@keyframes rwdcur90178 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJklEQVRYhe2WS4hbVRzGf+fce5NMkpnJxCSdVu1Mx2qrVm1FbZURVIq4UNSV4kIERazo0oULMS7EF4hupAiCKPhARXAlFouK+JixpVpbax3bdCadziOmmTxu7r059xwXk8Fip01aK7jwg0sSOPd8v3PO/3z5C7qQyQ9LINL+GYh8QXfzXjeSXZjbQApItp+0yQ9HTgD7RxJdAKRpg7ZCQ0sjozZJS4hYe4gHTIp8QZ0NgN3BXC6Zl5varvraVlpHBpP2BinQtqQSsUQFGASKZwPQaQv1kvlMXUVe/6F2b1Mxqg03Km02a8MdoTa3AZe0j+qMddqXRL6AyQ8HntKR2XqYbGn14K+lViUZkcX+qJQCo0CkQ2MqtqRs8sOTgCvyBa9bgI5FJPKF6lwjDPyQZNS26+7A9Vv2lgeuaWm9wbHEFikY9ZVZ02iZnNsyNpBcKtJu1NW2bdp+zH1ua38QKFUd2jjKSHTzcObIG1jRxSWoWrjVGJP2lFFAMe4IgNI5AwD0FblYusehb2h+nAsTPmQt8DVIiMed66iG19EMk1Lwm6/MzsqTq8dSz00G5wRgx/0rYmvTznptSPa1jkIrAuEIplVDpOahzwZLohrhCJKkMaYioA7s6TR3N0GUvHKFk447Mt0fk/EoC+AVYNVmRGodNDUEwEKAr3QmkbDuSjji2aglHt/zyKpcJw+rg7kEeoUQK4KQ82u+HjzaTA0N3rANMfUtDFyEWbkVUZigRZbAP94ft5ACEVGasBHo/QI9M3a0pQCznEenI7ABLEnEoN16oIvVwAWjIXMZZvVGcCuYS+/BNiHn7X/f/n1+Pkg6QampmC43zeCGXDQDjRkWE/MkdToC1R5Ulkjlh2YmVA3E3lfg8LuIX3Ygxl8AJwq5EXTqchJXPRDZN9/KFSqtwabSOccivf32dPxUXqcFaP/ruY4lyn6op/ujQq87T2Nuehmz5Wmwo5ibX0RMfM6ut7bhH/uchd3b6Y9K3RuRl8w3tB0akpdlo+nxh1cumw3dBJEL2JZAzTXM757Syms2MCObeO/7A9RS52NufYJ39mk+/sXluGd0ualn/JDdVT+sS9BSQC5hxc8KoK1UEFJNOESK1bCuZg8z9ubzTE/tYs+r93G4FvDSh+N8VBzkqZ3Hqp9O1Ce/OuL+PNcISz2OFfQ4qB5bLuvVMQdMfhhAWhK9ZsDZ3FTantj9GYeKh8ojKUsORJt9janfpMwOMDQ8zA+zh1jVa9ujQ/HVWjM1U1cHEo7QEYtlQ+m01xDgmS8q5G9KRX1FwrG4NtTmYs8ru1ML3k+zDTPXCIy7Y+cOywys6dn26GOsnN8XG82W49mE1ZNJ2KkeRxwMDUdrgS6/Nl476Sp2G8VFT2k57+r3D1dC7+sjXnm2of6I2cR2TdO7LmPfHpSm0+HUQW7JzOEYJ/2HGwaF461ib1Rc8O2UN/bQJ+VlJ+4KQOQLANOACxxksUVbulrJt+/OyqkvX/Mmqj9ffWmkTMmsZ8HfG6t4OukpaX91xLfbY0/qJc+kidBtgKXPpaKKTdcCmY5ba123trGVvVE2SiUOlsJAG+zvim7prR8bNqco+I494d8k29AnThYBMptWsn5kgDvvXJe9NwhDNeeGxY/3L3wwPs0YcACYgZML8UwBTgXVx2JfuBYYueECst8UabLYJx4AJoHyvwUAi7uQBDJArv1dA1VgjsXmxKUd7f8GwBJErG2+FLte+3FZZvXnGgD+qpETpVlm5f/rf/1n9CfSOF7a4BsbYgAAAABJRU5ErkJggg==) 