@keyframes rwdcur216824 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH10lEQVRYhZ2XS4wcVxWG/3Pvreqa6urH9LQn0+3BGT8GLL/yMhEgSxGJCEFhEQmhwILABqEsskAsYBMmI3ZIiA0SAiEhpAAbwgKQEFGIQsJDDolRQjxOnMSO7fa8ejz9qq6qrrr3Hhbdo8yMZ8Ymv9RSV7X6nu/+/6lzVYRN4vnaFIA6AAXgNAAfYAHgMECTYZ9fX1riB9jCay5zu9PmxYaWv337hnrzx43GOj6C1LZrPfoIAOEQgBSAtrWswq4ZF11zfzyAmzYZekDLTkFduGuGFvmbtQiABaBpbsneLoDYdh0CiAAcAlAF830mtbMmMXb5mj4fNrLJYjP0nEvR2v4ZXitXbbscsP+xSRsACAAUAZR5vubeLgBtv8HztWMAzgC4J43tTNw1n0kvReGgkaKXQfUSIfy6fLowk3tNBdLPFWTi57DqezIdLeFi6OwagO6t3NgeATC0MVpvm8AlPlUoUzEJZDHqUJS4YqF4yn1u6qD7QXnCTYcOsgZoY8cBAG/03QewzPO1Ns0tpTvU2RUgBOC6gk/n86JOJQf+QYbbskm+nFufPeEukCA1cskDaBHgLkBdgFOA7GhdD0AKwOf52uJuENt7AMMdsZvPixkad4DQABrwplzrj6uNhQOAPQAlAC5AVYDvB6gO4ACGT5I3AnEBFHm+5t8SgOdrAqCjAFXYcIKWBvoG2fUBxqZU0clRhYiLAAcYRuUNi3EFwDjA1dE9D8OGdDfVETs155YIosgUJeGU6ZhPy8REykFZSMKgKCGIwqAADHdLLoDaCMQd2s56ZD9GcCk+bMh0U70tUWwBaLa46gue8EJ9xiEuy305IC+RtxbWUmCYi5nBJ43FVUfBlwLtYTH2tYHu9lEv+LjkKIQAkk0F9U6O3wSwuCKm3ERXj+a0kGUFtDKAGVRSyDrW7fRNVUun2kuBoo+r9TKaAA4CVOlFiPoJfbHo81sAnwXw8rAxEW4qobFNW4gKDi8USvaVxbYN+y1tOWVwz8AuDqAyg7y2vmzFx8Rq+Kn29ehIL8bh4ajmUJGZ9B091Yt4MklpFqAygO4ojl0B5OaLny704+8cVe0oprwfm32IzETW1lAkIAsSyrBwXfKLJVWg1AYJoFgQXEkVJTnv5cSE1Qgk8YG4z07OoxcBxCOIlOaWsu0AN03CDTWA70Pica6RGLvTncnvczy3JCAkATmJKLNoxjYZm/RWCz6t5RStCWKRRHS343Kl3UGjn/FTrU788l1Hg10n4g5zYKgLwE+uGHyh6dOXz6fepZVYQBsCfAkMLDxfoH6H6wUK062urbdjDkBYVy5+14vFe+1Yls+9Lp5evJ4/sS2GLdppEgIAPgesA2jPXbTq+H76ruvxU0mLH6w5RjnvxnA1Q9xTgPIhkNgyO5iyVrpSsZKKns+MLbo5nhHCWkB5GD4Vtwbg+ZrCh0PEAkj++l7/T+f+QG4hTXV1ED9ycozEpABEPgIqDrwceV5ZTGWZVa5LKPispyf5XyZD21FI9nJ6C8CoeHXTHwSA4HTNc9PO6gveQ14xI+/h+LoWyTucynd06hwkUao7nsnYlx5NW0tWCoSBT/7xWfoHIMRoM9HtOBBsp820xfmG+rhzp//oHSk/UZ2UouASwvfNxctJ8M8CUfkTB+Vjqpe5xBBac50lK6WEAHEE0DqGJ2P7dgC2zOqVNnuXl0UdH4RfrcE8OP6eni7XfGipwLPiYqslf5ULZDm6lhz1AnFK9jWytnHFuBNohytwhHKlDYTYNYGbALZ068pSOhU37KPVMH1sIrX18WUGNzKbBs7F9Ab/5fNPqrcBBK3/ipeJuZLTXM8lVvQbg3JfUWQLarZYlI1CsHMDYrvd2JYTryXHvPX4e9OTqFciAyuVXf2PTHp/M9+efrL0Gwwjq4yfzD1nPXo2sULDldbPLHJdPdVqJN9or6QbE/HWADS3FG2G0BDQLEEg9KdddI7nFrwz6uvqEXoLw1wrIxeTXEWdJYUfRqBVW3UtAUhC2Cvn46s0t3TTCN7NAdDcUhvAKoD2lUUdLvUNOosZDBggeE0em0IlX91UHAB0rEl3EwnbtRYS6L4/SN5/c9BovGF2bL4N7TiIRsT6B1KuTh+Tb3YMH8mz9fNaT0Vp9mROyNksttedMfEqgHDQMeV42Z7Q6/ZhZ5AVu5cz27ygl6+BXiDwnu8Lcq8fn/lSfunQfufVaC07M2b4jgobVZzkysDSSSPI8QoiBRBHHf4arQw+OxHFJ3Vico2u7l9Z55fWgKf+DSwvAPyRAH75+IQNPCmabdNzMy4IwzN+SQqnJJV0KdSu6BHhuJOZ+9SNwSG2nLvct2vNG/bZXh8//xZwea/itwSYfynkZx4qyIGj1tOecU3GVc/BPleRYObUQHqkuSJSc6chLkVFlTaN/XPjA/2Lx1Oc3WvtDe16GG3IkdSenXbEa/3Ci30aOGMiPcI3Mk/FzgEp9AEAsLBIpEiahhuTh8d+ffqByrmvzC3dTv1bA4zO8bVzT5SiZqpUJ1MP1kx0Yp/U5UJEUGMCg8QgWRz8vXAy+FGp6CzcVuWR9oxgs372xiC7t+v0yPeuYswcihVVwsQ6/dCY9g17KYZ84dDdwR9dV2gAvfmXwj2z/78BAOD5wSD+/Wp48V7OOSnxgDysxAm/2yfxCsads/X9bgNAZ69Xse36H/aNtSDMhtIgAAAAAElFTkSuQmCC) 3 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHWklEQVRYhZ2XW4xdVRnHf+uy99lnn30uHaZzKUOZTmpbW8Qa5RKCKJKoiTExSHgw+CqPjRieeCjzZGLCmwmRaGJM8MEnErkFCQ6IiAkPpNSmLTD2xlwPZ8797Ntay4c5U6adGTvD/2ntlbW+/z/f+m5bMISbnQQIAQ1EwEFgFIiBPrAwf9kczlLxtBREpYgKgq5V4rVPP5d//M5R1xiaSsXpxZRdQm9ah4AE7HB/DAiGIvLewI4mTXsw1PYBPOF3G0LGhsbljpdLX1bANAC7F/LrAtzspB6SbyAHjuDcCec4JgQjRd/5U3eIJvU8SD3Z9QsqT5qukScOJZwc3on3Qr7ZA/Km/VGwJ6zhAeeYUVWlZdmjHOV0cKm2vFoK5X/Kt1Hfd8C8++pvly6K18n3Sr5ZwGbUgO/HsT1W8NWMrEiNBDKgqChVbdtaVrQnu0AcRcRP8uXINwvIAZ/14BsDqgI5LQKpiTT4AgY5DBxScUYqCTgNIge6X5YcQGws3OxkABwApsB9C8VzjPlQAPYpaBn4LIPEXQPOgngbeAd4f2giYj0D9hQH199+eDEHaiC+gQU8AVqCGB4rasBVQIwCHwIfsJ49J4EjwHE3OznxpQQAJImJs8TenTSzmXwta3MpgdUUBgYSIM4BzoNbAhZYT9NpoMIXNeSAm528Oah3J+CDD3P6PTtuOuZuuqbCWgKpg66DXIAVWIufZKw0enZ0eF8DtPtUrq5w1yC5Xk/2LuD8v7yxq1dc6HlC65qGogcpsJxAK4OyQmpxcrnNwcUmJ4fkMbjKWlvcc+kz+eTy5yISpxd3nRVq88cTcdjHJPXymHhUW4raA