@keyframes rwdcur194121 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKklEQVRYhe2W4XHqSAzHf7q577uuYDcV2FQQUsHjVfCggtBBSAWECiAVYCo4UkHsCsAVYFeg+yAvAQKZvLkvN3OnGQ3GXq3++q+kFfzXRX7X4HBA2xbaFroOnLP3g8Hv7/VtAG2LqkY2mwNV1dG2oGoAvDcNAbLMAP38+X0wXy5URWHIbLalqqCuLfIQQMSc7ff2LsugKCBG0+n0eyBuLmpbp1XlWS4byhIGAxiNAsMhQENRmG1ZorsdbLemMcLdnYFRhefnr4Fc/Xg4OH19hfW6Y7+H2Swymewv1t6rmfteA8vlM4uFMXJ/b2C6Dl5eboP487NzdLsV1usWgM0mpyjqfoNcr+N2QMZkgjBDceBW9iXLvoof/jj9s9+jdR14fW37yEPvPNcP55fiekBTOf7FWGgae3585IbtBYC2hbK0M59MHA8PESiuGJ+8cmBHAMz7Dx00Y0vQw8ES9seP6yAuGHDsdnZ+s1knEE8ivJSu9y9AOH+taT+ks2XEeM39CYD3d7SqOqrKMtjkVeBNzMGtPPLARJijR+cd0AJjVNXKVcz8EwtHAE1jlHUdPDzACnR5NNgIVHKk+riXo8NzdN6eaA9ms0FErFlZCd8AkNqr9zAaIQnqEvQDzFt/LL04oJvJJ+enijGQ9FKOZZjaa1rU254RvwQVNoxBIFfzj7LvDRL9iSCAe9T3xMmVUzwCSL09SXMSZJJD//sECjV0Nc+ri0VXJDn+koG0oKrsOTGQAkvPHbDHsmHOjmxfMeWnkKM0/aLkSOw5BMuxNm16Imdl6L0xAbACOfRRN0Dd6xariQpEHEQiL6z1sX6CFmGIpUnK18b2BUvyLwGIWL2mptH00SY9AENg4hxrtgoQQkYg446CJ+bKFqFGaBByIAfvHaofnfEqgLa1I8gyu9U4if5gTFIAoxAYd51Iz7MXjziHx5MRmfGijzwZj2/IrrTcqmv49esLAM/PVq8h2HXaMyDasxmBhxCYNo0sWeuxPpzDi8cheDyeQCTyxFx/MdYsc+z3He/vsFh87mZnR6Bq5xUjFIUdQwTugEEIxD6LPNlZnnmfIc5AOOQIJZIDnqq6Tv8nAIn6EKwdD4doDVKEwL0I464Tc3peT945nDjSN4cwaSfMdENZNqzXdi9cA3BWhnWNZBmaRq48hxDQ+zrD9/W54q+Tft7fwALeCV3rGDOQNMptt1vK0va9Hv8FAz0LksolVUU9qnjovdnt9+HYCWSVyKCJQjno58iCzWbLYgHex1u+T0K4InmO3t19TLtp+nXOsno8Ntv3dzTGNKR66rqlqmC1gtEoMp1ejnLfBADgHFoUVhUhGIBTMKnBpDa+28HbG5QltO0/nIovRPPcnOf5x0guwrHBHA6WxItFznhcf3ff35cY0RBQ51BAi8LpfB5vznz/y79e/gZ5n78ZJClE3QAAAABJRU5ErkJggg==) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhe2W35HiOBDGf7q6d2kjsInAngiGiwAmAtgIdi8C2AiWDJiJAIgAEwFyBNgRuBVB34NsoBg8wNTuvdx1lUp2SdX99dd/1PBfF3PvRRF0v4eigKqKyzkYDGCxuF/PpwAcDuhuB9stbDbRcJqCKtR1/Pf+cyD+vHWhadDNBlar6P3LCwyHkKYWVUdZBtZrAdB7HbpbRNCisPrtGwrobIaqot35aoXu96kul6kOh6hzp7NfYrxpMp3P0TRFx+ML5SlKhpKjPKOM0Cx7HMAf/UeO3a7C+/g3nwMJSoKSXhgygANjYMlaVxR3A7kKoKpQa5/xPnA4wGgE+ahHg40r8zEpHY7wABG9Seh9SdNAWUIpH6mwYAJliVlRaGd8yVq/Mr6ZlFcZUHV4X1GWkGW8z+1zB1v6TxIQhMCHqPsBFAUqEuu7aSDPWwM9vlgLvEbvBUFQlPg14+fNWFwNgYgiAiKxydA1mRS99D6YQKRejp4