11 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEr0lEQVRYhe2WTWxUVRiGn3P/Zjodh+nYHyitlDpFA6FSrYGoARISozExaFzo1phojBti3GkyJm4JaxIjxAW6MbgmAoUQQMJPTS0g0DItlf4yvTNz587PvfccFzNjDHTiVCBxwZuc5CxOvu/93vc73znwBKuH9iiDiVWcNWqrTkACfm09dgLG4b2J6HKJz15Ya45eulu69dPVbO6N5Bo/NZK1VaqvAmgilZaPi4A1/8Uz7/6x5B0oeHImpHMsV5HX4iHN2RA33RaDyUREz5ma8IGcSKWbVsVo8pzWYrC9J6YbLZH1w1dmy50z2T+PxTu1JQHS0rXBSqBuoLhu6sKqK0LVHlek0pWGgZslMJX1z1kGstixg5639j0j4lvfLvrs9KQcLPpywCnLHqnY60v1GpD4R4ExleprWKjeJAF9+3qz1S4xLNqe6x16fhPJ7q5Wxy50lN15qxyQt3QRj1jaFqBdKgpSMaVrfzusfT1ilx9GAQ5fyWSEwK0UbBAabfE2tuz5IGyt292XXvYGI5a209TZLeAVXzK04AZhL1D/mqfZHpBf7urq1jRKeScHugldG4m2dbFZlo1t+rkk60IgFepuucfQeT9maYV8RR2LWtiWLuYaBW5KgX07WmUyYfbELM33XRsV74BSAfH7aaw7F6DdBFOAE2C0mQkzrCUDxcuuJ5OZYhDNV6T1UAQOnC9g6GBowsWzIfARE78iJk+CfRIsASUJhqgS8RSuJ2Ojc54/Nu/591wZVam+FXM12wMyV5Yz8bBmDMQcxOQluHMCnEnUwMcwGwJPgVTV5BXF5VnPmsl60SVXRrMladzKVFa0u6lboFJ95vVF30pEtOE5xx/qfekdSO5BBCFYuwlR9CA/UT0sIJ8PpFNRsc6oMacJZhXCfvHg7DLV8b06BVSqDyAG+HNOMDaR8d1CtAPVvp4jpy/irOlGbdtLej7g7nwFDEGiP6xt6TRLXVHRGTYxSoFsOBmbscACMDTk1UV/EnBz+TzfHTrE+M0LfJv6iPlcgQ2vf0Wixaj2wqJHIHFDuibLPnZY1xoSaOYaSgBTR64JgaFrpdGjB5m/Ob7gVnzieiYRG//ZEKZOuFUDTTCTqSyVfTnneqTjYQ1dUGEF+ZtSoPaw+BFT+CUf2w9krpwZnb6dyZ7vbwtdfzZhTst7ZyX2GdTAp0hHMWUHlVlH2b5SRq4s/ems35BAs4PIVgpLE+RO3nZ/yJYwT6QLi+9tjg71xszITM6LPRV5tb2zdyvjV3cx7x4PC1WMLRSQZ6Zc/8D5Qr3YB0g0RUCk0gCZXRuQp6b4EYgDkV8mncmSH7lS9Ni4OHF8Z4vTNfzh59/gHGxNXD5zpPvotUx5ZIooEAac/0ygBnlqCrcWxAW0/WcL7D9buAH0AJFPOpYH37xxzSoWXUIGkZEpWoAI1UZe0e5mX0MABQRU3/hSjYRb23vA0sXfxvKXj3/fT3bSuTTrTY8veGPADLBEVYHg/qCr+RM2gkZ1TqwFkkA/8DRQriW/DkwDGeCBj8lqLGiEuiULtb0NRGv7HNXq69Y9gEehQB0W1WaL1vZQtadu14rfskdJAKp23K9q/fv+BE/w/8Rf0XkkjH+inZIAAAAASUVORK5CYII=) 11 