@keyframes rwdcur186003 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACa0lEQVRYhe3WT2ucVRQG8N+dxiTeWzOmoYUO/oFaaKuC6ERB8AO4cjX9CoIrt25E0M/gwu8waxfSnWgtOl2IiG5Ea8BATdDAHTIhmesiM9M3zTtJJ/EPSB54F+859z7nOZxzz72c4Qz/McI0R0cPljCHra727j8toFQdz3hTQxz9Df3sC9wX474thP2tOeda4pTS2D81SWg8JCZAcqUSfH/ZZS88WBiChdw6ircqpKSUyjR/o8YWsp8CexqjBQ1cddNFL00yv+4dzdyuBhJjnHylHIwZYywxxqqxMc66Fh29iAvf+PDXgQ1bvicNQClF6C+SBnKO2JHSbC0yLs2R9TkKKaXSzKvmLSuGXvVBs6u9NStPXQkeCQu5ZdEKGoI5uNDRm5nvxALOeWJC0HjANfevCeinHw0dqPt2V3tnVp4T9wAKTRddw6777p6I65QCTs81c83GGE+65fy6pufc8Pbz+KGrPZyF58Q9APKCZded8zi0cGlWitMJSAN7dqq12P7bBDzqmV53W7YG33a1/5hVwKHGGQW+hGg/o9/rjtf4gqnchqHCsYphV/vucQLqslwaBYdFPDlt80JuecPHXvNRNYGIV7Da0Vs8TsDkFMQYSwjBV/k986MpB3sGk45/GOddRTEnSimVp/NNX3vfipdl96z78pOO3mWsd7VrOSYC+v1+gGi9VAXs2IRD12sIwYY75i3ZtqmU4jHnNV0T8Ke+Z71lzWe/bfiOKXOi1tjRm//cu4Ntm3bTLzj88qm8eA78P5U7opY1t6x40ZIr1t12z6e1MY+dXjXNdqSAaU+0GpxmCp/hDP8j/AX6MLPIQpF22gAAAABJRU5ErkJggg==) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPUlEQVRYhe3WT4sURxgG8N+Ms67btRlBxk12hUF0k4BGBOew4CVCPAnxIH3QQ+JX8JvkU3ibb5AcAt5C+uRF1Ijosv4lZlZ7MMOy5cFp7Vl71t2ZCBL2gYbirfd96qmnqquKPezhc0cqu5zKlj4Vf63UjlUJi85Zd1tuDSRJ8raw9rY0z/NK4hBC0V+rTKgQsK0QOOWaGYm/XLcRnlvKL5qzaNWv/nazUkCBcUIa40SFEEaF5PPmtNTtkzhi3XNNyxoSTV/7N9wT4/uSGOM7lyBJkgj9fr8I1rG5rT1FYUF0MO9oCDa89pUVT2WCRat+I/Q+RjU6n48szbZIZfuPuRSHLsUvnR27bJ8MIYQYQohBO571S0xl9Ul4JrZh6x6Z1NKJVH8uiOUvlTVS2a5J/gMHDmu7AG20U1mym+qqc2BHKA6aZr6s4UCZ7xD6O+WZ2oGamak4pxbQc9+mzXJovWjs5NeceAkK5HrmPYanGHR1BsPBj+FoKnuFP7s6m1X10zmQzzrpiiN+gDOlwes4OuRvYmEcxVQONH1rVkvLabiayu6ihbt4jXmcKER1dda2crw7vcqXzo6RzzruZwtWDLzwjzu+0BZFrzxQN2PZ5R+HYjbwe1enWkBZyEjCUFT5qi3HYT7/zsvkpoX+eUu+N9AzsK6mLg436Dd+Wunq/DHWgQpERl42I51b4+/PhTNaw1nmHso9MaflhVt6bn0w5nZ7oEjc1VX7yA19z+zX9MwHEy7zTf4e2MMe/ld4Az58qpLucoRYAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur186003 1.3333333333333s linear infinite forwards;
}
