@keyframes rwdcur228186 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAuklEQVRYhe2WQQ5AMBBFP7G25ELu4ARO5QTu4EIsXaAWVNKJYaaRDNK3pB39r6MpkDAmi5jjnqyZRyzgUTSr3ZK7AQCwzH3wsqy6vWKrqv0JA0FyCjXhKetR9I1XG3AAsExN8NDvNZeccmfC3EChnSBNLsXcwNm+nO69FK5HuF4wN6DuAQ6aXPq3vN+ANIk2ucfcgPok1PK/k1DKcT/AeDnO3ID4PsD1gvbko3zCgOfuNhxV29xAImHOCvazOWRh0JcDAAAAAElFTkSuQmCC) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENklEQVRYhe2Wf0zUZRzHX/eD46d3gEcFrkEeqBx4ooQpBlxwzMYs8g/JBBraYmtrjc0/coOJaW3VShYNydFsrWhzUwdpOwsUkdBiE5FqECAiRy1+jQIuQO54+uPu2nHeHT+0fxrvf77P93k+n+f13vN9nu/zgRWtaGkqtD+jgS/s7QqgySVO/l/AqwCRuNnfCJgBUVmuNcXFKgQggEFADeiAGSD+YcIL7RDR15kmBnr0orRYIyaGDGJ0IF0U5EUIQOhTVaLkkGbWEQvsW2hiySLgW4EfAVqubiN2Q5DboE8+NfFSTjgqpZya80Pkv9LuGDoOHFyugVBgGJCe+SqBnQa1x8ATwbvRzo6iN18FoK19nBRDi2O4Hsh0lyddwMAvgPTdY+u8wgd8NLzpo+a1gPXckwQAkKBT0v1TCtEaOcAxT7neVqARSGW/nmsfJbFx+qZXp/2KGGTCyprZ3nn9tReGpvMOtMcAA0sxUAYUrdnwCL/dKgOFnOaJG+imW72acFVXj5nE5OuO10xsn2KeZG7y8oD3AW5eSSQnSIG/XEnuxHdLggOsDlUQEe6L8dsRgJeBv4AfnGNcV0CNbdPx/aWn2LRxFQACCRLEkg041NQ8RtbuGwAaYN43ct2EI0Ba9We6f+E2l8uHA6TsCOGdIzFtrnB3BgDmztUOMjVlfSCosy43jlF8pDsBuLsYA9VnawZJ7Ermd5+1ywIKpLwXsgeLREG3bxzZu4pgbzJA7mIMRPJhfpvJoGN9cAaT0hAAxmVhXAxKB8AYlMHnquc8GqgIfoG35cHsVOezRZkMfgrI2Q5uLil3x3AtcJuGw9QlCbb9fR2BhOyw/TQgo3q6jwN+UcwAd8aMqC33H+85ZLwVuofjMvs+ujsMUa87hsOw7TWPK7ALgGeO0nHyjN2l4OSfDRRZJ3l+oo47o+donGxzC7dNamXGeerIMKgvAch3hnsyUI79v/3GwQ66eswArLb8gUmqYFIayq++0bwatIlBeaRbA+1+W6iQBZKBhTrzz7ZOPwXAi66xngqHeuDxL0/putdFB/oBVKqyOCtREKvKwFfM0YWEMZmSRy33J+umW7mGIHLWhNI6wqXeXjKergbb6qYDlx2x3u6CVM0T8kZj7XbCH/MF4LQyi5zxi0iY47YiFs29Di/pNpnNVuKfvMLIqAAoBY46j3szUAcYAJrqt5KgUy4Ic6g5YAdJU634zE2xr+AWF4zDAF8D2a6x3q7jTOADgBRDCzXnhwAYH7dQWdXvMalTruXZQC16dS6Hy0Yc8F538MVqL/YSq+SQZlafqhKAKMiLEKMD6WJiyCBKizVioFsv+jrTBOGrBP0nBKeLHGXZDBCwXLhD8faJdNgurEFAxMUqRGW51mQHmRM3+39jb1cBH9vb2geFO+R6YpqwleRgK9Gj7e1Cp5iohwVf0f9X/wB2RFkUbooVXwAAAABJRU5ErkJggg==) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRYhe2WXWhbZRjHf+fknLTN2jRLk1brEsmk6ce6aacTdOLWTRziUPHGic5JoeiVIoWKXijYC8FdiDLGwO1GkSl6oyAyP2Zr3RDHqP1Ku3Uj3Wo72yRNl7RpknNyjhdpsrY7SZriENE/HHjP8zzv+/+/z3nP+zzwP/7rMBUZ3wk8BdQAIhBfetYNocj4PuAeA3sS+AMYBQaAfmBo6V39OwQEgMi53gfcM4GE5L+yyIWLC3x2sYJAtw9Seq55jUsi1i2gHJgHdIDozCMrnE3OdiaA0LUTzEcTBINJJqcS+MdjjI4t8HPvdM3wSHImH4FUgDzKznrofpvtkQVIfZ51aoi40AARs6Rh3yhj3yjjrdtA6y47ABXVE9OFNppPgBuAFg9IJu62yRC64RTROBU4kXOyoujsuNfCufOxvIc0n4AmgPdd47wQ/JS4uCHfOjdBlgVOf/sg4bBS6q7vuQ6cBR5bi4DdQOlzB25vHfaF8XjKMOsxzKlYUQIyCASTAFZAM/IbCXgDeLTjVQ91d23JGk+V7yEklrEv9jtV6uSaBUxOJTLDASO/aGDzAjiq5BXGXnMNL5XUoub9ajewKFrRkPCPZzPXbxRndDoTgDk8tRdJEtjvbKNC13jv+hlCUiVxQaZWDeJKXkYwzioAr1U9z3GxjPHZb7DMT/DOu5eHjhy7+hvwOhDMxBltxyxLIElpbT2YQDBxUhnDpYDL2c4cEAlcypsBBQEPYNVmkctMDI9EmoFmoCNfBmxAuHWXja+/uA8AHZGoyc4xayt1agQd8EsVdIS/zCtgNey1P6CoN3OuzoAEHN/SaL0/tpjaVlZqQhA0UpjokmwcEks5EvqkKGIAVdUz5MnVvlw31AHg5AeHG2g7tAlVMDMl30lcKMGbGCpaQHhOwe3tARgHPMt9uY50C8BmjyUdpCdxJ8eKJs4gGFIyw4urfbkEbAO4o7Zk3aQAP3aHeKvLR3OT/SjwFQa9Qy4BGhBxVJmtayH6uHI/C4LMs9Gz2FLTWbvfv8jAYIKBwWs/Ad8ZzTW6iAAeByrd9T3x3fvOoCg56z0A3XIVnbIDk76y9/BdmM8Oc80tdK2Vnu9bRJaNz2qjs51aNAaX9vGrZSsuJYTzzz6s5SL9A7OZ0Ku5CAp2RE2NZsfDO2sCDc0OPO1Ps0kN4U0MoWGi0tmWY9Vnlq9vAXJWsoIXu28k6fCNTMDLDWDxclCLczQxhEiKaOAj5kzVuOxPgqLCL6NQY1NJ/26Z85O3jK6lslwCtlJpOUj3cGd1tcicrFBeLiFJAvNiRToqGIU9XZBuRlvWsG7ReJN0b5h9SkrQd+zdrNP5hM6HL/YAh0m37rcEDy0RfA9cIV01lwt65VYRF4Id2A7c9k8J+HfjLwQcT0mptLB9AAAAAElFTkSuQmCC) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhe2XX0xbVRzHP/dQetuuzLrCqAQ3C/gyTeRfNjYSYyaLGqdRJNmc8cFHl4jhyTgTs5e96As6E57U8eQyo3vAATMjxCzIhrCNbYALsjBxjNAOaAulvb0914fSWvqHAsuymOybNPec8zvn/D73l3N+91d4rP+pBGBbeT4SVQJG0i8KBICejW5kWue8UqAamAW8rx5wVszNLzM9HeKfaQmxSNjZRETWC7AfaI933n7TxZFDTyWMUhrousHI2GLdiwcGRgDvCmwX8N2DADQAu08cf7ZGVQX35yJ4PBquYvOKWQEMhFAwmxVCIWkBdiWtn871ZkoO+1dA868dtezd40gzdtlf5rC1jM6lUeqDfYQ1ScCv063s4cNoMfwxcYkP2jqAX4DrmRxki8DnwHM/tL9QbTYr7NxhXWXUFCuCKAtCRQJ2GQJANQvUQjP5W12glsLwnTqgDpjJBpAtAr3ASzcH69OcA5x0NHIs38mw7yJl2p+0Od6iK38b3/guskMbx2N6mlmTk8DYbXwTt7k8sPD1l62T54HfgYW1ItADbGf4izKEwPZkP+BLA9AVhWokNrkMgEeo9JKH2dAAKNKnKNKnwA24Cxm66m8GmoG9wKW1AHYBLsqLYYsF6/0BkOnhaZn/iRbgqPN9TgsLE3MdfCID5BuhjOH0eLR405tqSwWwA1wJ9qNJO1bpz7hhYmPFRASwykVUYynrvFlPON5cSLWlAtgAyuU4IpTrgsCP3u/XtHfb91Mgw0zMjsSHFnMBCAAhYs7P2RtwyGXqg305YTLpI2s5MwDTwfiQljonGUAAlJbEsqmBwmGrGxcwvkmAU0uj+ISFQ3cTBzntRCUDWACiO92cdDTiWDnRT2Bww1JFgQzyjHZrQwD1wT6kNOJdPdOcZAA7wL2SQo7lOxODt1DYV1DL60aE096NAQDoegIg4xVJBvACbvJEJa2dZ6lwwcFqGtBpCs8iMDKtzylNS0Q945VK/nxKYJIz/TO0tMPQBAC1epD3/Od419+5KYBQKAGQdgVTAeIaBV4jEm2l8wrOkY2HPVnB5Wi8mZaEIPPHyA90c+JsCcC2tufhHVdWBzcsVRwtqKElNEVj4Hxi/N5MmOs3A0Q0+RcwCIytFyCuQeDTsCbfGBlb3GffkofNlsfWAhOq+l/g/MLGNRRUI7pq8Z2/l2k6cg2gE/g4m5Pc6W6lJoh3MtUGumLmwm8+ujsmKSo043Sa0TT582fHx4eAAeBCts3XU5JdBc4A24FCVRUVmiYtJpOSyJgmQ2N+ZoFv2+8mr+sATq1j/w2rl6SK2FWsGDVVVuOVBmcTUAHsBg4SK2QfinqIleARVpfmlQ/LYS4JYmn8kf1JeawH0r+htF3alwKdrQAAAABJRU5ErkJggg==) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur228186 4.1666666666667s linear infinite forwards;
}
