@keyframes rwdcur259418 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtElEQVRoge2av2vbQBTHvzZeQoocCC3CLdhUyJOHZA0tZDUZA+6cIZDBQ8CLyB8QtHQpGbIlcxpDoAStnjJnSKG1cEiGGNMMSU2Lx+ugnjhfpHN00kkW5DPp5933Pd29e08SoBDN0Ilm6ERlH8rQDJ08TE7Jw+RUqREFFY1qhk5urw6mjlUbbYwHo8T7S7zBIPEUFUYUk2wsC5QaUG20UW20VXahBj765DoaZQLrsdx5TzN0Qs6OCTk7Jvx2lDbSMrwkOvn7sx25Qc3QyVF3w9/f2jwnKuI/5UkUGg9GhXLHmjpW7liR4veJ2/e3K9vLyGQlZjuN6sGAp6BkFVYKnQOfvn7MXy4EIHDYqHgKwkkcFVZ00zbRMusAgN1OD2s7FTgWpIdlGIkYQIWzonlaZh2trnfuxO37xsQ1JLYXNEMnvPDL+1/oPz76+xeHQ6ztVFBfWsLK6zf+cc8QN5YRsQzgo83K2yH2en9m3re//gqXdxV/P06Uks5GqeeDxIkIOt+0Tem1YmoORI39/HinXt1fH4bew3qebceBK+wrTFuJvYCtpKqNdmgKEOZ9kchZNG0TjoXAPkXaikEXPIewaCNLlPZurw78J1JMswCXZTwYFfjKjhqR/5pYZF1Gmp4gGiVFIPgRzTPsEPej0H8jEs9VkkCkrcRfmKYwmkqIcihKmLZMJ7FjuTjqbsCxxIuYCGkD2LIxKu++F/Hh2yIALw+Kg7QBF4fh6UIQW5vnvtja9QIAb/Ut1xbRtE3sdnpSOqTqAW88Pj/MUuE0c715P0HtegFffqzi594q7pf/wrmRS6tjp9OzJiAvniduTZBIQQN4wyEqdPJmVtCwyKzc87TWhKL6FWNq68A85VYvvKCaXH9i4j9wq/7gnei7UZ6oLwpkyH1NnPtfDZSR1s8eSkkj+vwDa2GEV96Fq7AAAAAASUVORK5CYII=) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzUlEQVRoge2aPWjbQBTH/xZZSoocCC3CLThFyJOhGYvpkLHG3QLeQylk8FDwIro3eOmWIZs9mxgCbdCaKbML6VALt2SoMc2Q1LRkvA7uHeeLJPtOd7EN/oFAH+f3cXfv6d7JgEFs1yG26xCTOoxhuw65vj0m17fHRp3ImBBquw65vDicuJcv1jDqD7Xr0y4wyniKCScsncLmgVEH8sUa8sWaSRVmELPPUmejFVOIzAh0uEf9YYY/T6uMn0YmUipTQk5ahJy0iHieVm6n+4YdumIiMQv9/tjQoQO265Dc20123Q57WuQCEQ6M+sNMtu5P3MvW/dRD/uHVC3Ye+KG2KRQrROd8tV2HPH/9DF8+/9Aij8dMIGGyAygmAndNpzDe6HLDQ9UrAADe1c9Q2s8h8KE9C2lxgBrOGy1S9QqodsbP2mGPOZPWES25XTS8e/ULvZsbdn1+NEBpP4fCxga2Hz1m98eOpAvo1MHZ7FTY9faTAd6f/Zn6u4Odh+j+zLHrvd1TZSeUV6O056OMSyLqebnhRQb9LEzEgGzqFOc77dWDnUHsb/ie5+UECBN1xdm2xjfgK6l8sUbinIjr/SQjp1FueAh8ROpMss2KajALcdlGFRl5lxeHbESs+yzAVRn1hxmxsqNOLH9NnOTdnGy6Q9IssYDoIVpk+CnOstB/J8xXTAok2WaJDekhq6Qd9rC3ezpzsSLbPs42bUEc+CGanQoCP/mFpNo+DuXVaDvsoeoV8PSrha3vDwCM1zQy0PYvP62rmqE+AudH4+UCNb7c8JDdWkfSG5pHtn0c0nOdT6/NTmViBL6VgKvNv1LyaO97rTa7JxODUg6Ie0RRtYAsYk0guw+lbbNKZSrQAJ5bQcOj8uZepHfNHUSHTC1NjCzm4oxdpPXVihUmWepPTOIHbtMfvLXujYrIbhSosPQ18dL/1cAY9/VnD6PcR/b5B9VVoRJ1YjbjAAAAAElFTkSuQmCC) 23 23, auto;}
}
div.testarea{
animation:rwdcur259418 0.8s linear infinite forwards;
}
