@keyframes rwdcur207658 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYhe2WX2hbVRzHPye5zdo0jWmc6W3M6lpqKS2UMf9QEEREReyTOLoHlUlBiw8K0ifZw/Uivgi+6YtjIhRlb+oEhygypwytQ0VLt4bRxq00Z5K2adqGNEtyfDhH7dKbpsGiPvQHl8s999zf73u+v+/v97uwb/v2fzL1mp1Yfty/uX6i9ZxybfffiGnd8iTobR++4+xGKveYKlbCyu0IgXhHOHIOQLl2D1AEfMKR1/YCgKheUK49ilLfrc1mf2rpChesoL8APArkgKNAHLjwJ6h/ar6q4EcBFyFOt/W3v21FrAhK5YGDwL3AJLAOhPYi+DYAwO/AVwTEEVp8xyiqB1Z/zUVvnJEjwC/AOLAAWMq1D+85AOHIBfziawJ+i011HEi29oTua7LFy4WFtXHgM/TpHwEe3AsAt2hAufYxYAT4BJgCJKgu7rntm42PZWxjKvdm7Cn7nAGQM4CKgA1YwpHfNgqgOgUzwENAABgG+kBEWC290hoPPl1ZZyz/28ZLQAadkgoQBI4A0UaDg3cVxIAEMAF8CiRBJUFEKKv4zXz586aOAzPkyxNoPTQD/UBYOPJD46PLgAMoCUfK3TIAujcMoakdBE6AeAEYwC/iTWFrcf1KbiB7KXPc7I+hKyO1xUcz0Guug8q1e3cFQLn2E8AoKAv4woApmbsNZFCcDN0ZfLa8VH4mN73yOjpdPmBrXwiZAxTMc00Qf6VAuXYf8IFBPQ5cNI6HgDxaHxbQB8Qoq1z2x8ykL2idDQ+2vyEcedUrgHLtOBAG8l7ds7oKTqHpOyUceaGGw4eBJ4FZKiwvnb/xViXP+7Ef1Kte+803MXT73qYFLxH2AvcDM8KRP5u1ITTVOeAjmv0JlHqXzcrk5lIptXpxabalp+lM22D0tHDkdC0gXuYlwsNoYQ0r17bNWhEYANWDJeYQVCiq74HFA7dbgdhIx0kEY2uXV15sJLgnAOHIL9GqnkYLELQGzoNIUVKTFMrPo9QVUFkggY/ltv7oRGnl5mj6bhoa49tSsJOZXA4AEfTcqKDVHwUqwpHJdDfXgfc653H2FIBJRx+68xXRYs0D16pHcyMgvDRQy4L8PYYluhVLr/+CznkOAWPp7vrpsOpt2GJRdD0XhCNnql+aPhIFrgpHZjrnOZTu5nq6G3ZiYtcMCEdeQuc76RE8ge6UAfQcAXbHxI4MmC6GcOSiuU/t4MeHrp7s1hf1mNgNAwEz3WqBNCdWc8CCcGSqeo9h4jmv7+sBKKLHac0/YOHIBaAAIr/T2O2c5646sfbtv7E/AClBZm54C95UAAAAAElFTkSuQmCC) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2WT2gcdRTHP292NtluN39Z429jDKbtIRUNRW2pRcSDeAgiImiLnqqiJ6kiFTwNo4cgIiKCtoripSISpKh4LMWDlhZrEVG6xjbGJDtd080fNpvdze48D7OBuN3Vqbt6yhfmMI/fvPf5vfd+7zewpS3VqfrywKC65vn/K57UGypHb7hidUpBonIa5AToLNvs/fLS3Ef/BYC1+UVdMxBJRI5WVqvJwnQ+BqyQsF8jIm/pK+Yxdc1YuwGuyYC6Zhzl1cVvs8OJ3f1T0WT0DoTdVPQ+4HbgF6AbWAGy4niTrQBYDWzDCG/03T3wYbTf3kentUBFHwE+AXzgDPATcBNgqWuG2wagrhkFfQqIY+Fji1WcK3WvXlq5E4gRlXFsSQCngAngrDjeTNsAgALIBHAWZYgqL8Z67GerhfWHK6uVn6lqkoqOEmSiWxxvupXg0LgH7gc9CJIFMsATQG+15O+IbI/kqOgRoAgkgLw43uetADTqgSlsq5t45BlgL/AF8Gak05qsLK73a9k/iMitCCeAXnXNLW0FEMebxpIc8UiSvuhDgA18BXxgd9nHJCYP0GNPgEyC5oEldc0edc1gWwDUNQdY18dZLM9T9M8DedAs6GngfVS80uxafm02Hwc5BSSBIeCulgHUNUnQUVQvUNUp1qrvAu/AelmcKz4wj3K4M24/tzaV37f8/VW3FjwGXGoZAIiD9ANfgxwHzoCUxckBII6XA9JY/NB/740fR7rsp8tXS0eAeXG8HxsFUNfsV9fsCgswBCyAngOdAQzoLnVTm5b4WWAMoZjY2XOy5OXvWTq38Ki6ZqhB8DGCHhpo1iN/ARDH+waYArlQO6GJICvaEThMAdaDwBKQQZjYvrNvr1/yDxXnC6+raw7V+c8BFaAojjffCOCaObCJfhQYANJAvuaoA9gDGHG8T2u77sDnQGFm+W2xrC+3DXe9II630MxvaIA6mI30FoC4ON5szX4bwSlI4GMvn//j+NrF6rFUGicsgB1ynVV77I3gNZUJxnJaXC8NnMyM8HtmBFKXw0OEUqMma6bMCHOZEdwwa0OVIIzUNYZgHgxW8v70wmfZ7/B5758yEbYEYZQExoGcnbBiqV9JhSlHo8vo36qXoEm7CTJB6jI3A0/+XTkaZiAYyXQ0O7tNlCbYUAfBHxMbENfdmOqa4Vav2XplRvjtuj6oH53qGlMDM+0Ea9qEDdIfq9m9dgJs6U87H1ulbHNd7gAAAABJRU5ErkJggg==) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENklEQVRYhe2WXWwUZRSGn29m2q5L6W5huzuWUqEirUgqMSim1sSEYKIxmtYEDUIlMTHxwjRNJY1Xkwly4YUB7gyJVBMvIFTTCxNNiDEh+FcUCCLBUkupTZldarss29Kf2Tle7BDLtttu0d7xJpOZnfm+c97znp9v4T7uYx6Ibdb492qxzc3L6UvlvojXcs2oMr5a9Vrlr8Rn3iVWnOb6VKeynKPLQUDLfRF93fyyqDb8NiuNT1ipT1BuBNCUIba5czkI3KWA2LEPQTWjCEwl3YheUZw26ksDXLsdZMztwpUfleUcyq41nwY8ZTk9/yMB8yWgFfiCoP7O5MB4vdJVuqSipANPHgd1HIgAG4AdwC/AQWU5w/dKwMj57QBvETKa0akJRAP7Rk4m2m+meSjaFG1H8QRCGfAoumrEkxMI02KbG3xi6Tt2lOWMFEIgtwZqgHpuup8z5rYCZ4N1oYdlwmvxMvInAX0/kABZhyddiJwGJoE9wAGgGdgCbBHbrLwXBTT/mkYw0FV1cG1JdXBXrMNNuYfd5LRWvLokDGofQlhZ8QsAYptjwABwybfjzhNcQQTOApuAMBpJyozjpNxeMnQbK4v23Lr8d6dWpLcaZcYwSNMs3ofAiyrLSYhtmoBWaF3MmQNim41ka+F9NDZQpBym5CCQRtiauZ05rBdrSQz1BqgfQAzgPaBfWc6xQpzmVUBsswooBZ4DvsbDYEp6gAYMtR2PTXpQO5K6kGxxU27TqsaKPqABeASoBZZM4K48KcsZ8h+jwEagG9iIrl4gqO8loD1Fkf5zaW3oGZnwWsb7Ux1k8z4EfCa2GVkqgTkpABDb3O0/dgFbgVfR0NDVb8zIecBFaBvvv7lTXPm4tDZske2GYpDNoAJA36yAClNgFgb9+/OAB3yHx0lmZAikAXgZBStqQt23r0y1xI857SAuYIJqJNuKVYUokNsFdzACVAL1QDnIJKirQBiURnYCgqJn9Y7o/pFv4t8mz4wY4Scr/vCV0JTl/FQIgXlTAJAdJLIL1BrgBpAi2+tJoI9sjUwDKTJSNz6Y6jSCRadLYsETwKU7Z4TYZrVvclJZTqJQBQAJAkN+9BeBhB/ZRX+BI7ZZpSxnSGyzZsW60EfpK2Nt6YvjlyOnMp/OMjQNBPxrDuYlILa5DqjzN6WAQWU5/bnrZhVZL4rRB6pCRyfOJc7EHyMd+x3L/+YpyxnIF2Y+BTyyMleSnY4LQllOL9ArthmJvBJ9dvTUje9HX9TLyrdFDirLGVxob74uKPYNHwGG54s+D0q1gBaObI++KTPe7mTPSNtiG+YQ8IeJi3+03sNZr6GrZPm2yI7pYXdnvJ4DSyLAv2lxl+gYP9cOMKx9kDgfO8ca7xYt19djL9XWkuD/e67O9/36ev7KR6KgM3sR5+Ziax68ylpg73/1tRCJ6LIZv4/lxj8fs4kyitJ2dgAAAABJRU5ErkJggg==) 15 16, auto;}
}
div.testarea{
animation:rwdcur207658 1.6s linear infinite forwards;
}
