@keyframes rwdcur104741 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrElEQVRYhe2Uy2sTURSHv5ncTG1ak5iH2JIo1kIDLVU0FAU3PhAsCMWF6EqQgmv9S9SNCuJCUNyIrsSNorSI+GikxAe1rbVNa5o2TTKmSTpzZ8ZFU5BS1EBxIfNtZnHPnN937z1ccHFxcfnfcBxHTT1P371tW0lhy8if6sVmhH5+N3GmsqjfVJu8mcf3hoLZcEBexMkBfmHLr8BbqYonG/2rbobAwrf8+Xz6Q7BmTvWUZguxVG9sDrCBIuAFjghbXth0AWlKMTL8edAqTvbvPN5pfMkW6Rvorlwq13rOlSoFYAEIATNAt7Dl4fU9/voKxkYmThfnS77kiX3PUi8+7JemHXo19O5kfmLyrJUr0K72Vo4dO6pFIhFfbdmoxGsrXQT4VJdoA0pAHzDckIDjOKQfvX6oTT8a2GEqfHy5RSaSeypak9c/+maEFrmA0RmkfecubX56cWlypaBOWVb2Scd2FYgC3+oCCSDd8Alkxr93qJPpAedckMx0lzzYl6goiuIH2HswSaYtLlu3+kSL36d5/M3a9Xj42hUcyeoMaPVvATAA3/r+v50Bx3E0S1q9mq/K/EKIoGdHZi0cwONR2dXRJsLRAICqm1b2Ck4F+AG01oOjwDYgC8w2JDA7lo1lUk8fBPp0ckvtuhCeUUBuVGusmLaZ01svL5VDrE6+BmwFTOA7kAdyDQlE46HiUvjA2PPCKT2iRW5Vy9Up05Bl27aNX8r0Uv6H7vUKo1ozDDPgiwDLQKq+45b6aZSB++szlN8JwOrLBghFUYxPb8avepvE4OyX+dru5ticWBExa8bSlxPVO0pE2T8cbhm7GA+L+o6LwJ56mwnghlSF3bDAeqrlWmxqdEZLHOqctjxWO5ATtqitrQtbtgL9QBDIAO+lKuYazXFxcXFx+Wf8BGiMHhb1PiJxAAAAAElFTkSuQmCC) 15 16, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwElEQVRYhe2VMWwTVxjHf+/5+eI6xIH4kgawBYQQQoNaBCmNGBgACSRAShEDMCAxsMLMhISYYGJFIKFKEWqrqgwdurQMdAptkIKrKoGEJLZDnLhOcg53zuVxj8EpYgDjBCbqn/SW093//3/v+753UKNGjf87YjUfaaliwFnAAiRQAL5TgdYr1ZKrMI8AF4AmYAuQBBLAZS2VMsbIgfupPmNMUzV6aqUBgDNAADjAOoDCuYs7Jg8dPSmVODV190EkEo6MCiEK1Yit+AQoH3sB2ApIunf76eQXu/LPJ5Xb+KL93/RsoqXN7qtWbDUBJBAFZuje7WZPnk8UbdGZPNDuP8nN0f1tlxttiFwfTY3vrEas6hIMD4ycmMs5UeGNpfK//3XJ83S+uKdj7zNV16Fn5tkQirkHDx6w7LgdLb3w3ezI1GYg9T7d906BMYbUvf6fG8QfvXJJ4LQe0Vu+2uxadeHY4MMBZh/348fXsv/wCTeXzpdkfYQhX49e2fb59/1wU0vlfFCAiaFsW/GXX0eipw1T6U79zdf7XCFEDODly4DMeE6vaYiqeHOjzkzMcDXZdPN2uU/+plyqa1qqd45nxR4wxlhBEHxpRT1yMzaNsjXznzlAKCTZ1LZexZsbAWQ6CEqPYIFyk64B6oFjlTwqBsgOTyUyj377ae1eh+nCekeFQ4PAW3fjLy4FoedzQa/j7V9+VAekgdZVB2jZZM8V4nuG788ed2zLvuUWvTHt64UgCPw3XnPmC0UnbCnf9ZZKtz6zfgTml9dGwK3kUXEKrEi4YIzpApQQwv/n4dMb40NZK/skt5Dc3vonRriL3mJ+UopJMz1/6kHXxsxEOLRueWP1QAz4oZLHiv8F3kIpMfY4Y3X2bJ0QQrwuhwp0D3AUaKd8S6aBO1qqzEcNUAkVaAnYQFRLNfYxtWvUqFHj0+UVwXAL8BGVd5UAAAAASUVORK5CYII=) 15 16, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYhe2Vy28TVxjFf3PnemJek5BxSkweJUG8AqrSggqhhU2QYNOIh4QQSKz4B/gf2LJgD5uKDQug+6qqVEVtSSmNUiqkJG4csE1sjEMGM7bH13NZeJAqVcVjBKILH2k0987jnDPnfvcb6OAjw3iXl5SQceAk0AsEgAfckYEqf3ADSsizwP5wmgIE8AnQB9yTgbr5wQwoIS8C20PBFLAZsIDn4bkEuDJQ30blFG2IjwMTQB7IhuL9gA1sAtxwvEsJeei9GwCOAQUgEQpKIAcUgQrghIcCDkcllW0YsIAxIA2shtf8UNABXtEsyGGgqoQUMlBBK9J2EhgIBZdoxu0AI3wxvoPmbnBoLs/C8uUrZzHF1iik7STwhGYKe0IDKWAPD2b90uHTw7lz506b9rpM8XGxZ/NyPi7rfiYKaTsJVEPRp+F8KBxnsxfOH3jme+JVsjH8NLbJTg6Y01FJI29DJeROYIrmOm8ENjBxMJv7/Pjk0u7Bqf6vx/yZuQVr4uAhz9LrlFLBV6P7hh+24o28BH/fn9/X9dP03oHfvy8XRGJj3emNrw0kptK2vVsV1kiatjd5bNJKOIn1Vc/3sqmVbUBLAy0T0Frz8LuZu7YxfRLf4GX3UUYmxlwrHrPnZh5Q+vMeqreHIyfOePnHxWp8Q5dX8/zZkb1DpwzDUFE/8D/xZD43+tfVG3opd0P/8ut0PQiCNR1CqYZOp3L1YuGF1lrXV5YLda31YDv8by1CrbXVaDQ+s9ZXyD/rpdvszxiGYb+5b5qCT0eT0unrBhCq3sgAK+/NQHZ+ZTDzxw+3e750KZS2ulKaczQbz7/g1+rBasHtWZhditwFWxrYsi3xouTsn/9x9Rs3YTnXK+VKWvmqHASB/4/H3LXnL91YTPo1r1beMtSXbsdAlCIUgDQMw3/02+K1WJe8lF3MV4d2Ju9rrb1axS8KU+QMwzgghHFrx/hI5D/hO6FSrg4++nlxVGvdThftoIMOOujg/4vXOFsrNLabFjcAAAAASUVORK5CYII=) 15 16, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhe2Uz28bRRTHPzMeO6kLtomdEBcbJxGgUKQGUUBpUMuhSHBoK35UPRSJEz/+AM5cERcOnCkXbgghOBSJC4JDxA8LQShELbFLHFI7cWInzsZZ2+v1DocdJC40a2R+HPyVVquZefPe5715M/AfS/zdja5UESADtJXnVv41AFeqWeAckAaiQAywgAKwqDw3/48BuFJdBh4C9oEcsAV0gCxQBu4CvlCeezWoT9lH8Ev42bbws7eBKtAAmsAIsAo84kp1YaAArlRjwBx+9i5QN980cA+wZ8DGAAd40pXq2MAAgAsmQBk4CoTNXs8Edc14xNhvABcHCRAzwbLAhJlr4zfhugEYMXY5IG7mBgbg4Jc6ASzjZ5gz/zjwIH6FCsY+YdYHBqBMMAxIGriJ3/USqJm1JLBTev3Ny7z2ykFQx0Fk45d3Gb/UURPsDsCqvfFWrHLf3KuRlUJ7o6Pk0bX6b1MfvtsI4jhoBT4zgdPALv75H+Cf/0Y1Ovl8fbuaaJ6+d7I2lprIRWs3gFIQx4EfIleql/A7fhz/ITrCwnx1c/7c+eLUxDPp08ed/I+FyKn5BTuy56ART+Qem106zG/QI+DX/A07evXTFyfXllbq7p0nnK6ndk/OTpUSY7O9aoNjMmaffepsJJVKRdsHjl0ubmSAQwEOrYDWmp8/yX8cE4vPCkdgRU8xfWbOioyGY9fy37Pz07d0kwnOPP2CXV2vtUePjNidtrM0fTz7nBAi0FW8rdZXKjPLb7+nVytX9NffLHY9z9vTRq7b06WblW5tq6G11t3Nta2u53mZfvzftgm11pFer3ciEm1R3U4RD03eEkLE/lgPhSS5mbRKjscBpOv0bgkhNgcGUP5lM1P+4fOP4o9bbO2kLRUOXeMvXjin0/Ua21aisLS6MDCA8VyyUU+eXPly97yViiSv2Putkuu4Tc/znD+ZWXv1fSscVk7roNO8Ozte6gcgSBNKQAkhnOv54jvhUfVyuVhtZx9If6e1tjstpyZDoiKEfFRK8cH9D0+/3w9A32o125nrXxVntNaBr/BQQw011FD/a/0Oap05SQd6dHoAAAAASUVORK5CYII=) 15 16, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhe2Sv08TYRzGn/fu7Q+PtqG1lJb21KIGhP5YaNMItokwsKCixsTBhDhp8A/Qf8CFOJo4uKhhcDUuyOCmIRok2oHYCAgtLfRKobTH9XrcOQAJg6GlYTDxPtP7Jt/v833y5AF0dHT+d0iziwpD4wAC+980VZV3zegwTR5/AOD6IY2AwtD7AKBpGvPtY3JS0zRHI1rHTkBhaAzACIAigHYAamH8iSsXGRhDh2t+bb1sMRvNC/HbkUQjes0kEAKQ3X9bADhWvN3RvJDHjpbpFlYKPpf/9GSjYs0YyAHwA1DAMkJm6J6tYqn28FcvyKlcEZHRgMhZzRMLyd+BekIAQOsOqPQGAN+E8GxkfjO18dy+O3XnqcehZAqBUpAP/WpzuXcLFXhYqzg4OGh0Op2cVK6KmYW1cwCS9fSP7ABV6ZgXXvfjT4/GhwXNx8gsMh39CIdCJaPJYPv+ZRYbyRnU7K2ID98S11YEycyZxKooz/l7+VFCiNJ0AlSlPgD9QSlc7p+x+nDXgMxylxKLRkVCiA0AwrE+pD28YrFytMXGGTnrKaP7TFuYEJKud7iuAQDxBBKrAztXesycgtW8Ey0Gh0AIcR8MsCyDs52eAw1Gqe0uY68jDXNUCeklqdcXm7LftEdL+Fm0iEVTYQnAX2OVqzV1K19qTc0tXj4pAx/emF7lPvOt0vvNIXHdm02vs3muJitlVVXlQ3OlrcJ2yWCgslSpltv5tqXjGKhXwmE33CNBBLPTmN54sfjyYbwS78ym8hLf5fmqaZooS7JAGGaVENLHsOTtxbD/9YkZ2DfRAeAa9tKa3RbL6aUfaWN37PxyIy3X0dHR0fnn+QOc6eUsCCRp+wAAAABJRU5ErkJggg==) 15 16, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,92.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhe2WzW8bRRjGf7sZfxLareOoTZMmKAQUIFSiJD2UCxIICgcUOAAHJC78AfwVcACuCIR6LEhIiBw4VCBKpRYlosIB5Eg0lp3Ucdxs/BHbJP7Ynd3hsBOpB1RvhE+QRxppZ+ed93neR/MFxzjGMY7xX4NSyly9kb2qlEqFiReDIL3za/7Ng2rr86F4pPTDlzeteCxRMAyjHmauOQgBu8Xau7XsmtXpbc5VS/WJ09Ppq2Hn/isB0pUic+vP97y9wquTL8w4ObvBwutz7cRw7KNCtjgXJocRlmw9k3+jYTeTCy8/cz1zI3vBc/2UI7qv1Av5tz27wVOLzzeGU5aVTqfp7jvt7fy9t55YeOy7fnn7rgGlFNmlX76NFpcWz7gGaz/H5ez8o+1oLHLij9sZErKK+7jF2XNTUXurWq906+1ex/ltdn7mWtjiHoitXHl67ZMraqN8RS2v3HJ9328qDSk9tZkvu9XdhlJKuffu7rpKqYmj5H/gGlBKRT3pnY8mO9iVEU4OnSkZhnHicHxoyGRqekyMjJ4EMD3XKwE7AxOwvb4zUVr98RvrYovd2th+wo41APlPsU7P9fcqLSv3+8algQkYPZdq1EeeXf9p77XW7M3JkpNzNl1X7vu+79wX1mrW/2pFIsLpVXrdyY/HnzyKgL67QClleu94l/mK58pf2C868+7c9rrdfUSOF40JE6filBO346neJSc+vJIspD60loGi8MXXAxEAIE35PpAETqnLSvSajogvx+pACogCdwnclMBpoAZ8IHzh98vddxtKUyaBKS2galwzanFiD+vhtiZ9SPebQEvHXwRW+uUPcxLOapIdwCaoMK3HtoAc0AHOAmOAB6wCF0LkDiWgBMwAPR3v62YClibd1y0KRMIQHyLMbVjXIkY1SRvY0wLGCSyPA44W1tTCNgciQPhCSlNuaJIYQZU9/Z3XYXGgC1SAp4EqEOooDnsbfk+w0DrAwX3/W1pQjKD6U8AdwBa+CPUeCH0bSlMuAud1NwIME9ieJFikthYB8JnwRStM3tDvAeGLJSBD4MQBQeUWgf3bBLtDAJ+GJYcjOHAIacpp4CUCBwSBCxLIAteFP5BX3v8IfwN5lF0mNjp3dgAAAABJRU5ErkJggg==) 15 16, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur104741 8s linear infinite forwards;
}
