@keyframes rwdcur252188 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVR4nO3VwWscVRzA8e/GoazyLKOMcQ6LLhgRccX1lkKFCC2uEGEPe+ih0IJ7KJ5yyCFIDxFyyCGH/AGlBClSJMgiARdZS4QSK07rqmPYhmmZtuMyhLW8Lo9liI88D23qUbuRXYX3Oc08eO/9fj9+vB9YlmVZlmVZlmVZlmVZlmVZlmX9jdXZkhl3DAd0ozHyWEzZx2zOVcZehKKPycKWubpaHyqWicMGMM4iFH3M2qkKTuaydH5tpHcbwEz7nrm6WjedxdrIi3DcwRR9jA4CszlXMWWf0XeAJ3r0kpRUqpF2gu8Kk3iwdqqCzkuWL7SGPis35L7HyVamCizMlnCKBYLNkF9efI83X3+Oubm53PRM1UyXT1AuC1ZW1ikUNCdqNebr9dz0TNW88dpbHHvnVeqnT+cqlYqpVM5RLMLy6hoztQrTBZ9qtZqr1RZMpVrCE4Lz586hSCn0oNVuce3CCovNJkLDRvTk+Rz6DUhV8vi7XHT57c73xLFDFEUmiQI6nQ1ct8zSUh0pJZ4zRRAERrZDfr35E47WdDo9I6UkDDfwvBIFz2FzvUkcQxRFJgwbhIEEihyfLkLmMj83i5O5LG+EZNJDp85Q8T81ZN6LfxUALpyd59LlTzn6ks9X12/y8ivH2NnpceXKOoPBgFTG3Lv3Bz9e/5atrRv4viDo3CBNJEr36aUTNBoXcV2XW3d+xz16hB+++4Z+/y737z9Ps/kZuz+HJPIGrc2AQv4Iyx8tcunix7Q62/hiQJd9UsUnT5rIoTsAICxKhOcD8OBmjiC4jChknDnzIY5TAOCD999GKQfP08SxQ31+HgBHawpTUCrNEscxzz79AidPvovWLgCu22P29AJuuQT5h2txljFTq7J+7Rq+cugpD1+NqQOEEHz5xRZJGPF5uMvuRB/P87i7s8+DB7fo97voLKPdVvT7HQaDATIb0O/eptuNgCK73W36/QmyLCXLnmH7dkCa7DA5OUmaCvb2dkiiEI2Lpwdsd1P2jgom+/usrC3w9VYTeWSfrhxTBxSUJBEued9HKZWLY0WSbBJFCpVIpJTEcUiSJDmtNb2kRxg+/JeyTZIkSNlGKYVSbdI4JkmSXBQp0vQqnXabTqeTI0vRngeA0uDlHVprDRrLSziZ92+k8o8ZwAghzME8HnYOD0MIYQDju8LMTmEun50Z+v5DjUHfFfh5RZoJUqmGPWsoj4rAcTIcX6NTh6bSoxuDQgim1HiSB1BK5ap5TdvJAyCFO9Q5wz2dgHi0cxzJH7jUy3KAwYOM3mgvP2jB/4JRvj+WZVmWZVmWZVmWZVmWZVmWZf1//QmA2N127H/kDwAAAABJRU5ErkJggg==) 31 31, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVR4nO3XMWgbVxjA8b/ch1HTh3u0l3CDKBpcYqigKaSgggoeNLjgggYPHj1o0KghQygZUsjgIYOHDhpMESVDKCWI4CEUUUxwU0FMUBI1UeEIh/NqjnCIw32YQxx6HRx3bXNupaHvN7077t5933vfu3sHlmVZlmVZlmVZlmVZlmVZlmVZf2NrtWRmHcOptNOZeizmkofZba7MfBCKHiYZdM3eVj1TLHNnDWCWg1D0MO31FUTicONae6rPNoApe67Z26qb4fW1qQ9CRWCKHibd3ze7zRVzyWP6FeDKiEiFhLGeaiWUPM8oF9rrK6T5mM3tbua+xFkC2fEh7fS5ulpCFAs0qlXjVTZwnIjt7S6FQkp1bY0r9Xqutr5u3n/3Ip99/iHtVot8vsTq6hLNZjNXXq6Zjy5+zJdffEKtVstVqw2zsn6ZRdel1Woh5SUajSrVajVXXq4ZsddBS4dy/Qq97ZskhZRCCv0MOZz5HRBq9Vd7vXQynsVikVLFxfc1WuXxfd/s7+z+dd3mZhulTo739nxDEvLr49+I45jhMDJa93n+8CWuW6LRaKBUwGAwwPd9k4b7KBe26hVE4rC5MyCJXdIw21y+lTHv66eNUMP2xhVu3f6O0VjQuneXKHJYmE8Y9npc+GCeoU64393h95fPcZ3LHB8P6XQ6PHs2AkIOXo