIgiISaV1ZWiojIy52t0tDTFctarh8rluHX7PLlK49vqk4iKyDl5eVMTExw6J1mltMVlsx3N37abQZyI6nYlACDLzxJDEJJlHlpaSlTU1NUnzzCelYGXkOUX9vPUF1dDUBankL2moHwgo+gom0MTASA2O12pqenebTzJdYzTXjNOkLtn+BwOJicnOSnI4Us3fSQnZlGhseAf8mfMAAxGAwsLi5i6GwgbLQQsWQjbX1UVFTgdDoZfes5ln/zEJr1En7ET0ayQoYpZSPAbtaAlJSU0N8/CEDYaENnKULa+igrK8PpdPLLUCtScJBQ1gHmwnnMLmeyFNShqn+tjZ1WQBwOB22nTtF09FUyu98mfPoLAPLz83G5XPw4dIJAGMSaR1RnwitG1lfW0fx3yE/27ApAampqGBsbA6Dwg25Wz1zg8uWrtLQ0o2kaPQNvsJrqw5+ikGwLEYmqhIpsrChZaH43HlF3DCB1dXUMDw9T0HICC1Zu9Z/lq6+vcLanG03TKBg4z3VlDs3txqIPYTcmEUgP4fGo+K0qt9dyeP/SNwC6eAGko6OD3t5ennr+TZKDOax6zQBc+PgjZmZm0J3rYz6ioikHeSbpLjbdLdw+PYZIgDvmAJ++91kslu4fL9sBuL+hWk6jrXVRW1vL+Pg4xe++TiDLhs+Yg0dVMKX4eFqZx6Kb42rTD1v6xQOwCUREqK+vZ2RkhMLGbKK5WVisxUQz7PiN2bjSzASPf7gbnwebN7eUCn9OhwBy+NlUKW/QS9HRJMltNUlB1xOxs35bl05cU9Bw3sABl52BczcAOPaigaBfJagk41a9jA5544673Y5yaBTUeUhf0FPotxK9qSe4sEJIl8LF7zfO9rhLvZ1dICevwYoC4RxI1aJI4DbWJAOdn0eAyI6MY/qvgfLdDfAFYFaD5SjghouN2x6/KwD51gVmPZj08HsAGgsSZxzTVlMgV9YgDdDroTY98cb/BiCX1iEMHN5D460kgx5LXPt4t7o/M9ni+0PRQ8v4f6c/AFrUZ72qx5miAAAAAElFTkSuQmCC) 1 30, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoUlEQVRYhe2WW0ybZRjHf/1aCu1XaAvd3FiHCBuG7oIWufDCTMVTZKjceDHjcXqhcUs2N3WMeGAmJjovPCxmN84tGHU4b6QkmiWamBkvcBCWUFwzhVDCwmGz0H7t1+PjBYewLRAOhZi4/9X35X2//++f98n3vA/c0i3932VYI1+5wV/mrV3HVNYC7vV6EZFZsHx6qZKWXzZz4OuyG8PkHu52u0VE5JXHD8mRh4+KTCeRLwIVcvTnUmlp2y7zQ+TyBERVVUKhEM889DrKRBHJK4Vzi7ZSKxW35VO0Sef9Ux5mQ+QqgFRVVXHqy9MAGIeLSA1ZOXZxPz6fD4BIgYlCl5XyDUbMrliOsDPwuro6+abtjIiINDlbZVZut1sAOf7b7fL5QKW0R3ZIx6BH2n+/Y64MptXCfT4fXV1dADyW9w4dqVa+/+4sz73wPJqm0Xb+PvSJCEoySiwVR3WYsDrMcwarCSDV1dV0d3dzr/IaG42FdKRaaf/qDG+99zaapnEiuJfM6CRKcor0wCSGWIRr7ih2e2bVAcThcBAIBHjUtJ877XbKbQ4Ajn3yEcFgkJZfXyajQ55sJpy1IVEVQ3gKa2wSZUtkVQHE4/HQ19fHk4X7uGtLMU5XmoMXDlBbW0tPTw/PnjzMUHyUsXgCV14SS9pCJrmJ5LgFi15AYcSy4gDS2NiIpmkAVJVnsGcHOXjhNB6Ph/7+fsq8J0mGTYgxj6QSQVOjmDNxLCkr+ZkS/vk7nxNHzsJMR1xOK5bm5mZ6e3vp7OzkzcpH+OCvnwBwOp2Ew2FMhs9IGy24dpi552mFTGkIJZvAmIpijtn4du+7s16Gmx6WEuC6FxHq6+sZHR0lEAhQsfMN9Egx2rhKRLdg22rm7t0mZOtVzu3etyBvJZeRADQ0NKAoCn6/H1fTA1ic27BTQjbqIB5WGRkqQP9zzzTEYFiQs9xOKN6XagGoqanB7/ezYVc+12K9jMR6GFRDRCujDJx7lcSlFzHMaDHDZZXA+vETlI6McPnD6cazfY8VNWEhkcgjlDQR/WF42b5L3SicPwxDQZThICXxCcp0QUlcRZJm/jg+19uXXdKl/IbCj/eDaRw2qmRj+YzrGQy6xtihNJBeEXipAYTL20C/AjEFbMXgUqFpnLHp9VVPVIsZCCM+UDRQYqDboaxvKd/lJIAQ3glooKSg6GLOwYtJmGoSph6cvbPXdIa7CW6PPLWu4PlHuuDovB5a96P+z+hfg0N5M7nqpGgAAAAASUVORK5CYII=) 1 30, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlElEQVRYhe2WW2gcZRiGn509zu5mszmYbVKTThuNEi9MgtmFekACNkbBpiiIVApWLwQrqVajVkHiRdXohWLxQiEoYlpsvfEiCMJ6INJuoAkoFlzT7nog1k1Tkz3Ozm728yLdkLY2x00Q7Hs1wz//+7x8M/P9H1zTNf3fZVonX7nMXxasXcJU1gPe3t6OiBTB0vJzI1u/ruXmwYbLw5QermmaiIg899AD8trDO0Tmksgdp7dJc7BOAp/cKAtDlLIC4nA4iEQiPH/PbjxT5yn748/5RXOdk1qfnfwmnR0fNVMMYSkVXNM0+l8/BIBnYhSnkWT/L7/j9/sBmHFYqKt2UpNLkcimS4S9CPf7/fLZkUEREemruF2K0jRNANn+/RZpiTTKXYlbZFe0WbpPbJ1/DWutgPj9fkKhEACvWq305XIcO3qEPY/tRdd1Hh2+m9z5BEkjyUwug+G14PTa5g3WEkBaW1sJhUI8q9xKmfs0fbkcx48N0vvSy+i6zr7wK8z+9SuKEac8MkNZOsHf1yfJlM+uOYDU1NQwOjrKftVC+Q1leOs3AfDW2+8SjUZ58rtDoCeplFoSBTfWpAtHPI49PUNyc2JNAUTTNCKRCE/Xl1G5fTOem6p55v1TBAIBRkZG2DPwAalMFkvGhmHNoObNKIYTmVJxpB2QUFcdQDo6OrBY5rZ5OjTcWoEDfadoa2tjbGyMXQ0DGCctSMCOYdMxu6wYs3bUXBq7bsY8aePjg8fhYkdcSSuWnp4ewuEwQ0NDvNDbyJv9ZwDw+XzEYjEeNL1HQVRS1Tac9ynMtptQrAXMNgNbLMPRF/cVvUxXXCwnwCU3InR2dhIOh4lGo9y2rRenXok75SKbUNHdNlz3WpAWE18dfOSqvNUcRgLQ1dVFNpslGAxSfWc3at5HeaEKe8KLmnGRn3BwMvv4kpyVtmJpeWInAE1NTQSDQez313NBPcdExTRRb5zJuiTDkaeKcNNi8EWT/Rvc+cY71F34gfH+AQCce7egZgtYsy6Sho/kF9+u2He5DwqDw2D8hhIboypzBkU/y1T2LDbDQfpwbMXgopbzGwpffgqqBVI1FPJVTOrTOPU4uQNjc9TDplUPNkttFMY/BB1IXweFCjg3Dt1Lf1ylCCBMfA5KBpQ06C5o2F0y8FJGwvQ3QAqUPHh2lhy8mIT4j0L8RPHMXtcZ7gp4eeKnDQUvLOlVR+eN0IaX+j+jfwA2c3ZJDLRMOwAAAABJRU5ErkJggg==) 