@keyframes rwdcur204473 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRYhe2XQUgUURzGfzM7utvu2x3XIkvSjMhLESEhHSSE1EsdlLJTEZkKQt2CCspDEEIQWIeUWliiRCQoLMLKpBK8KUFURp4kI7dS10hpN8fXYcdtXVtNZlwvfTAw7/3/b77vvf/33mOUHKQkASEUhTRCA4jyjEzKbCXP4qlcKidMhaICtpMvByqkf9kToaWDPExFnCO5NNpKkyej6X55/L2hahUEnKvqntdOi4DFdoSaDgGLYdUF/Meqw7GM3KwM9h0Bo0AyOQz8WilRC6CSt8vH45BOr9Tpk4JbA4A7bQIEwU4PrRKQgPTRJV2cOmsriYPtZYKWoCDQDmtLEkKqj56vKlviAjKpll4eDtpGrrJtbxYDhiAoBTekTq/h4kStGS4WtEkn9XEBgBTcMQCXLQIEN+8KWhJmeFDqdE+YBKUZHBjz0pkgwCV9dH0idpRb9kKlmwtScG3eDPXY+V1m5rgFgQE3F6fMeJ/Z3wj0ALXJH/1XqMD+CB2obJ0XmGUM0HLN5vQPasslU5uBcqDO7G8FciFp8DLRAfR46Rh2cTy+Ah6anwA7Ug9z7HTScBUYwuKd0gJcUil4qfO8GwgCIWB9ivx8N01BnTeGzmsDOGSFHGL1OwmIRXLyYd1hD9dv6/RHsonIbKLSxZlHVskh5vQNxNy8J6G/OJPqK4L2tzr90k9YZhONP36+SaDGKrkG/ARGidVxk0re+TU0HtXYXeigEMhIMdQAGLdDwBwqgbZZIqpkUgOJwXsUclD/YgcFHxql0RleWBKQ6N57QA588U5zeuMkRQGDQZQUF6YkiiTks8TOwu0T5k9J6mbob07lzVk+YDA4YlXAUhBuLg/5+Z5kwHHDSb19l9ESKHJy7KPOq89+RqXOuwkPgRrA8vID/OtvWSlQAjwARrDB/XP4DZgy2PQrCNUIAAAAAElFTkSuQmCC) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuElEQVRYhe2VTUgUYRjHfzuOuw7O+LFGH/SJbBEkZZfqENFhlQ5dJCgJLIQOJhZKKaR2iwqqY0UlhOQiGmWCsJkesoIED0oQgZgJEbQIKqbm7Oo+HVxXk113t123iz8YGN7nmfn9eR9eXssmRFiGB4uFJKICeOnGijOh8izeSKSeCQotCpBweSwokPxtX46aDPkEhUHHytEoay2PhJps4a22guD7xSJYs+2P6RREgUPngSuDjn6NylrAGl+8JSKNIB9oNnDlgsU6Ry82TucrbN89zZXSRIUIhwP4pXJEMngtgACSwn7JpMsE9ERIVhuBCxjQqPjgpSO4OM8nQKzAxqWf7Dmu0+Q2aO20UVIWS4BwI3ACw0A7KM989AQLVk4B8hMYAVQrRdc1qurn6FP8mGhcLQS/38T1OJYgK9ED4TYYtJbbKPlGYAQGz0XjUk2gz2XwQmycD45Io1oMXr2PR76IA7AH3s8B4xq1jTr321gaXXkG7qB8IUCdGLR2xit3AieBHcvWQo3LqdP8VwCDNrFx9nK8AS4AkkrBR4Wt5SztxEo2p3PvyaLcxgUxaPEAWfEGAChOo3o6m1ExcJtp1LQAh0L0WYE+4GEG3U9VDh9NhDyAWm/QJXZMsWNKJp8lnYYe2HIszAd7geJYDCmrl/2TKgfLhClSyEUhB5UDO20Ul6ZSUKySn+fnR44wKoAHOAGcAbzAl2gCRLqMcjPp/6rgwIItZINgInjw0jE4Q+UsMAZUAQPRBIh0FzgsZIaVLwQYw0f3oI+ul0AzMATMRCOPJoAujAPbQhb9fGeaijof7tuAP1rpciJdx/o8Q8OhSz5MGu76cN/8V3k07Eph36MsRnx2vLL4ZDMuOk3tiRBEOAVMCKPvhKlehWxFGB+b4602y53G39y4BkwmIkSs5P0P6TrrrBl/APql2zNbAG99AAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur204473 1.6s linear infinite forwards;
}
