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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhe2Wa2xTZRjH/+f09HbWdaVZuytDGbAuwQHbIHNRYAFWIki2qGiUYCTGoDFcTIwhftFEBaIhJuoHNFG5fMAY0gKJAhElQiRZJjCyjG3Mdmu30vvlnNOeS8956ycIibS08ZNx/09v8j75/3/J++R9HmBe8/q/i6qk2OP20pfmLi0D0A2gBcBCADSAGQABAMNfjn4xXoknU2awZTQ5unaKm+rbsW3H1ron65qrWywmo93EUDQgxSXCB4Rc+Gp42mawnYhJ0V+Pjh0dLsdbV0Z47Xh6fE/vit4D6/atddf11DlBUQYpIdNCUEB2LgtV1Ci9RW9wrnY4O3o61tUGHe2SJKfGUmMT/xqg07Hq4KaB/jfaXm1rJAqhM5MZZKYyyNxJg/PzyM7lkAtnIUZFSEkZ+ipG17iusWVhqGVZIBmIzPAzJSFKAnzQ/eFb/c/07+vY+4Sd1tPITGYQG44J6fH0L3xQ+EQMi3vFqHhEjIg3xJioygm5IS+oZqIQytHlqDdMGJ3T/PTtmBQLFcso2gPH+o4zBOT99l0uu06vgwoVmqwlM1OZw6IgfgaADF4YuFd+EsDJs5vP7ZIS0rtiTHRZWiz0mg2re0/esa4HULQf6GIXc9m5Pd3PddlNtSZosoZcKKfEr8c/XbSl5fPBCwMPht/XtvPPfsvz/GHez8eTt5Kg9Tp28PHBQZet3VURwLG+4xaZSF1sQ5WBqARiXEL0z9j1Fe90HGnf1a4UMwOAFy4+/31SSv6UiWWQHk9jsbX1MQCdxeof+gQ0TRuMtMmVHEvSBUKQF1QEzwdP6FlGLRV+T4IinJNUaeesfxYRMWIrgLRXBgCaEBAT5+OQuJnAZGQSJp1xePMrblIOgJ/3/+7jfFCJisaqBhaAvVhtsR4QZE3OySkZqqiCUziEsne5Uxt/KCcf4VyY5IkCq8GKlJwqCf1QAJZhiazJ0RSfIhRFgQYNWZOfMuqMZQEUQLoZmoFFX4W4FM8VCoVkRQAASDafvcUpnKSoChxmBwogm0rU35fH7aUBbHGYnNAKGlJyahbA7UoBkJQT57h8JpmSU1iytBVWfU3/zcSN3R63t+jf4XF74eN8O5uqmrZvaN4ATuEgqpIPwPWKAAYvDGB764tDcSl+tcnRpDAsg65FXbZVtZ0HImJkt8ftZTxu7z/Cr9y98pLD7Hhv/eI+Z1pOQ8hno1pB+20yM1l0QpYcx/s79r+8cdGmg1pea7a77DRowD/i52b4mYs5Nfcjy7BDKlGJQpQelahum8G2dWX9Sqe+Wo8zI2dUH+c7+xc3dXAiPVH0JywJ4HF7cT7489ut1iVv2k12V+vSVnphfzP83mmEQiGExbuoNzcAABw1DtT31iP8RxhDs0PqbDZ4eTw18dXV8BVvqYxHLiQet9dwLXLt9aaqptcWGBcsdz3dZtIkArbBDLOTBWPWgQ8IoBkaocshjARH0jEpetnH+b477Tt99lH+ZW9EH635eIBl2EGjzthp1BmdNYYaS3V1NRtLx5DX8jmrwSrMZoOBAB88w+f5i9/c/nqoHN+KV7LR5GgPn+eXG3XGNpqimkVVUrWCNqWjdHM0RQ0dunHoZiWeFQE8AHLvyABQHzYZ5zWv/4z+Boy1Suv56hH0AAAAAElFTkSuQmCC) 16 16, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur201421 0.6s linear infinite forwards;
}