1 30, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYhe2WTUxcVRTHf/PmwXwzfA4wbcZXUEnqQsEwNI0LQmiJmFSMVWJiWFiNpqFCbW2jJiR1U78WEl0YF8SqIZayUBfEtKaoaWMgKaRdaBxrZoKUUgotMMObT+a4oIPQWjsDQ2Ni/6v3cu85v/99597zLtzTPf3fZdigvHJTflkxtoqpbAS8trYWEUmBpfK3PZQPtuLp3XWzmezDNU0TEZEDB3fJG2/vFFlyIhW/PCPu0y3ywBePy0oT2fwCYjab8fv9vL53B07bNCWOy8uDVncZptI4kTIDWz+rJ2UiWwZE0zQ+P9YDQJ5zHGvuGPs7L+D1egFQzWVYiwswloTRi41Zwt6Ae71e6TveKyIiRzoLJCVN0wSQ+842S6X/JXkouE+2Bp6SLT9vW1WGdcNT6npVFRGRvuO9YjabBZD6M8/Lo9/skKrBRqnwPSsPTu2Wql8blw2o64FXV1czNDTEa20KDreRI91xTvT3cujwW0QiEdp9fcxducB8LMmcf5Kgfp3QZiuLTvNykrUaEJfLxcjICJ0vq1i2OInm2wH44P1uAoEAr/zUD5EY5VKCPaliCxkIz88xrccJbvp7663FgGiaht/vZ+8+B4tlm5jPK6Zn/znq6uoYHh6m7WgPC7oDNRwllqNgSQhlsUpCM5cw6kEswcSaDUhDQwOquhQ2lacxa0/y/YFz1NTUMDo6ylFPD2PnVa7pk8TyFYxuG7FoIZaFMPZwEepVI/1vfgo3OmImrVg6Ojrw+XwMDAzw8OFKzr/7BwClpaVMTU3RbfgIRSxcL85l/DGFyx4DiimJ0Rond1bnq+72VC7DLQ/pGFj1IkJTUxM+n49AIEBrxSFckUJKFmwoQQu6PZdL21QmXAZOffncbXmZlGDVj6W5uZlEIkEgEKD4/haGonNUFKq48xUKwgq2CQPHTratZaH/Knlkz4vCUjkEENMT20Wp2ynGqlaxe9pF83SlznhajSajElif/BB3+QQXP3kPAOsLjViiEXKiOYRmHIQGv804b7oThafPgGkMxTZO0WYdJeJjJvonuTEF/eMfMwanlM4eELq+g2sqxFwkzTpXjVasRXESB3tJrBGc0p0ChR8uQigCv+swnYTFSXinJd34dRkQTk+AXQGHAlciUO/JGvhOiYRTs2ADTApS41iabDBk/Q75T3tAODEPcWB7XsrlRl1eb4U7vw5mdI7Xq5Uru+3V+W7orq34P6e/AMESeuJmOa3mAAAAAElFTkSuQmCC) 1 30, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 1 30, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
}
div.testarea{
animation:rwdcur74841 1.3333333333333s linear infinite forwards;
}
