@keyframes rwdcur192867 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCUlEQVRYhe3WTW9UZRQH8N8M06EgNgVHQwpqU0mNgAgujCHxZaGJGePalWvjYtgZN3wENnK/gi78AITgigSiDTHxJb42Aao0pI5YbK3TWsaOi/MMtDczMp2Z6Ma7Oc/Lvef/P+c5538f/n8Gf1qDfFwcFPzsEEgMAt7abP9T8H+NxAFaGa3JBHo2RyLtH+3VX2E74M/RegtXYuwCxrGKl/AuzuAiXuYhLEJtWAQyqtc59x0eszXMWfyAx3GMN0WBf4sN1GvUO/ncbhdcXkKVV7/IbRzHG7z3V0yfScBFlDCRMTowgRrLx3kQM+Xc3kKYp0/wAm5gDbs3vTI4gURiBWsrtpb86r3hMTRFeRxKwBtoDIVAItFcza0thfkUZVF8y8n/KK7VWB8agYzKWG7tWph5PIoT4uxvpbW1br76leKpaVtbaDzMIyLdFYyJtDdtrYWhEDicr6g9YSYSaF1EnhLTuQAHIfD9/jRoF+KuMEdwB7+KyO/79FuEMxfSuJBIJF34SHTkgkhKO/Ur3XyV+iEAk7l5CncxDccSaBGNWpcW7JtARmlh07yAp2L4Nj5PwMuiFrp2AH0cQRZ9PjWfW0+RTAmlnE3LTRSzf8DZFoGM8mf8idc2OhP4+DqnRSv+luxGLezgBLB+GzO8fzC/gRucTnJ3C1+nreEdQY3WK2k8gZ3ulflRke8ncZVLeBGj3SS4LwIonMLzuC3OoiSKog2+C09E1K/j5P0c9qMDhTPYK6RuWWTioLgCpfvAHKYxmd0VyS7O+iAgozLLL9Miv2WM4E5I7xUhRA18g68wV+siRv1KcXmad1ZFeEsBflEI0KHE6cdEpIRKFu1YynKOdvSKmLGvysPVCPZ37BhhcYWTe/hA1OPN4KKOT4QyFvEA/kjEylVa59Np9UQgYz8OiBobE/I/hy9HIs0tcR9tiD/zfCJZT+ANd+8sChipsn6eVq9HsC83H09nui76/Rw+xE/izH9OGdktGuRmB59lev8XNNsfbJoTCtfu8wqeTXtXE+hseqeTEhbhbyaJ4c6XybWoAAAAAElFTkSuQmCC) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur192867 2.6666666666667s linear infinite forwards;
}