0JBveI4iOke4473//EO2//wblzE4Y6oX+/Q5IUePr0Zx7/8pAlx+V6/Rq3vv2K7vAZnjzmkAmh5us3TeTMFQAwKMZI16O46FKSEoClcpkYzWCg8dKEGzduIYQgTPaRrosQLkJEpGmRq80NyBfJOw4AlcoqQRDQ72vKBQ+tNcINOX/+UxJShlqxvFbjh14PTwsi7eLpGVWAlJK7dx6gBj73/REvJjCZSA5fPOLg4IDx+BUHB3MotUc4VBwdOURxgI5hPB4BI3q9iNHoCe8tLPDk0RFpOkQpxfy8x4vRgNGjQ1Q4Zm5OMXeoGITHjBckF44m3Gxf5ccH94jnJxzGM6qAgo5RLmgEURQRx/2T9a91TggBBARBgNJhLk19wiBA65g0TfF9jVK7KKVywevzQRCglMpp3We/64MnECJCKUXsuEgpCWON8FK67Q7dZos0+Tcy+ecMYITEnH6Py547zb2AkVIaz5FmdRFze2PZLC9l2wfksgYA4DkSL68JE0kY66x9ZSIkJo+kwsnUx9KhF0ZvHEPmJSClZFHPJnmAVJPbcAV9kUd4KQlRpn4yb4Tk6ztnkfypb4I4BxhcXn8F0uk9XMhsa+6/kPU/wLIsy7Isy7Isy7Isy7Isy7Ks/5c/AWew1zZG2/7DAAAAAElFTkSuQmCC) 31 31, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVR4nO3WMWgbVxzH8a/aK4jycI/2hitc4QZDPWhQIRQNGlRI4AouaPDgIYOGDBk8ZOgQSgYXMpiSQUPGDBo0mOLBUEM1mCKCBrUcVIQjqO7hXsNrOMy1fRWPVNhHX4fgkKnFMigtvA8cx4O7e7//4393DyzLsizLsizLsizLsizLsizLsv5Fd71mXnWGc+X+/tKzmLqPGd6KXvkihD5mnhyaUffGQlleu2yAV7kIoY/pbUY4c5e7d3pLndsApuF7ZtS9YabbG0tfhKaDCX1MGcdmeCsydZ/ld4AnCgqZkyu91E6o+b6RHvQ2I8qqYufBIU51sWdVFszwothIONy526HMJPelIAhadLtblWazaa5evUmwCjeuX680Gpum0WhSu+Ky1+/j+01arYBOp1NptNomam1Qrwt6u7u889b7fPLxB7Tb7UoURSaKIsKwRbtdr2xs3DbpaAc1d5mO9hg/uMft3RhPFBykF6/n0t8AKTzKTOKEAVuBBiCOY5NlGYPBfWT6fAwZ0+kBnqixtrZOno+YTDRxHBunLEiSfQA+3brLLz9/y3AoiePYCFFnMBgAGWmaGjl6gAJ6nQbO3OXewQCAMncWyr/YXS9J8pzmWpud/g61Rg2ZDdkbO1SrIUkywQ8PcN2CJEmo1Wpk2ZCzs59IkoQgCOj3IcsyiqLgq6+/5713NaPRCDf06fehdDImE8lOt0dt1SObz/Gr0GzdpN/dotAeniiQAPri+S/dAQDaLxCez7zQSOlQZinr65u4rstcKSAkCAKyTDOeTrh27SO0dhiPc4JalVvb2yjl8OsfP1Cvi+fXTuacnf1Iq9FACJdwzUWIOgCigCs32+yNx7haUWgP110s++sL1rz98qA3+A6ZzxgVM2bZCccncHo65ejoiJWVFZI0peoEzOfHqFzw+PEJs9kUx9H89vQpR4+ecfLkIa77IY+PY3JZcnp6zO9/vkGhcp4cP2J2ssJrb+Z46oRvihkaQShO+eL+Zzz88hD919tI/ezzixZy6Q7wXcGq1uQUlEqiS01ZpqSpRmtdUUpRyAKlJhRFgRAFWk+QUlaUclBKIeWQXOmKlEPSROM4BUo5MM9JYomUslKWKXkGUpcAaK1xVZXD3j67/W3mFJct5ULM+VH3MaHrLvwfXoQQwgDGd4VZX8XsdlomEs5S9yIvAjSd5+dlTn6eQQhhIuGYKyGmtbbkjdB560sPcqUX3U9cRqXjOUycKr4Dc+UtdXLju8KES2z7f2Ai4Sz1FQRevIf/CUsv3rIsy7Isy7Isy7Isy7Isy7Ks/6W/AUym1B2SeK11AAAAAElFTkSuQmCC) 31 31, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur252188 0.53333333333333s linear infinite forwards;
}
