@keyframes rwdcur63558 {
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11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 4 1, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGT0lEQVRYhc2We2zVZxnHP+/vcs6v55yeXs5pT4FeoKXdEQr2MDEVBkZwCcFlytgls+ISFv4wXqZ/qNnF6EycMXWZskW3bGG6pHOTEHQZhjm6uBo2k60oHVhaCoxe6OWcXs/9dzmvf5w2jBUOWMX4/e/9XZ7nk+d9boICkrAeaAL6BfQU+nap0q728KWv3i2DsbP0J5OMB5vYcuhPm2+GcwDl4w9+9vTzsu5SL3VFIAJess4Ev2t/6vj/DGCs6wjVLhC6SjTgpdQvyL31Ioc6DsqbDiAhuMpyGCv3Eve40JwcSUOnuraYqWOv3Az/iyIQlLqBPpfGZedwWw4rYkn0nKRx4gISwjcbIOFrbGZsLoMDKBI0J4dh2hipJO+17+8tZEzmf/EsGUDA8N4nfuh+zS7mwmya2SKdi1V+sgIURTDScxwJHgmbZL48P+ocYAewU0LVkgDmIczqnW0cPBtnZDoNUuIG1Bo/2lQ/QDWwEviuvLKMFS6fXTcKIK714p6775cr+4+zraWKoABFQHrOwoncy9YfPPwE8AjwWSBFPuwnABvwCYj9xwAA999+u1w13kfrmgpChobISd6fc7OssRWvdJF49xhbRkcJnh8E+BXQCbwuwPyvAAC0bYjIyOwltq0sJWho9JV76R2axeqLsmlNJbXSQY8mcY9lOBNZx0A4TNv+565rd0GLcuDjum93G+FYgtmLM0yWevC6VT693Mu66mKMcg+m3yDREGCwqQzhniI0e5KOxx+T8xVRLiEsoV6Cb0kRkHDXKa/30IxHw97WQEBXsQXYdg7FpYIQKDmJ5eSwNBXb0BiJu2h68Kd8anvrFwEDGAbGBJyX+XMlkBIQKxgBCTzSEjl0MplkQlfxpiyCsQRl8QyySCdl6GR1FamApiuoWt7cJ+0Z6h/ex8j+5/5IvmoUIDNvdjn5aFRK8BQEePHrD0kxep7hEpj06pghH+6UiZ51yLjyFadIia0oZDUNU1MQQjBX7CYahNGjvwc4BSSA1HzZfjRBzYIAozMjxA03bwN/V8FWFS5VlzJbagDgsh1ctoOWy5FTLt+npWsMVXnpUTO8+lTHG/NOW8k3L2UeyATsggBr1HHWrwuxvXY5KCrFiSxpQydWku+2uiNpeeM0nrSNYTqsHJmlNJkFQAoV14xF35sz/GbPk6e5nPB+YAPQAtRfdSFZkEqO5kov9RmT7uUlFKUtsqpCer7P6bZDfFUFlq5gqwqmS8XI2PiEoNcJ4OjN1BXXcFYU88sdPzmyqVln48+/t2s+An4gUTACvXFJSlU4s7qC0Pw8cFkOQuY7f9qlca6pEktTsDSFaJmHHAJzWuFviR1M1NxJzCjln74qKkuaea8ny6tH3j8s4Bj5hjVREKDP8jEwMkcma6NZOWROUn0hhidrA5DVVUxVxREKQkqyqsKcovOB1USsfAODRaX4nPyVHC2t53CghQ9HokB+5sA1dsIFHXj9zyK+dausOjdAOOBhhUdnzOdhejqN5suhKYK6yQRl4wmmV5RxWG9gyLqF1LI7uC8zQ3j0H3RWRQCYU1QUxeGWTzRe4aMgAMDBri7x9P5fy57Oo3QPnkfOTaNYJh4FvAgeSGZI6l4uesMM1+yh0WNQm4py57tP4h78Ky/v6wbAsdMESqbYtSV8RfO7LgDAN7/1NQHwzIEOebrrGBMDfSQ/eIdLvhU8X9LIWv9aOmvb2GmbtHV8HoBo5EGGwrsJWWk+1IpIzFzg1tsCi2zfEMCCvrG3TQC88uN2mRjSGQitp9EXYu9bj7H3xG85fNflvTFa1sCEt4Ka9BTDTgr/sml+9NC+Ra3/3wJYkD01hSjy485MccKc5gsVa/GaSQasJL/4yptEZodwFIUhTxDTTlMctnjm0cXOlwzAZ1p5+w/vcMrlZaNt852qNTTkbFLj3Ux4ysgEmzjlLmHOManwn+PAo1+65tBbEkDt6ga6DBUVWO2YbE9G6Xf7eVyLUzF5hoCvlrgVI1Qe44X2ewtO3OvuA1fT1lubRW1NBSCpzJkU2TbDmgtTmgyNdnMy2snuO3y80H7Pdcf9kgAAIpEwqfgYifgknVYSW4yzodnDni+38pfXvi8e2LXxhraipeUA0LC6DkOd5tlQMbV1q9i89Ta+/bntbI6sveF17P9C/wKYVmLiwi/jHwAAAABJRU5ErkJggg==) 4 1, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGElEQVRYhcWWe2wc1RWHvzszO/ueXb+fWdsbx7WTreMAJbGaGrUhaiJokxT1gUBqhQRtJVCqQKnkVCKqKrXChYo+VFWiURGxigRpm5AKmoDkGoHbAG1MHsTGMc46fuJdr9e76/E+5vYPO2lMiG22oT1/zdWce37f/O7RnSO4Tkj4FtAEvA6cBCYFWNfLzzfEh0R14BuH79nzzFwqTL1pUj5nUNvV8zTQKaDrkwbwv/3Qw9PTfX9FBLxoiiAZyVKwdhutj/9kjYBLNxpA+RBNrHP8ArLKg01TEYqCu1Bl9NQxjjz73PCNFr8GAEAqKkXJ9JW1YWbZ4NNwHX3mk9C/FiCtu7hkU6+sc6pACIEwJ/83AMWNGxmOpJBSApDSNeYcGhMiywudh+XlPAkBCbslhG4owI/2PyJ6Z3XEUBQpJUYqQ+VwlELLovDIISQ4FlNLAQPYIqFafkStvAAAqu64l18PzzEeSTHjsnFhbQm1Hht1Q70At0oIAmeASeDcIohxwwAOtD8s5PpW3u6PkDKzpFWFKZ+T8SqDEz994m/8x4V/ArHFZzMfALHcy7u3b5d1E33cuqGUIJKEw4a3L8FQ6xc5VRkkfOKPlFtptOYtPPazjmVr5QUA8JWbb5LB+CifaS4n4HMgk2kujsR5YzDK7TdVEZKSbl3jxIRGQ30d/vJKvvf4U0KCLiC9Uv0VG6f1gb30zsxz9r0IFmB3atQFDELBQiq8OjmnRl2pm53Fab4w20/T5D946Qf7JPBlCc3/FYAExyPf/uaTd2UFo7E5tJiJJRTsqkqorpCU4WCs2IMQgooSN9LvxG5X0fv+Tv9zR55nFY25kgPaeEXFvvpoFIciKJ5OouUsLFXgUEGTl68FiVuAXQEhJWqRZPCl39PT0/uahFsk7MgL4IePts+2WymO+uA2FWJrCjAXb0lLCCwh8Cfm2dg7gpGcx5azcGQtVEXQMNaH97GHAPYD5YuOhiS0SdBWBeAa6cfjsNMENKfSVIzHUaVEz1ik7DYKZk1qBj7A1zNE2Wh8wQshsFRByqvjiE4S375rN2BIqAd+C3QAgVUBrFcnaG4uYzpQTUxVyQlB6K0woc630DM5BBCtMBi+M8TF2kLmNY15TQEEY343LxjF9MyHOHnHvqeAN4E48Bdg6rKG9tHSC6Fisa7SoKHKRzSZRrckRaMx5porcaazRL0O4i6djKYu2SclDJoG3e42ytwhfNEBLjR/3f/KA3fv+M6Du3denbusA+/OSnKWpGZshkokca+ds7fUcL6lmoTThhQCKQSqtTCpCSlRchbDSZ03EjtoKW5j8+RpiswYf275Ln94dZxDL/9LXq2xrAN9GQ/+kVFshQ6w25BSkrIvbGnqn2CopoiySJKsKhgp9eI0s5hZhcxUFfWFQWrNGJOeCiJ2HyddJdgys1wKjy/RWBbg4LHjYratTZ65MECwxI3fa8emKWiaQrLMQGYtnFkLPWayJpnlUqaU99VGqvWN1Ccm6DMC9BQ1EFd10kKgKDk+1bRu9QAAz3d3i1/+4jfyzKsvkwkPIuNRlEwalwKVUhCaNZl3uEmX1BGkkvVWgjfrDRrCr/FiWQthm5O0UMhlUhT5ouz5XOOS6/9j/UB+dbBTnu1+hcmBPuLnTrPd5mKL6sdw1xGtvZ1w8XqCiVFOFaxlRPfQr3sAkFIyM3WO27baOLB31xLNFR24Oh687x4B8OyPn5Qvjvs4X9zInuQEqsxx2Mpgt7kosbkZt7mXiKfNKQIV0xzYe/81H/yxAC6HFZni03YX7uQYmZkwNZH3uD/ST7fmokCoaP66K+K5TJwN6xJ0tF8rnjdAsDaAc/o4lruIP3lK2AEkFY2pqXc41LALp8O3IJ6do8QXpqP9a9c96rzmOLl1K48aBl26mw8Uld8ZFZy3exibjyMmTyMtCys9QZl/kINPXF88b4C2m0MisKaEnWaMbXNxjqs6CUWlT0haw68TGz3GXXd6eLrjqys2eV5HALBpUyMn372IAsTMKNUui8ZQiGzLZrr2f190HV1dnbwB1tbX8HNHCo/Xy+aaegbatvKlz2/js5s25DUb/t/i32fET2O83XF0AAAAAElFTkSuQmCC) 4 1, auto;}
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28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 4 1, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 4 1, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 4 1, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
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}
div.testarea{
animation:rwdcur63558 5.8333333333333s linear infinite forwards;
}
