@keyframes rwdcur117469 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAED0lEQVRYhe2V204bVxSG/9mzZ8aeGZ9mbONwCCcHiAE3bVEjQprcVGku+gK9yFWl9pH6CH2B3rS5SNQ2oo1ohCghJhwTGTDGHoyN7Tns2dOrRqpEIjO0VJXyX27t9a9Pa629F/Be/2eZ+Wukr1C8kAcJG5i5/qEssYPbBG7/fwJACIxrc/QbVakVzYmPLx+ANfeL6XHxfiIbvSsIYiSsDw0T1Dd9C07bXni+njE6LTrnnW7qAOwwXqEq4Dbrhkuu3NndnkKjO1YUQPJhfEIDQNQ/8kiyILW34DlOlmhDn6Wn5i8HwJxckBmX5wSB6BFnB5Qdg1NzgbWs+KUAcN9Pe9AXqFeLyLwBhVXgIDZD1UzhXwfIzN4jIiEFNZUqKMERQcBBvRrkaGBE4onb2dn78nkBxF4uxfrG9Fh2fEqg2hf9w8JXI5OxWSoJtFYTkOhPYfR6Uszl7EyzISqylmWakWt2rD23F2/hrEMjf4P6DotzpzNI9YFbXO77nImJGS6Q7Hje0X1oxGccpy0GLSbAdqIYGWrx56uRjusQK0K6y8Sp/syaO48ZZ9uSnjgNAt+1Np69G8AYHY3HdPuG0Wd/cuJ9cLfemip2bfRT1qCyV4HsH0Ez4tCGJ/FqT2N+83WZS2Z2cERSYW2idVCDL6VhizkwmuSyolRS6tZKRl9ZOq50HrVtY9UPpOpRafUtLWCdgfQAf3B1mn3JlMTNw/pQMmhbROmUoHhl0KAL2wZskkMAxSad+qIoiUmByvHG7g4UdgTiWSDeCXxOBJcmY9nBSn5scncGnOnWq8auj2i5e2wFZ1bAnCgQQRCTXrMywoPoHY9c+dSn5o1ASmRF1ozIfo1mBhXoA2N4vZeAANiMQe7vdwhtb6O8XoMrmpxJGTfg7JQya00ODn4SWeWJx7AcNYeso9Ly32bjzBn4S/GBCZUzNx8Q/ZbnS/OCmitOzEbzVDX1gDMclhnMLAWDCiNm2X/87u47J9WShPYTKnpPwe0VJZGuVdcW+dtyvBPgTWUm5wmz20kI8oiqtB8Y+dmvu9UDtX1oQTVT0IfHmVff+P5wz/s2ANZESqv1l4s9vYKellF9fZEDsABYwthNefOFfU927YLOj9GqiTiwSVNj4ndiVPux9vxhL5ZvdO6fMODOdtCprnpihvs+YItpCKxTZp360nmThwIQ5aglU+83XzZsm5hgUhY0aD6jql4+d/YwANbLRSb4J78EXtvqqgVworlCd/+H+sbTnnp+YQAAEAgpSb61IqXSkKm9DbhLYXxCA5BIvCkH5SfT078ipZaWiaJWLxWgsbWEwD16nI6+2Nak148A1gkL0NM2PEtKwuyytptpdzMPq6W1UAN4IRnXrtOIJo0lrw7rl578vf5J/QmaRcRxBxU4JgAAAABJRU5ErkJggg==) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRYhe2W3W9TZRzHv+e1p6dd13O2dmXdCytj1A5wsrLBGAgYmC8J6jTeGI33atS/wn/AC70w4cYLEl9JjBBi4gDHxsuEUd5mxyxbWbt2h65dz/t5jleaGEHoSYQbvve/z/N5XvJ7fsDTPOFQXgs3PT8KYqhBmvfp86fP2V45tNdCYjliVCq8KwpWn1cGADBeC328Ez/yPvu5slhfsPj+32qFJU8czyfA8nxa2hJKCC2hQbi06JnjpSjSt51W7eY9Xx9/A/fuZHcY1YkwAPWxCRDTimlMy0jmZBmc60sKDpMEcNcLy9MV0EJr2qGben3KNGytEobYOda1a8wbq9GC9vSLgmEywxSI6DNz4OxV2HR4l1Yqyo9FwDHdmOH4hzhzReDdOgS7AMP199FCZOv/LhDddpD1B9h0+zPJrRxqIMQBzArkeCQsRdgxOTEQbFTgkfpAy8b+cGhDaoAizvjht1Mf7jmyrVdzI8hlK2gf2ImX3tvJ7j7QtHFxbi3EBHpsf1NTrbVvu7GWn3cfxv5XK24f2AnigLc0O+Soei8T7Bi12dYxE4Ekw/PyoXdGRL2yCouN4eLkKpIpwFLrGD4Qw/Gjc7qSVxQfVb/JksqkW8+dcmHd5EOhKuDoy1em/1sgMZzqaIsbI5G4MZhdPji0eGdDyqgqrZyj0LxdBO+sItiZQix9EKX1sFnOTMwG4psT7Vs2ymtXf4YyexYuL0Fn22AxLeDFsBKNa5ktXb9crq9UL5VL8pRmcLfnz07//Xf84woEnz6U2oWPB1+x3qqwuzct3O4IQMlQgnoLvFUA4xpYrxkoaAkQWqqRuW++cPnWjpLWvUGZ+QGClQdrr4E278ElBIa/y5/YG+0+9NqF4aaA0b90rZJXNeF6JV+07nsCXUM7eE0py65R7bWo6H7die112PBWiguGaXNV4Mk9umtwAJv27sPdFZkUcmpVauPF9jaNr+Wu49qJn2AiAJuL6i4olbErWR9TmhKZ/K+25Z4PtHWvsDyjzp859+A38FdaNj8Ls6qEGV5I1tfMffBHh7lwZ2r8gxeSxNahqBLOfD+H9OHtEJkiNvcHceyzyyvKwo0MrRfPC35qmqHM84zPVyj9fpU88iO8r0xfmqcZXqYYobc7wX3UOfrqmzcmZlDOXEJzVy+eG38ZpDgxM3ki/6ltkxkQrSCEJHVx6seHshsaSDpGXodRW9+/bspfcvVsIkiWYTESVGm0GqJzn9Bi89H85LEH7vZ+aagRLU1+B9hq1q7mb5q0TBziwqBlEL1WsGrlqUYXb1gAAFxirlBGadrhI6aBZphcDBylzgqS9EejLE8C5VsXTDHInHYds6IJfXCYJpvW8yeXLp7yNA94+kKJuZ5hSXWO7dkPnxhcsuvFKS8czwJsUFJErjB1YDyHWNudWS4Y8jYQehVQsleIyCxP7E59ZcalyWlO5Ne9Cnieiv0tkTpD7B1LWeHbhQu35h67gNTTY+RmSrctyFerxdW6V87TPPH8CVp27LpXPGysAAAAAElFTkSuQmCC) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsElEQVRYhe1X3W9TdRh+zkfPabuun2vXru02WFeWUpANKFMRGCgfBoUYgomamBiv5MorL038E7gxXpqQeA0SMBmDoAxwTFYKGxtDtm4t29qefvf0fB8vCCZkEtIDwRue+/d5n7y/5/34AW/wP4MwGhg7soekNMGnU0z13oVrvFEeymig1W7yxLby3zZKjbq1K7ZUSi8Z4iGNCqBRCe3/kvqmd0AeViWdNs5jECa7J6E5AnbaKW8nSMoMoP7aBHTFh2iu5N555ufDqC5WtzbLF9yvVYAiKqGabt9xd7QIiiB7rQIRB2DIBC17IHLgBFTdskMlbL3mwji0WtaqW4MfREaOG/JTy0F8qWTlG9rbJGQrI2XAqAUocCTqqyu+1yJABxPSzP4ELecZE5pg5TVIsEYpi2/IiICW5kA4cdjqbquc7Bwc+VTksmY0CwDbjsDQPmZjqKYTjHuylF2ovnIBndHBDnto65Cljf3qs+8Of504sjvASSFklgR4B/fjxKl95MFDnnBmgQuKCDfbnM6af0uiWVyc1V/Eva4LeoZ3krpGmSVec4qVZpSyhXY34TogyW1RmfS60/WdZkcpDGcvA6KzAE90AJmiB5oO9zL/1hdFef5DM+t9oHKV677+4THSpMxYnLayrskCyZDKo9//eCbfv7tg2/FdkEqleLC7stu/yTM4nT6SmL/v2Chyy3ZGzoNR1sCQPGwDB9G5fQRSjZOWb4xNOvo2Rzr6Nvm4+WmUp85BUwgItB8S5YHJ1V0PR+jFbf1jSbEw/9fCffamSAaS0xevCusroOskxNK2aII5NbBXjnFXGHJ2lgYprIAR5sDodZAkicrCHXBSEN7ODt6icL8Ia6ufzxYsPvVxEuZaBjQ0mIk1EEw3RHe/zRHzx3d9rMTlFeooX5ZPL2XFhwCEdRUAgP6RhE2pFXyEXo/Xxa6RSsU5pFKuKEGxTkouMGZaJPsOHEPkvX3gBYs2Nz5X9QYZayASZHJz9zDz6xnwNQEK45N0wsSTEDN2eyPptDy4IVcr11XStdTeFS7PXLyi/acH5q9M1PFkpD7yxYLnLfqimyJysRon7FFZ3y7KH4/v/WhTr72nDclbdTKfXXb6e/oR3ujA9i3dWP17uFyduDlDVOcm2mzUDYqUJmiRzczffqQ8ycABdx4+44HndkEjv6oL1TLfLOfT3ujmm1Y7e1nJpSZd7UqXZvZtSI3eAj/3G1ShicAGD6TM5ZnU+bM/sG2201Y7e6490DWVvX21XM+vaM/Lse4JXoTwu8fIeubBUXTu/RGFVJdFSENhvVCDB3lzbfx7lbScXp26JLXC2dIkXB4/q7GuQLKRnb0nKBaomgpRs6Key+ZkUb/UavKWBQAANCkHYe22YuqQJNggmQKg1UpKESsPXxz8CgSspq4JNid7VddR5S0DUGmnZlK50eLCtKF7wNAK1cRq0kQri/TAJ2BdgYLaXLtuhMewAFO7I+dycsn3TxbR01eYZZ0OYxepUQH5+1NaOz03duidnxDxj06yNpOh8gMvcZTWCnwydQGzj2eEKYJ0tez+pzD8L3Bt6BPSyXK2Ibj+TN+aLhrleSnEjyYM/yve4Cn+AY+8DrKRr4D/AAAAAElFTkSuQmCC) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur117469 1.6s linear infinite forwards;
}
