@keyframes rwdcur225327 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhbWWTUxcVRTHf8wXX094DDM4tJKaaEuCSRMXJdVEAyvElWFBujVWIlEWLUaNGokmGGITdOdCExM2EhMMG4OJ2qQbqwktQwYQSpxCsYF2BiYDw5fzcVzwHr65vDczYD3Jybvv3Y//79537rkXHp01AB8Cd4EskAS+BS4+Qg1Ha3G73bGenh4Jh8Oyv78vbz+4IR1fvCs1TSEB3vk/xU+53e7Y6OioiIikUikJh8Ny9f51GZAZuXr/uvjPnRHg8n8Rcdm4aYN9fX0iIjI1NSXBYDALzAKJtk/ekgGZkZ5b3wmwovQ7tqjH4tbvD+bn52VjY0Pq6+uzQJfRvwH445WRT2VAZuT0xfMCvGQn4iSuQth9r/D5fA3Nzc3Mzc2xvr4+CXxvtHkIfL58YxKAx8+fA3iyFAAnMQ/5K+ECMul0mr29Pfx+P8ATgGYZ65lKfy0Af29tA+w4TDhP3BTxGV4BVBmuWcpVRt1PIyMjksvlpLe3V4CbwCXgWt3TTXLlr1/kvc3fpbz2MTEAiwKY4hUWcTG8xuKa4V0tLS2SSCQkm83K8PCwdHd3y4U3L8mVlZ9lQGbkhQ96BBg77uwrDAExzYAIAH7DdQPmy9bWVolGo4dtB2RG3t+ZlBc/ekOARSB03NlrxuCHg0YiERMixEGUmzA68LHL5Up0dnZKf3+/PPtal1QGdAF+KCReZrMCasAlDiYPa2trLCws0NbWBtAEZICc4Rmj/cvAKSAF/AhEjfqSAaxR7gHWTQCASCTC6uoqHR0dAGcs4lbPkQ+HE4S6DV1K+cg2bWxsRNd1JiYmAJbJT1B2iapg9lMF1bojnQOBAIFAgJqaGhPiLv9u2WODOCUiNRnlmd/vp66uDk3TTIg/CwgXtGMdDqZpmkZtbS26rttBWIO40CF2cgCXy4Wmaei6jq7rVFZWMj4+Dge/48QxYI1W28hNpVLE43E2Nzfxer1omkZVVRU+n4/d3V0GBwfhIDCLztw0j/KeszQ+FI/FYsTjcWKxGG63m2AwSDAYxOPxICIkk0mmp6cZGhqyTswuqI9sRRXACnK4ErOzsywuLrK1tUUoFMLr9VJdXU15eTk7OztEo1GruCpq934IYgegrkJje3v7qln51dffkM1myWQyeDwetlJ7RKNRa/+nHCZla07/xroCGeA0B1nv7OuXX4UyL+l0mu3tbZLJJEtLS2rfEwHkbFxNsRng7PPPXeBhLMGdO3f47eavjI3lnbTqGHZ1h1YsBsxyRqnj3r1lbt++xbXPjvx7p11kuzJlNt/sLqN2l9IVm77mCakeStaDKQ/ECUAFUTOcR2mnrpbds2SAYhBON2VzYPWOoAqXBOAEUSy72QWyXYYtCcAOwq6sAqggjuKlAKgQdk/V1KUueCMqBcAJRP2uihTdggD/AGSXzoQQ5MbuAAAAAElFTkSuQmCC) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur225327 2.1333333333333s linear infinite forwards;
}
