@keyframes rwdcur202511 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGO0lEQVRYhe2XW2wcVxnH/3Nmdm57sdc7exuv7d21Hbt2nLhO6zomrZK2iRoCFa0oFHhpVKhUXniIUIUqigCJBxASiAeEuAjEpUpQUOEhhWDUEjVpQ5rEpMJJvPElu96rs96LZ9ezc+XBJVWos9015QGJvzQPc/Sd7/zmm+983zk0tifysb1DL45EA7+IR7xmIrU2C8DcjiN6O4sfmR54TvZ3fHk0FA4RFlNhn0tgUsVzq9uAaBeAHJkceNLjFL/z9MEx38RYiOnxe/jsam0nJTnDiVRxBoD13wIgB/fG94sC/7NPPTzaKTAORzDghGWCGh8KiT6X8557++Q9PGueWchWlA8d4PmPPzCmG/ZPP3d4TN49HGJ5joZpAR0eDoLAICQ5uXJ9I7yQqd0n+ug/5XJKvRW/TCtGewBmJBQ4Fgm7QiLnUJfSJfXNS2mmoZnWjn5vuaI0GD/nClTWGzcAe3F2NrfW6oe1BHARMIavJV6o6NbC3+ZSixZwSzctFwFVuFVdf7usqQNT0V42W6ouVtMZC23mwYch8u7zf/3viWrDVpQlKQLbBnE4PEMRd+e1VN3QbT1ZKBRyADQARrsALe2CnnD4kMcpfHd6VJK9HgFukRU/sruHXylUrZOvz69d4fkqAcpGwzx2M59+vR2AD4zAYLTnuT33BH/w0HCEPbQvCurfZli2DbVh4OpSEa+eXzbOXsl8c345+S20GI2mlVAOyFNj/f7fffGJXczc3yvYtdMH6l0Cw7RAURQIRWElq+Di+SKePDhIvB72wPKqIZUqlVP/KQAb7fb/5Bufn+qXJTdsyoIccoKiKNi2jdN/ScG0LUhdAjiOBssSRGQXRuMSYJt7siUzxvJCQlGU1W0B9MryA08/Mvi1/RO9NE0ThINOZAo16IYJgWeQzikIh53wuFg4GBoBvwCGIWBogpGoj5K9zvHryfJnbNpxolarle+2zpbVKxgMRn0dwvHDe+Psv8Y0w8LMzAquvFMERVF4aG835IDz9pxCsY5soQYA+EeiiHJOx5ee2tXJ0vRkswhsuQvkTufXXzo6GZlPlGFEbXQHXaAJhcOP9YB1bE4h5M5sDPhEGKYF27axe9iPwZgXpXWV8A5HvBnAlhG4byT4+Fh/APePBxH0iVgp0Ti3IuH4qevQjPcnt2FaSOox/Op0HqfOLIKiKLhFFh0uDqEufnfbAKZhA6DAcwyqtQbEoSM49NRRZAo1nDh1HbZt32F/OaHg/iPPYvKxT+KNtzM4N5veBNMtCAI70Axgy1/w2uXcK1/4RP2ZgFeEUtfx4xdfgEP0gKIorN5SUa1p6HBxt+2Xl7N49vABwAY4hsHlq3nsm4jg3IUsShV1uO0IWLaZ/O0fEqht6Oh0cxAFBgEGGApI2DkowePk7rAf6OsET9Pol7zo7erAgcleAICuW3CJnKttAIpA6uneTDyPi8Pzn51AX9yNSL+Ajz4cg9owUFEaSCTXUKpuYLDPi08/vgN+WcT0vl6Mj8YAAA9OyeBZUm0GcNdecGA6Ap5jILpDCPbIiMcVrBXmAQCmaaGu6ugOuLHRMOAUHBiO+TCxawRd/gHohop88iJAgNK6erp9ANvOXryWx4PjEeiaAsvUQZH3TGmawNcpAABE3nF7vL6eh2maOPvWPDjWwvn5FS1TrP2wGcCWlZCqVmevF7RHJkdC3R0igVLJQ6muvm/vbyW9UcOVuQLSeQW/eW0+v5hKfQWbrXpLbZkDJaCaK9eO/vHNJcW2bcycSeLs+Qxs28bCcgXzCyWY1nvnTk03YZib74RQOLS/FxukYamG+VUATe8Id+0FiqKUcmVr+t5B3+DOIQmSxINz0PjrGxmk0zVE+zzgWBqaYeL4yRtYXl5Hf9wDQihcuJrF90688+vlldRLzePVvBtaFE2fmVuqjvcExNiO3i4QQsGCDW8ni+6wC4RQoAmB5OcRi3ngEh2YuXAT3/7lpZ9n14rHNE37wMtJ0/OAqqrVeqH4yluLyphhGNFIwE273Q4E/CI4Bw1VM6A2DIiCA6Zl4eU/z2k/+v3cyRvJm89omtbS9azVMyHb19f3qCTST9CENtwufn/YJw6vVdQVC/YlQshAbaORSWYq31/KZGYAqC36xT8BeO5q+LyNeDgAAAAASUVORK5CYII=) 15 