rSiBcXH4AQF0HRCCEmNnwqiBQfTfkKA1tGCysgxFEhaaFIAQC3GX+CoDOc9W4FoufcIznUvEGmBqSqH/JWisO1NSt59IaDgCMGOuGdW8yvgPQGe4YiMZD9Jaq3WdKDdSwYI7Bnt253B9kIITOcCc1ke+q3UP77VA8HngCk/OsFSWCYLEYDBbLrefhXRV0DHQymby2ICqgBAogAbzBWlJrKUCn7BDEjJkwIG8bUqCmeQzAifpYYiK0xiugAZ6x9itVm4bOORIgB1agK/Vkkx0Vlcl5JmfwIYCrSQinCjgBcEBOkoyp66mxXTtyji8tagtsTMkT8AYUbB7vhD9+YLoQWBsbUqQ8I0n+oq7/NnvQc83WGAynppgCS9Dv3K7Eq32gC8GRATsgcTkSUgC+nF82BpzDqV5mL/kt630A5KyNq0KWFgSmhHpq4KK4VME5rAhydja8czq6+hit16cwhNA2JpkC4E89MHpvTIyVtVhreckhf2A06x1Iztk8teTr71L9tmO9qBnn4eHhtBeA9ycWut5gLTqbHIcf47fCbuHZbuHtDZ6eXJ+6XrkHrTrXPrvEqsiy+Ex37BcFGGPxPvzaqbiTJEGzzGqeW03T4/Sr1sY1m6WfnobvRjwcokniAIdzlhACeZ7gXMl0Kr/H8//l35B/AI+Vub31gJNIAAAAAElFTkSuQmCC) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9klEQVRYhd2X3XXbOgyAP/bcd9ATSJnA8QRtJ4g6QdMJ4kxgd4I2E+RkgqgT2HcCSxNYmoDkBOgD9ZvjWLJP+1L4wKZkivgAkCAF/4IUBXrts/9d+6AqWlVgDIjE67qGNMVcMs5FnVupKjTPoShguYTb26jGgHPw+Ah5ft3Ys2S9RkXQ5RK1Fr2/R3c71DlR50R3u+tTMik/fqCAPjygW3pD6zVaFKhqqkWBbjZ/AcJi1ZJolqGHg+gWdAO6bkDyHHXOqvepvr7OA/hwifHYChzzJatV6HKswFfQwwHq2iOSYgxk2TTEbICheELXDgP9/zt4H++LQJpOjzULICEZeRLeOKaNeiJAXR8xRrD2DwCkpAoGQUYIvLnyjToHznlETBuFs2k4C7DkVgVpFvQYYsmtwth7B5QlhBAIIdoV4aycBbAIBoNgMcgIosZBY7hu1AKqvc6RdwHuyNRgEezoYzqI0AFUQAKsRLjZL4E2CtMA7+4FVhIsAVg034oS8MHjaaY6nj3wWYSvacqiLPlUliYPaBsBM1GQTwKs2SoBkAUAi8F/YgGEJiOE6ht5gLzsuqiqJYRhGryCPYlyEuAn29h5EMI8R7Mj/fZVAc8AGUmS4n3TPbQUcUk6B+8ZfxdgQNL5kFWtM412MAV1DdampBa0WfshRG0L0+UAP09Um3bBu+YXiKFYNIYWbDZ9+L2fngPnC9GoxJ1QAIqOyHuHMePwJ8m1AGv6eTD03tMXfwBezJDK2j703sNicb4SnZ8Djw3EA9qBDLWTtgzF7nE/gKqCsgxnkzBvN3zCdFEYed9KGwEdhX/K+/kAAC8NRKsjCAcEXl8/d8arCu7uprfDy84DvzD+11vjEOeBjkIfAjw91ZMH04sPJPs96BF8BcMdOs8f8T4aLwrYbj/OGu+qo/PhgN7cxPbQaFHAbgerVUqeV7PGvupIdn8fI3E89oYPh6jWCllXNqfl6pcHEfTLl77o7PeQZQkvL9N5/+Py/PwXX0T+efkNsmuKYpQUmXoAAAAASUVORK5CYII=) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2X0XXiSBBFb+3Z/y5FIDkCiQjQRACOwCaCIQMzEdgTgdkIbCJARICIwFIE6o6g9qMlwGvMgM987Dm7JRpJCPq9qn5dVcB/3eSrPzTDQgDvwTkQ2X9Oklw+75cI1DW23UZw7yHLQBVubhx5nuB9w24HZfl1Bz+152fs7g5TxZzD0jSeyxJbLLD1GjPLzXu1qsJ+K/jTE5Zl2HiMPT1h3r8HcA77/h17ecHMxvb