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0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACw0lEQVRYhc2Xv27bMBDGfwwyeyg6GB4y2Bo9dC4KrdEDFMySwciYAhoy6gE0ZiDQjIWHLBH6AHJHo4+QUfAQFEaGooPnAuwgkZZE/bFjG+gHCBDIA7+Pd8fjUbA/dM+82GexXY0t6Xz+aAfH4wvH0Pf9vdbvM9AAURQxHA4ZDN4BMJtdNxovl0sAPM8DYDQa9fKcd5FHUQRQIbeTSfEzCHKGIGW1emE8viDLMgDW67URottEnHWRx3HcSG4gJIhVWhlbrV7sf5ZljEYjI6QvdyrkGtCLCA3o+fxRFwtoQOuk4UuDis1yucxtn+81oNfrtZmroB4Cu/NFBJNh7mohr7cuB66+y2blaWD/he+j0wAxvUM/3yMKT9TDURZQIb+MgYdiO0mVOEmSlqSSGuDpZrMV8wD8+tEqwklCpRSXYUimYPJ+V2Jq8yUh4yJJp3f2lJRhFtTmqBmEYYhOcvI+4jZIKfXTzQYRpG1HVDSegrDwwLGg06BeoCzajiFw2O4hD8nVt0GnzRmlglPGZOgaHxPl2mDPvfkyhZZS7lw4+iCldOqEqQuVECwijhr7OnQaoJ/vK2NODnhdt8OBEEHqjLlJeHs6ATy4Q46Ak4bgwxdnrOLwy/i0IsTHr+0ClNqyemFIphJA6kPqALjV0FRCgzNAxHHM6+vrITx7o7MUG8SfEg6pB2b3XWgUoJTCC99K66J8GTlzpX97I9Yvo+jnbtexgfFaefflHDDuh4Z+IAxDFsXV4J1D9jcPRX435Au3CbHEn5Nts7pK4Za8IZn6tlFt8oD1QrkryhR4ITu1ZHbHmxQhixZtMIHBBDG9M91QE68jYr+mNA3e3JS2KbGeUEo5bflsljep4je5e9MAEaT21VR+Mfm+37nztmMo4jjG9AmbzZ9mle+rnXCd3PO8Xrfv9DQzVfIUT7P//nHaKeYYa/4DODycZxVwK0kAAAAASUVORK5CYII=) 0 0, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAaUlEQVRYhe3XwQnAMAwDQNE5+siE3jGb5FHsMdQhVBAF6S9yYD9iQA+V8qU+3t0SQgXICUANSRKmHWBVYe8NZRHlEZzzSH37DgQQQAABBBBAAP8HrHV7Ae5YP6UAgJmR+vYRBPBFpPP8BRWIIM36z37dAAAAAElFTkSuQmCC) 0 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABTklEQVRYhdVXwW3DMAw8Fx3CA3QMjWFwgf41AAfIAPxngHID7+IBNID/7KMI6zoBUlGCAx9gwCAs6UhRp/OAOGzzPkQniQ40EUEpBQBwuVzCc70FCWwXPhwmIoafLTAAxsy392o0VWDmltExmIj4A8BmbqvCe5RJzhmmwEDAtiFrUdu5niEReVBVw3NW98DMv3ufUrqL1aKGgGd/XQgpJYzjCFUdrgs9/K43gZfDO52ZTVX3mYZOwrkqAMCI6GEFiGirjv9GdQU+P7Qq3p0AAKzrGlqsG4GeOB+Bneg8jXclwMx73XeoKpjr9fjlW1ADv/+JyETEtYCI3BfgKCVcliU6NEzA7/mvSVFKQSkFRGQ7EaryA82GZJqmP+YkMGcdAWZ2P3jTfxEJe8JQD+ScMfOdFTsM3RwxcDId2MKr0JI90FiBiPTu0XJkuvyefwOL/7iBPGWyawAAAABJRU5ErkJggg==) 0 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnElEQVRYhe2XsW7CMBCGf/cpEEOniqHPwM4LoGNhiNS38AP4AdgrecjCiRdg5xk6oE4MEW9xHcIFklLwOUHt0F+KIluO78udffY55Emu9LmciXI+khjLplFVBwCA9z4bwmpcYiwFtRdE+0II2jbpyWi81bH17QEhBFghLAAtxVhiFmqIolhiPH7OnSpJLdfrWxitdp9QJAFcGiWi5gEgW1/3PwJAvPeNceHa+Gq1EmYWACAiEc6DMK+BxYYwnU4xGo1ARA4AmNktNmSdKh1gMnn90biKmd37px0iexcMpXsA4r1HUSwhnDbh1tdZMTUnJHvglvtVOWG4C3D6E7NOZ0N/AOB7yh1y/J9fhP8AAICZcR1axt8FSF3NXaXunuQQrOeM3W53cwwRydtLYsYyqDmKu6fgNQA8+jQcWkkA+/0HgHMYjscjul7Idb/ZA9cgiEjW8+Fjf6lfvZI1AN1LqRrVdgjBDGCpZJq6QO8HjurruaqqDuYKKWsXxFjC0bkmUOM5sgA4NabSlNunPuxVnF7+dW5xmlvNDlaefwEuPSJnfMUM2gAAAABJRU5ErkJggg==) 0 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABKklEQVRYhdVXwXXDIAz97iwZw3Nogdw1AGPongW0gXfJAB7Ad/XgWiVu81oJWl7+CQsDny8hxIQ8rGpP2UmyA42Z/UNE0nO9JQnUC/87TEQMuwsMuxpHO4wmBZbSMjpHwJ7J/hETYRWaFOiBaOT6DonIjaqanjOswFI+fT/P8xdbFBECvvvbnXxxVZ1ud/r2v94EhsPPfynlaD/0Z/LBcAVCBJj5IfprEFEqNYcVuF40ZO9OAAC2bUst1o1AT7wegVPS+dHelYCInPO+Q1VRV0l/QmA0DIAtBUZExsyeDYnIloK6Svo1hisQIeD3/PWiWNcVwL77UxIK1QPDC5IoTET8Vjz8zszpyvilYgAApmdnPfs6Gq5AFu7zllcR0KhAJvWe0XJkujzP3wEknIVb606DNAAAAABJRU5ErkJggg==) 0 0, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur13709 2s linear infinite forwards;
}
