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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhbWWbWhbVRjH//fmNvfeJLc3N415W/o2mvQtW5uTUvywUkZldCDFTT+4oSuC4sQpCPswUFSEgSADQcrsh+EHHWwUqXasbm7aKe1WrOe4OW1rGayBtR9K6exdu6xpk/hB28XmrUuaPzxwD+fl+Z3nPPc5hyOUGPXr+p9z5+ZqyrrKdCWkfC9oQg+AYRZiayiyBABR3sQv6CM69BG9VKqSXnC85HhWaVV+IZR8BmCQhdjDolI0DzcfV1qUBIDHZkTCc8yzWn+u/jb5lRwjlNiLBkAo8Ve8V7H4P4AkcxxyxPxn/OHgjeBJQknNdvrm/gNAZCpyeeLQxL5sg7VnNNi6bPOWJsuAwWI4DYCxEItvC0lwLHjEtt8WQ4YoJJu5yZyoOln1YNflXRcIJZ2EEmO+frn1D0KJ4/6V+7funrjr2upko8sIZ7czWvp0KRMrxB4AAyzE9Hxh0Pht45cw5I5AOnO/5o7VfVU3ERwLHieUePICIJR0Ol92ruYDsG72A/aEr9c30zzSfIpQUpfLJ5fcIJRY9Ov6b3feulNwpqttKsqeK/vbErQMCqrQA2B0Swm7++ruT0SvmHcENptcKycqP6xcDlwMXCGUdBFKpKwAhJLWHW/viGwXwLoJViHhfce72tDXQAklrxJKSjMBCP4z/rFMC7lfdyeEMqEgGGe3Mxa4GBgilEj8ZgAWYmumWtN5pUVJCyjtlNb8n/un1T1q1khmU2QqwscexDwAjIZ0AzxveuYTa4nuxZ8XxZTJExHeftB+T+vQRsGjevnWcto1Nkvdo8L1iuuR56hn3PGio7fkqZJ3WYjNCBnGT5kbzaMAUkrzyswK5r+eb3C/4e5zH3UPSdXSB+GPwlakyW/rXiuse60P5Vp5UqqS+jmBGwTwe/I1z6VO+1fBseCR8PvhLxa+W0g5JgDw9frmlBalA4Bj6ebS6ZlPZ/zLt5eh7dOgtqtLJr9pXKwU+zkDNwhgPNPbIiNArtKstCqo/rh6QFCF5wF4orPRU/GVuEuqlPrB4xKAyYIvqlylufxE+Qqh5HBBTrIpZ2nmkag/X/8XocSWr4+055ukYaVVmc7YGweis1EHAFNRAFiILZnqTd+I3pS/cUNiuTgNYLYoAAAgaEKf/aD9Ubo+U6MJole8Vkiy5QQAwMxN5j/SdWgdWpwr4Ybydb4lgGylWfbJOgBWVAAA4GV+QOvUUp5aYrk4CeBe0QHwuDRvSGlRYPQYr7FQQQHYGgALMUg10lnbfttGsqntapwzcD8V5H2rAADA8dwltV2dW2/LNfICgJuFAjyRkktz4EKg4N0DTxABABC94lnnYeea2qbC6DL+sB0Amd4DmTSstqlTsk/eCR4/bgfAP8XxvLN+tlZ4AAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur169960 3.2s linear infinite forwards;
}