25my5/E0knp8j+HSK1TWmYClYznuAssTm8yESpVUV9vDwOYmL1sgdgYR4j/RnPRqZc2QiLMzz4weMx44kUbbbltvb01h/XEJg/hCBT7EfhjpHpkoCbAKs19A0AecUEbi/Px2FswQm3NmY0uoa0iPv/0nGAYkICZB5TwGyWiHeQ9u2OBd3ytUEIKCkhNWE2UJxR0+O3VHnyFXRtqUEgc7ArGmg6zwiDtUo0qsIBAwIOITtoiSADFE49j5TRb1nCgLeoiICr68xT5jFZFWWV0bACASsJxKXhJ7EsAzqHCNVbr2XCEX/1Ng13bnpAfjz3EOPR3pwQxCMCVNb8SrDzhglCdPdrgcPgN/THyyEUxL+BYGUzAJ+P1Ek4DEcJROrWImCLZqmD3uz97yHja8Q03QIh3pxEYGw98QfvQ/mUNRaPPBqsP5kFsHssDCn7FMNWH/4/dUAnFJqiccLjwBTgSVQATtiJNp+dKj2bnjoTkjiTASCpKSmCIJDETLNmeRTZptbYYnhHdwHY7kSSA0K3udGj/TqMIO2vYIAQEICODLNKLKC1GcR/BlzuLgTFJhgrFqB1iAHsiMSh7J9VQQAci3I0oybpMBvPbMQwREQ12tvKAhjjM2QB2og4fGxjtEM0ftTIjybB74VEwod4yvj7f4eniK42x+9KZAABQatxJs3iiKGvuvimE6vJGANbEbfuOvm/LxhnwLFHbmyr0bEgpFjUAuMgBj6toXNBpbLjxXxspZpgZHGbzscqgoGvvUEH9ini5Z4XSFVhXUd7HaxMqoqq5X/gHdWA3tLD1TFCeIEa09sbheJDK2Y99A0UNcQwkdwuLAfYIasU7C7lLfSM981BCAMHJ4QfiL8hWwXMfMNwFUF83l+EcwvraowM2dmWNPE/u/4edfFdu3lJbZleY7N58XZnvDqtnm9xoqCfYYbbBBbXR88T9OU1ao9i/Glvv3hASvLSELkkGSaJqq9quDxsWQ2q345/5f/ODiHjUaQpjHRDIrPc2WzOS24/+1faX8Da+zYCmj8qA4AAAAASUVORK5CYII=) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhe2W3VnrOBCGX+2z95IrsKjApgJCBXEqACqAreCkgwMVkFSAqYBQQewKLFeQUQWzF7LzQ0LOwrnYi915HsWOpdH3zY9mBP91Md9VFEHBopr+xxhRhYuLr+35pcUiqLUlq1WgbQURsDbNZZllMvGAINLTdTCb/Xr/f0RAFQ0hZ7nsWa8hBGjbBB5jel5cQFmC91AUFu8NIsL19fe9DMBmgz4+otMpCmhVoc/PTt/eUJjruG4+R71HnUNvb5PO25vVukbPbH+eXQjoyws8PUFRwPsrWKDf6s0VFBDgaX8vrarkkbK0qMZPw/HHOcsXiwRelgl8lCtOWXWjMB2/mxCg62CziRgDz8+nPfEpgdUK3t4S+GKRLAeIQH+wMn4YpQI0DaauU65sNmAM/PhxTOIkgfUafX1NyfbwkFO6w/ljU8YwjMMpQIyY1QpE0irnjhRPE2gaWK9hNrPcT3b22qOVOoy4R2IzvOcKXpsGs0+gqg75HxFYrdDxmK0fI2YAHjPIDnApD8avo+WbYaUHPNYW5Pm9hgCqKQzeH+L9+ZGASHK99+DC7rvZsxVgNzWCB8ABGdZ6sqwkzwuMy1gun8zlJercrnCdJSACk5AAR+DxyQciKSW7AbjE+wnGFYQA4d0AEwOHwEWBtm1y3xGBsbbng8YItE2zGLf2ptCusfYa729o24y2nXxaW6xNYWjbMx4AuH7dQWcDka0BQyoba8EsuP0RidS01EnFDo6KfCp5Dn1/hkBzC3UNIhjibqcXVmpwKEKQwJwHEHA+R6MQXdzFaT/Wd5isRlWTh/e2PE1gPK8JcDwDihIRNmwINDQYLARB6HGZI3ceUKJGNGpygiY0a1Nu9T1Mp7Bc/oLAQhpGcxQh7hHoCfTjOegBB4KgClnmyF1OdOCi0FfRQIp9jIlEXe/6whGBpkmtdbQYIKIJAEEQNsMTSEd/eE3pqagqLnOYPKOnZ71GY0wluesO8Y4K0dNTyq/weLkF3gcXeiKyJcc7Zr8VRImICLKJNJeNGT061pf4ITlPluK+T0qbn9fU02oLHfeoxP2KKhxU5SiRfhYMQNcl60OA93cI4bAtnyQwn6f67T1UFfy0d0QiMvwqcecBdsDblvAXW3BjEnjXgchxN/m0Hdd1cpf3luUSuul8a3scKJz0wCBdl0pv16XWvlhACPFr17ObG3SxQJvG6nqNvrwkiIJSHU5z8h1khXKf5lVRkaQzn6N5fv5adlaqKpFYrayK5BoC2nXoaoXm+O3GIaCaDoCKOK1r9OEBLYrfuBOOkufobAZXV+mO5/0FqfMFdg3aItLTtkLTpNtUCJa2Pe/2L8WkLNGrq5Sc3qfiMopIinfTpDGf59zd9b93Jf+FaFGkq3ieo9ai9/f++7H+X/4t+Ru0z2FmXkRTRQAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYhe2W33XqOBDGf9qz7xIVoFRgUwGkAkgFm1QQOkhuBSEVBCoIVGBSAXYFiAqsqWD2QTY2AXJzd/dhz9kdjo+F9ef75tPMSPBfN/NXJqmiIqDqAEVEAIgR8vzX1vylwTE6hYyiqAghEiM4l/qcg9FoCERUhdHoe2t/a1BdW60qx3p9YLeDEOBwSKAtCe8hz9Pbe4v3Qowwm32N8VMCIThdLCLbLdQ13N7CdOoYDCKTSTf/6QldrUA1jUlkLKrC3d11nC8JlKXVtzfh9RUeHy3LV0HAwB+apioQAQG2/bV0NusUAbi/v4z121fgi4WwXMJy6Vm+Sq939WkxBTKFobaOlSWUZdoia+HlBeWCXSQQArpeC+/vsFrlPN6HY5+jv5BceFJ/CJj1Gvb7Ll4eH89JXCSw3UJRwGQCs1lp+r7Hk5G2p0C7HQ7wCmMFzMdHUgFgMPiGAmWJliVUFTw8WByobX3rQSZA6b1b8CHgce6GPF9oWWJaAs7BeHyqwhmBEJJsWQbzmWBJ4dYnkVBXpqPT6jLEWo/PpozHj1g7wdpC67ohb+Hm5hTv90sEqgpmM4gf6Vsb7zQkTsnE5slwLifP74g6ZLMRYGIAVisYjVBru8J1lUCM6SkXSVAhvY/h3fmrqfcAZHh/h3NTttvRaYYsUOYYa8GYpMJVAu/vaf8h7WQLTq8tQN3AJi08PlsQqomBZ3j7FOk9Oi14lqFVlXrOFGjNN1qZdpYxXQA234ypmM9LApNGketmekRC6NonBGJMA4dDuIn26CMimBiZNf4U7DVyYMET7AAPduAwn+TVZpcEwblUpkVSem82Fwg8PGBeXlDvYbg5cPupVBfsFYTIgYp9+lgCBkQiOIuzBussxjRJ4joCdZ2c3Gy6dc+2wJhUv2dNqK/ZqW12X4gowoFA5JAy4QODb+RXISqoKMYZLI7DLBzBRBKJvp0RUE0Vay0lYJt9FQRFESI1sfkdLXCilRgBtaimMbtdusDUdUrxvp0VovZ838zzBrgPHonNP22cdjjlA3MsB8fiKMhDNNDdG6oKsuw0UM4I/PiRfPEetk859MClabW0gE6Jmu5IEOA5rRNC8j4E2O1gs5GTuLp4GJVlyjTvYfc04o6JEZRI7HmfFLBtch7oimKzcSGgYI/gg4E7w7pIYLnEVFUKyDyHtzd0zp3Ro+/Sq4yNQwFzPJFfMXWNOmfZ74WiSGm33cazS8nVC8likS4VIkmJokD925wFz0aPOifz+MQnAmuMKuqcoyyF7RaWS4jx8o3op3fC+3t0OoXBwOIcWCvH8+L2tpufPAZwiEBRxCO4yHWcq6W4teUyyTkaCVkGNzeWPPeAQTVqOiFSHBwOJft9pKpgvQbvM0Sqv3cr7tt4jI5GqVQPBpyUV9UUvO1l5prk/4hNpykNvEedS23n0Odn/+WB9L/9K+1PwtYtCecRpF8AAAAASUVORK5CYII=) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194121 0.66666666666667s linear infinite forwards;
}
