@keyframes rwdcur53085 {
0%,7.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASUlEQVRYhe3XoQ0AMAhEUeg0t/80bEMVCb4pFf2nQPFyDrcWSWkDiQiveU0cvBZJedra8wYAAAAAAAAAAAAAAAAAAID35cvveAOKewsr3mcUWwAAAABJRU5ErkJggg==) 15 15, auto;}
7.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJJUlEQVRYhb2WS2xcZxXHf/cxM3fGM56nx++xnUxqx5k4SdO83TYJVC19EKigi4qqGyCwZIG6oBKVilQkJFABsYhYlHZRVUJQFCiNCuoD13nHSWonduL4MbZnxuOx5z13Zu6LhRM31I3pAnpW9+o733d+53/O+e4VAB4c3CNbljCQWS5c5EswRZF2SyJXL14a08XBgzFEuXGge+9LX0ZsAGJHfoG7sWVg8GAM2bJMRFmkfXMQ45FXdpP9C6p/L5G2Ni6dfLGUy6UmR69lzMGDMSSnGBIlMbLvyB6e+cbzPPvN714EeOGXz+++NnKTCx9eopQrUKuUp66OLuYGD8ZEIHr/Uz9zxxMJnNlz4D9G++YgiVEJow6S3yehac5W2bmDlqYcL//kx9SMBt5/+1XsrrDdsJrcmyJKHmhsaFe6H/jqTqJbNrFUXGDo1OXjAKp36URnewed/W2Ua1XMkpiNdIZ1mzO6WWlsdiemRnjy68/xo+Pf4fK1S8zHNQrJYSyzkpQ2b+pElrRWh1zk2Le/xx8/mCRXKNC+ZR/B9l0gtsnlzFkRqFeWVf/klTSzSyk8fjujp6ePA4iK/cTV9xeJRtuRTYnFuXQWCISiz3k37zoqRLYeIFeqcG48Ryw2wJl//BqtNIMASblcziPYQgQiBzg84OONNz8ideVlUxSl6u2SVXVdy9jd2xq97kYsZxO5bI3sbHatpotL/Sgd3Zx8dxq5soiAzy7qS5n0+KtyehwFoFIpKF17fy7e19WM0nqIWnYKzBKyy9WIzRmiK7KLfKnKzeRFpEqhevnqwnisPyS2bv5KQGkI9NsaNtG6aT+yTSQxdYOhD0+uATSGegl7I9QbO8hV+lDTYx1yzYko1OOivhwfGh41Bw/G+qYWL7nU6k66OgYYu9mAUSshq2oJm1OguT3AeyMriIKA2+0n1l8Tg5HDgXDPvkhn7z5qagVdE9DqJpHePnB4+OTUiwBsatm5SuKEQGM7C4gIjq3oyzcjlfQYsf7Qyh3YeGoFt88OgGHoyG63D0ydj09f5+GHtuJ1BjEsSwx2Hg60bj4Q2bbjYTr9dfKpDCWjk1vLKl6Hj6am5nXjVddU7r/Pz/5oK96Wbj68EOTaZWdElILo2oTY6AwiCCIzt5KUSyWMehkZwDBV5pbGqNZ7iXbHGJ2WFXegJ9K+ZT+KkeXxwwPIUj8fnb3AyHtJvHUPhm6uA1gpJtjW6+KhfY+jGzVmpkbIdj9EckaIiEYHW3p2otUEZtJjOBwWgs2LPDQ8yqFDe3JqIeObmV8m2Ool1HOM3p0P4PPYWVi+wd+H0gQaOnjt1FkaHL0oLhuKy7YW2O21UasaOO0eXjt1FkmysVKe58r4eSr6AVzhbYS8HXj8jczNJrFKGcDKDQ2PripQraRnpOS5nTO39tMRaWP73ifYHmvH5RCxbfLxh78OodgW6Ww6jNtjp1rOU1VrawCyrUxNNfC6w2CF+d1bcVK5Wap6OxCnMxBFFCTi0wlmM9dxZs8gmOoMsArgdHpMS9RW5maHAqL0INsGNlFWa/gaGuhpDnL8W0coVgxS+VXZP/lkjuTMWl8xfzOJ2+fGrrip1wx87hZAIJWboaqrzK1MggXp4jxUkmCxApgAEkB8Lk1Xh68kVheba4IDr7+HcrmGJQioNYOtXQFESSK5XKVS09BMO063n+mrJ48DHPja9094Aj4cThmtZmIYFordTaWaR9UqABSqKxjFBK7iaEY0C3NDw6PWmgK3zRTMcsbMjIWmbu0gHGpBcoisFGSS2Ro1TSNXVAGQtDyO3NzaRmdpkgJ+LKcPQVzXm2vmyF9DqycTpy9NrXWwdOchPpe2Ip3hsoHcXLaHCXhakW0CoixQVmtU6zp6MYs6PUb1xgjlN35D3Gs/DuB/550TVcNONVvEWk5i2V2U9DLZchrN1NYAGmoL2ERtMT6XXgO4WwEA0zT1tJabDS97OrDZ23B57BjlPOrMdfSlBapvvwFA+K5NYSB95k/cSV449Ax5TyMV9E+zV1OAkb5T+3UK3FGhtclexaiF665W/O4WtFqB3MRH6K//Fn38KgCqx0TzGcRl5ThAyFE5oYpgqwsAiHNj2CSTaoOPurSao6swiqQvTQ8Nj+p3x/ysAjgcim5KpOzqUouumaTnMyyNvImv246urjaU0PMkjXsfhLdfAaD4xEsUr1+gmPwnpmEgyjJm6QqG0Q0oKJUEgqWnAP2z8dYB3P5wrJjFyZZscRsexU/rgRfwN7kwLQsAm92H466dvlATwSPH0LXD5JdVFhK3yFcymHbXqn91AVHPrAwNj667PtcB3La6Xl9JZJOn29TgAF63F0HuwOWUcXvt5PMrzM5+OgXT85O0tW5DsUdwenRkTx1TWD1aqcwjmPUEUP+8QJ8LcFuFtFkUKKuLbVVXG7niVtrbwri9PSgOJ+2RHsZu+zvtPVQKAppcJ1dKUVy6hlJdQBJFJD2XEPWl9Odlv5ECaxCilq6YesGNzd1i1ruYm05SzN9Eri+v+Rbnh8kqTQSb+nA6GvFIUFMnUqIolYDSvYJvCHAHAigMHoTNnT667uvg3JnzJCf+jCJkc3f8Kul3c5a9xWd6mmmL9mGVA6RWpNLQ8Ghho/MBNri3PrVSKcdAtJGj9weR0LFbywB3ftmQJLlqqvOYep2OVi+hgOeLHPvFAZxON6fPX+bjkevEdkWpuHZQKmX/w8f072X77i1kMnEmJsbWrd/LpI0WY/0hpb0tGA10POXXHX3S7MwtBFsEQ/JRtURFyyd+CCCFH3g91P6wKIsBFiYvYFN6cCgt7tZgORDpDJfic+l18/9fAQYPxpTt+5+NHn36p8pixpLawnW27z7KjakEuqHRIHvEXGrkOEAk+tjvDdlFXTPYt28PWmUajQ7pkad/YDNNy+u2ZQv3gtioCcXZiX/Z04kZWrp2EN3+KBdHponHh9jS3UVDk5+Zy6uOoTYvaiXHzZkruBQbu3cexbx0ig/+8ivU4pydDUq90RhWBg/GJnv6D0d7dz7I3955Cz11HqeWo7N5gAZPYM23qy1IuSgyf3mY+ZFrpJJ7eOzRp8AsMXHx6uTQ8GjlXnGEu1/6+vqsDRT5n9n4+Pha3C80Bf9P+zcsOh8r6ChH5AAAAABJRU5ErkJggg==) 15 15, auto;}