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJElEQVRYhe1WW2wUZRT+Zubf2dkr22W3i6UtCxQoKxBKiiISMYbii/c3fCDBJ+K7iYkx2QcfFB9N9MGowQcx+CYhij4gNwNKS8EihV7YLbvd7na7l9nZuc//+9BthNLLQlAf5Esm82dmzn++Oef7zznA/x3cch+wZNwPQAQAzWam94O0CoD+KwRYMh6cc17SKJENSmoGxUBOV06NGfpbPX7a93Xe/EcIsGScBxCecz6l2OJPY/rBQ9v9awUetkUxxhjGAQyu/GhitGFDGoQpAJNLppaNFFniHT+30G3K52qO10NwKFuz0RYgJc2i4Dis4AB8/kp48s2tAQDwzvuJCpdM2UsR4Bd7cbeh6YCXDeq1KZQhumPd+dyK1pJGuzmg16LYuatdeiqvOKtUi83fz7+U8yUJNCADgGFTvm6BrA+7sKU7gQ0vHu4UxFivw5BQTNrlFtDncWF/RrZCJY3eHVXCkvGHJ8AlUyaAypTiKMNF02wPCmKifBybbn2Mtp7XvTnWHRF57Aq4+f0Cx/fZFNtGSpa3UKfEpowA4LlkakkCyx7DBiQA8Z8Pxj7bFW9/3rduHxDbBMVyoPYfp6Z8Q27x8KrhYCiv2MdEAcNRH1H9IicLHCcDkBfTwnIpmAMFYJ8aVYbOl2PAxj1AtBN+niIa7eBXRLaGbIqI7dC4i8dexWSJkRmL3C5btmoxAiC0WCoeiMDqoFv/LaeBRTuB8hRgG+ACMfh6D4C2vyZeyTurZJNtHC/bbf2TRutE1WlNVSypIU5xoY2XOob34PsD0VBIIv6x+jRQLQCBMOAJALH14GJrENrYi56u3cE/j7+3oyOoSmtDpCPiFYplnZ4o1J1MPLSwK6EZ56V3O72E59YZDto5au7Z1LUDYBSQ/IDbC87tAccYTE8QYZefkOLlGM9zfspYTrPZpGGzwskRtXLipsYeKgItEu+dUQGRoNoiOYBSAiId4G6eB1v9JDA9gV++eQc3ixaeWyOhK+ziJ6pW+5WclS2qTiVVcdQjF6o8FughzWpADbpJcH2La6dfhFnv2A7W1oUfL5yDVbwDOBZqpgAXD0wpDhUFDgGRL7gE0LdPlipHLlQXLclNEeCSKcWmVOYAyhhMpTSN7z75EJeGr2LkzKewRs7h5ZcO49XNLdjdIUExqWo4qES8hO95AjqARctx0yIcKznj+bpx9FJG3dJHvuxOsFvqKOcolzOVcOuWVhIhbkSCFPC6eLNkiTWDlngOeswHs0FgwSg0JUIAeCPhEyq67RvKO88MpDO1y1mtnzFaDLqJVp267mv1SKKHWoAqQ4iKvKAzVA16Y3dHoBSSWO5ixlqwbTdN4NgfdbYtJrpMh7q9LozZDLdOj9fH17SIZVGgsc2x8Er36qeRlQlmJrN6RraymkWnKVghEZVqXw0qMoD7TkHTBADgbNpg/Tlr7PdJKz04ZRWKGnJn0kbm2U6xvK+zvtcqTyC04QUUDR/J58dtw0Fes2nOJaB4dLA+gwXS0LQGGsbqXfc5AUseIhDbZqZOOdGECNGsoKRRYjmgbgJpdEa3sYjgHyQCDICDWUHpDRIqAP2HUa3Ws0ociXmtxMWBX13X7kwo6YqdrZnO9XTFGX7/dDUNQGnY34MHiQDQGLXmPTMB8F8MTJ/N1sL67bLR9u21unuyDgNApnEtOjc2246Xg4jZ6ScCoLWxppgdaAoAipiN1n314FERmCMhNZzPdT4df6drwSg8SgLArNDmp5ViiUr4GI/xn+Mvxxp5lHUdNjEAAAAASUVORK5CYII=) 11 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
}
div.testarea{
animation:rwdcur90178 2.6666666666667s linear infinite forwards;
}