2ILBoiGRwfGujgfLxf4Si+jVvSZEYIjWWIP9Fr5fRfn9WcPqZHlV54KG88+XHazc/8/ScTNG+/BiPpqcOpQYB8rjcnj3kyIV1Ew7oMDW09Jewbny77wVFsoVrRiIU1YWFwyB1ur2jd9dzEM7NvH79dvsu7Dpji9aG/pAYA/wOD39XzuqaKbTHp2zAQilgUVil4uZeYQuUV3Ld6BgqfH/UiHalzG9rBU4tNaWf7D9OzdSZN7Uienu86e09oSFKScnetu64otAgDc7KS/7HExCcVLROrN1Z56RGSu6juHjCRUNRwqQklCRUGo6a1kNiiIq16JueXM1+1cfbO+6h5AyXNjt4nWsw+Xzexcd0uN2Cla9dTRsDF+snytdmfxihfK5weKs10prHUSKhpiA60clnJYS/Gkm+qn6EIgwjtut/8enzAvB6GLhbAbrg/c7KS/hWgHAbKgJQWNBerRtJvPchVZY/uDNI9KfQGlofPaGQA2sbqbupO6LO34iL0cFd0FT5GWS7SHNjfa/A3teicBdpN3jgE/9apyGq0QdQe5g55df4KihKZBJTayA/tg6qu6p/XhUlHcdWQaQI4Cr4F7/YuSemsBGhgBauB+HmciLXRsLEIZaMS6tI7BNvO+yenTyX3PUalp4XsF9ZgIlcYAmQNYAHcCRB14j5ua1xYBbnYyYr2xyCRz00KIg9nAzKQDE4ehDJQHNregVDtzvJOm4hPVsz8UAZVCUUgRKok3tJzZdH0lw6HNUaC+o4BhDY+Gn/HSqsmrJTEmEjvt5zaUqznGYBMrr6VZ/ud9dwW/KxRIW4si1JGckNbWhHFgJUgBWJzDF4IQXLpN2dnigRtGs9Z/exM9T917aFxRkALbd7bVFznOPnPbfeFLw2Mj1aOFv2Y9M5Ol4ruFvtXr5GBy5zuH1J6og1gBmrcScAMyK2lfMUw2U/KqT9yRF01qnxZT7sym+yNAoAryjPLcWJ7aw6KZB8ZYmUpppWJee+LvIJa2E3BDVA4n2uuNpAPUraXTt1AUqKoILy+VRhauFDZyuwYuABdYhzQOnBHYxNKrZ+m5C4Ol5Xr+NxBngIXthpXtClFjQ8TAc82Wsmdbue37+xXRfjkxcSx7phLwk3N/atUAH4TMei5O+/Zg2nGjom+0SR0pdFcG+TtXG+lZ4Jo4vbi7Ujw717XPPlweAHkxEFc7a+nLbtV8r1qVE5GHimxetb54SI76+6q3qxiQKx9n90aReLTos9/0c901LllL7Udrsf3ZC68M5h+f627biGCHGBh2rj7Q/wt0p35cepFIh3lNH/Gq6NpKFvVadqrV8SeKgZOVLDku11RoIyXrPdM2Bfl+ZtzzP3oj3vLmuxKwGY9DemG8+KoquG8nhhFh3ajOrAwSM9O7lN7j7ROBZzgezw+CphTdVlW/ZQ0vfu1E+Y3dDMxbE3MHLJwaf8J0zA+8xcGjZekC0XQyFxpVkohuRiPPux8rLk4cCn557EjpnDi9WL+11R3a8Xb4xdf9S72+yj9dUnfGC0k5uF0W/SK4ywNSbcla9k0OBaf2j3kXot+sNm5tcR23fIINHH1hrf1cpfJW0Q+7rVCdwqkHC8aGmcH6vrrS+sT98/7z3Q93a2/PAgB+1W43oP36r8PygUKPdtG5Wvdj17Tz9iOj9bvke/9D+x/uN2g3R8tqPgAAAABJRU5ErkJggg==) 3 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
}
div.testarea{
animation:rwdcur216824 2.6666666666667s linear infinite forwards;
}
