@keyframes rwdcur25122 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhe2WT0gcdxTHP7Mz0XV3XcWsUamlYDBtWmgu1YLYSjy00DZRUWyCUKEkgUA60PTireDBHFtDDzGUiFhQU5Nqa/9JE0lTk0BCGmyqsKxV07SORRN0d2ednZ359eC6Wlk3ri304vc07zfvve+X935v3sAOdvA/Q/o3wZeh0YTnlgEBy07QBGDHbQ9oDkCG6TfhQbIcynbJB0D11ta2P33sGEYkghGNYpomhEIgxIqTZbE8Po5+/vyHQOt2uZKSX62pEUuaJpLBtm1hWZawbVvM3LwpBuCjzXKlXYEBULMPH25/qaOD7IKCpD6SJCFJK90VQiAg9z8RMAiqE9qlhQV+OXMGJS+PDJ8P2e1G8XqR3G6cbjfuwkLy9+5dE5QiZ1oCfoZPC2HIOTpaLI+O+jLB44Dj3rKyymfa2jB1He3WLZS8PPJPnVoJkuV0KJKjB95Jdv45vPF9ZaU5Hwgk+j87MSF+bG1N2DP37ol++GKz3I4nkQ+C6oWulyFj/XkfVLigr+T0acXl82HbNgBZ+flIwWDCT5bllHcgpYBBULNra9tlYB8Urp73wr7siopL+69f9yhFRfxx4wba2BjCtpnp7SWmaYkciiyzrSYMgjpSVyeCc3PicmmpaIHyOHn51xUVs3/5/YkyL87Pi8nBQfFrR4cYgtnhgwcT7xYCAfEljKRL/u7VOLkQQnx75Ij4BF7tg9eGIDh97do/5j4cCokfQHwD1z+GF4cLCkQsFhNCCOG/eFF8B19txpV0CnbBK8+2tODZswcA4fPhhPdzKivfeqqpSdmVlZXwFbbNZHc3UegPQ/Md4Pm5OYxIhD+Hh5lqbNQi8EFaAiRAcqxdj6zcXIrLy2vLurpYNgzCY2Msl5YiSRL+nh4enDz5mQ7NjStrgKNAoLMTTVW1CFTVgT8tAQpMJb7ngLR7N/vPniWvpAQ9FOKR389EdzePVJVl6A9C89E4eTx+WlNVZwSqalOQQ4opsHQ98ZzpdJLl8QDg8nh44dAhMpxODPgpvIEcwIT7WyFPKcCORtcMr5fHd+9iLC1hxWLcP3eOyRMnHhrw+tugb4w1oGYr5LBJC2xgfQuyCguZuHCBic5OLFlGGR8nCsUyhC9BCJh3gGbDnXp4r35DRdIWIMNDYa/lOFBdzYHqagAsy8IwDEzTRNd1hGl6fuvo8Ohtbc4gNG+VeBVJW+CAmLm4mDRAlmVcLhc5OTkUFRURvn0bva1NC0FVwxbLvh6bbkM9EOCx34+cmbnm7HIhKUpi3/9+5QpTDQ1aGKrqt0EOm6zqEahwwHEAG4oBZdXRitvxf7/5MDSlmvMd7GAHT8Lf/I7SPuXvjJoAAAAASUVORK5CYII=) 15 16, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur25122 1.6666666666667s linear infinite forwards;
}