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGRElEQVRYhe2XS2wbxxnH/zu73CV3SUoU3xTFh0RFD1uy/JJtIWmttDZsOE2aog5a5OLAQYCcejCKoAjSIihQFC16CHoo0BdaIEXrBC6CHIzEUFHHiJXEjmPVTiVHtBRK4lMyRS65pMh9zPbg1IEbU5ZU51CgH7CHHfxn/r+d+WbnGxZbC/LYgb4XB2O+P3aHXUZyaXUKgLGVgditmB8bSzwX8rZ9f1sgGCA89gfddhu3VJxc2QLEZgHIsdHEt5yS+PPvHBpy7xoKcF1epzW3UtvOeKRgcqk4AYB+WQDk0IHug6LN+vunHt3WbuMsFr9PAjXAjPQFRLddGtgZDe228saFuZysPHCA57+xb0jTzd89fXQotKM/wFsFFgYF2pwCbDYOAY8klOtrwblsbY/oZt/O55X6RsblNiLaDXCDAd+pcNAeEAVL49NMqfHeRxmuqRr0oR5XWVaanFew++Rq8yZgzk9N5Vc3+mEbArgC6P03ki/IGp27NL00T4FbmkHtBMzyrUr1w7LaSOyPRfhcqTJfyWQpNpkHDyLIZ8//438vmM2I/X6/KLJs2ATAEOJ8KOxov7FU103WXGw2m/lCoaAC0L8UgFhX12G71fKLsW3ekMtpg0PkxbHhsDWzUqVn/j67em2+XGGAMgycmsssnH+gAH3dsed29Xl/+Uh/J3/44RiY/+hFTRONpo6ZT4t469KCPnk99+Mb86mfYAOzcd8/YTQU3T8Y7/jr898c4qb/IWN4uxvMZwS6QcEwDAjDIJ1TcOWDIp48lCAuJz++sKx5VmX57H8LwEdDnt++fHJfT8jjgMlQhAISGIaBaZo497clGCaFp8MGQWDB8wThkB2DcTcAujtfonHJ6UzKsryyJYCeSGTfU48mfvTVnRGWZQmCfgnZ5Ro03YDNyiGTVxAMSnDaeVg4Fj6vDRxHwLEEA9EOJugSR2ZSq9/lRftrsiyX7+XR8u8ViURibXbh9JH9cf7fbapOMTGRxrXrRTAMg68c6ETIJ93ps1ysI7dcAwD8M1lEOa/he8eH24lpjrbyaXkWuCX+5ZdO7AnPJsvQYyY6/XawhMHRI13gLbe7EXJ3NvrcInSDwjRN7Oj3ojfuQqnaIFaO627l03IG9g74Hh/q8WHviB9+t4h0icVk2oPTZz+Bqn8xuXWDYlGL49VzBZy9MA+GYeAQebTZBfhc1h2bBjB0EwADq8ChUmtC7DuGw8efQXa5htfOfgLTNO/SX00q2HvsJEaPfBvvfpjF5FTmNphGYbNZEq18Wi7B+ancG88+UT/hc4lQ6hp+8+ILsIhOMAyDlVsNVGoq2uzCHX0qlcPJo+OACQgch6szBTy8K4zJyzmU5Eb/pmeAmubi628mUVvT0O4QINo4+Digz+fB9l4PnJJwlz4RbYeVZdHjcSHS0Ybx0QgAQNMoJBtvb+XTcht2tLcdP7Qnsrc31g5J5DHU50e10YTLa8H4gQgMw0S9oWEpXwFhAG+HiEjYgTWNYudICMMDXaCGCo/biosfZys3Fws/vZfPuhXR+FgYVoGD6AjA3xVCd7eC1eVZAIBhUNQbGjp9Dqw1dUg2C/rjbuwaHkSHNwFNb6CweAUggFxtnmvlsR5A7sqNAh4ZCUNTFVBDA0M+l7MsgbvdBgAQrZY77fVqAYZh4OL7sxB4ikvJjJov1X/VyqTlErgImbqWrn5tdMDf2SYSKHIBSmXlC3v/XqE1a7g2vYxMQcGfzycLJUX5wdramnovbcsknC+VKkVFfebt91OKaZqYuLCIix9kYZom5lIyZudKMOjntaeqGdCN2++EMDh8MIIGq1LVoC8Vi8WW94R1zwJZlkuFMh0b6XX3bu/zwOOxQrCweOfdLDKZGmJRJwSehaobOH3mJlKpKnq6nSCEweWZHF55/eM/zS8u/HA9j/udhtQmSReu3yyNdPmkeG/EBUIYUJhwtfPoDNpBCAOWEHi8VsTjTthFCyYuL+Bnr179Q7XROKUo619Q7lsPVKvViqAab7wzXRzSDT3W6XWwDocFPq8IwcKioepoNHWINgsMSvGXiRn1129On0kupE4oinLfK9pmakK+Oxr9ukuyPMmyRHdKwsFAh9i/WmmmTdCPCCGJ2pqaTReUVxqUTqTT6cZGBv0XSDp8JHDFUdgAAAAASUVORK5CYII=) 15 0, auto;}
}
div.testarea{
animation:rwdcur202511 1.3333333333333s linear infinite forwards;
}