22.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJY0lEQVRYhb2TWWyc1RmGn3+dxTOexePdM3ZsJ06cyYazGgMhgNhKaZFADSqiFy2tilqpqiouigQSSG1V0QpaKpWb0lIVIVUtUSAQUUQA4yzEdmLs7N7G9tgejz3j2f6Z+bdehJiQTVy0vHfnnO8773P0vUcAuKVnm8e2hReSi5kn+BrkdEqvSCI/7x8YyYk93VFZlCtfaNn+7NfhDUD09t/iqax7oac7Ksu2bSHKIo1tVZh3/eoVUvvQAtuJNDQwsP/p0XR67qXhU8liT3dUllxijyiJe3fcvo1HvvU4j377+08APPW7x185NXie4x8OkEtnKBXyfx4anh/o6Y46gZ/e9MDzbbF4HFfqGAQepLGtiviwhFkGKeCXRF133S+7NlFXnea5X/6CklnBB2++iOquCZp2dXtrxDkEdFY0Or+39c7NtK9uZSE7Q+/BE10Amm+hP9zYRLizgXypiJUT+yPhmqziav+xs7K2PT42yDe++Rg/++F3OXFqgOmYTma2D9sqHJDaWsOiLOn3O+QsDz78A/556ALpTIbG1TuoatwCYoM3nzxaASQLi9rWCycTTC7M4Q2oDB8e7wIQnWr/0AfztLc3IlsS81OJfuDmUPtj0bYte6TIul2kcwWOnUkTjW7kyH9eQs9NIMABOZ9fRlBCBCO72L3Rz2uvf8TcyefKoijNfz6yuGHoh1TP+k6fpxLbVU06VSI1mVqZ6fxCJ86mFva/O45cmEfAHxSNhUOJMy86E2doACgUMrXN23+trmmuxVl/M6XUGFg5ZLe7EsUVojmyheVckfOz/UiFzPyJoZnno50htb7tjm5nRfAZpaKV+tadyIpIfOwcvR/uXwGoDHVQ44tQrmwiXViLlhh5WC65EIXy66Kx+PfevuFyT3f06bH5gbBW3Exz00ZGzldglnLImpZDcQnUNgZ5b3AJURDweAJEO0tqVWR3d82qHXvDHTsoaQUMXUAvW0Q61oLDy2cHnwagtW7zRRIXBCsbmUFEcKzDWDy/t5AYIdoZ6rsEG5tbwuNXATBNA9nj8YNl8Mnh09x26zp8ripM23ZVhXd317ft2rt+022EA2WW55LkzDCjixo+h5/q6tqrvldZ17hpTYCd7fX46lr48HgVp0649opSFYZ+1lXpqkIQRCZGZ8nncpjlPDKAaWlMLYxQLHfQ3hJleFwOeYKr9jau3onTTHHf7o3IUicfHT3O4Huz+MpeTMO6CmApG2d9h5tbd9yHYZaYGBsk1XIrsxPCXtFsYvWqzeglgYnECA6HjaD4kAEL2x7UMsktE9OLVNX7CK16kI7NW/F7VWYWz/FOb4JgRROvHjxKhaMDp1vB6VZWjD0+hVLRxKV6efXgUSRJYSk/zckzn1IwduGuWU/I14Q3UMnU5Cx2LgnYg4Al9/YNW11bml+VZo9tmRjdSVOkgQ3b72dDtBG3Q0Rp9fPXt3pxKvOEq3fj8aoU88sUtdIKgKzkKWkmPk8N2DX86Y0Yc+lJikYjECMcbEcUJGLjcSaTp3GljiBY2qu9fcOWBNDWGkaU5FC6bDVJcpDG5hAORSbgcdDa4KWjpYG2SB0Ojxuv18n01BTxsQWS031dAKp7Y7+sCKhOL6Zp41Q9yKJCsZzHsAwy2hKqqBJPj0MhjlKcOyrY5cHYVOIiQGwqYTU3+c+Lxfm7S4IDX2AV+XwJWxDQSibrmoOIksTsYpFCSUe3VFyeAOND+7sAdt37RL836MfhktFL1gpEobiMphcAyBSXMLNx3NnhT0Qr84/evmEduBjCSyEWrPzHVnLklrHRTdSE6pAcIksZmdlUiZKuk85qAEj6Mo701EqjK3eBDAFslx9BvCqbK3Isn0Ivz751eGCsfGlPWvmfUwkzEq6ZNpHvzKs1BL31yIqAKAvktRLFsoGRTaGNj1A8N0j+tT8Q86ldAIEDB/qLpkoxlcVenMVW3eSMPKl8At3SVwAqSjMoov5+bCqhreTnCsiCZRnv6+nJOxa9TShqA26viplfRps4jbEwQ/HN1wCouaypBkgc+ReXHi/c/AjL3koKGF+8XpsDzPeBwuWG0uWL2FTCqK9WFzBLe8ruegKeOvRShvTZjzD+9keMM0MAaF4L3W8Sk51dACFHoV8TQSkLAIhTIyiSRbHCT1m6+EZ3ZhjJWPhLb9/w8uWeV03M4XBmVIl3VG0BQ7dITCcZHXydRItKvNYgXmuQXn8f8nd+s9KTvf9Z0uvvI9GsMNckkmhRyedOYppFAJyFOIJtvANkrvS7cgT09g0Xe7qjx6zshXtT2fV4nQHqdz1FoNqNZdsAKKofx2Wd/lA1Vbc/iKHvZnlRYyY+ynIhiaW6L9YXZxCN5LHevuHilX7Xy2zaKC/tS80eJpGZpix6EOQI7so2asLrEJ0OJmcSK8Xj0xcolAREOYLL24bsDWNV1IGk4ixMI1jlfUD6WkbStTZjUwm9udEzYxvFUikXX1sopElrFrJs4Q8EEAB3RSWjg293AdS3P9RvGypGWWBpeZal2UHk3CiOchKlPL9PNBYO9fYNF67ldU2ALyAqZiRjcdQ2iguy7Fnj8baRy2aZm/mMQmKE+djpLgCH4ujPFLMoDi+q4sZcHoXM8bdlM/WeYOUHrmcO18jA5fq8cainG9rCfprXNHHsyKfMnv03TiHVf6mukHi331bruixvLQ3ta7HzQeaWpInevuGhG90P18/Al5TLpdnYXsmem6qQMFDtRYDkpXNJkpOWNo1llGmq9xEKer/KtV8dwOXycPjTE3wyeJrolnYK7k3kcqkv1ViB7WzoWk0yGePs2ZGrzq+n62YAINoZijQ2VP0k2PTAZsOx1j05MYqgRDAlP0VbrNOX47sApJqtM6HG21RZDDJz4TiKcxUOZ11rfVW+OxKumYhNJZav53FdgJ7uaMOGnY8+ueehZ+rmk7a7oabMhq49nBuLY5g6FbJXTc8NdgFE2u/5zJTdlHWTHTu2oRfG0Wly3/XQj3yWZUc9Sup0bCqRvZbPjUIoT579OJiIT1DXvIn2DXfTPzhOLNbL6pZmKqoDTJy4WBhq8KEV0pyfOInbqdC1eQ/WwEEO7fs9WnYqeCOfGwFMl7XUy6s6dz/ZsfkW3j7wBsbcp7j0NOHajVR4gyuFzQ1V5LMi0yf6mB48xdzsNu65+wGwcpztH3oZmL6eiXD5Yu3atfYNgP5nOnPmzIrvV/oF/0/9F1uSK2m8c1KGAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur53085 3.3333333333333s linear infinite forwards;
}
