@keyframes rwdcur193387 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHUklEQVRYhe2XW2ycxRXHfzPf1Xvzene9vhAHY4ckTsJGhrRCBkVRG0GpVGgViYeW10qVQOoLVUorId4qBEKiUtVUQqJPpWpJ+gBIBaGqqtqCm1KLRSHE2CR1bK8vm0283su3384304d1aAB7Td/7f1ntnNH5/+fMmXPOJ9gGhZlCCsFxIB+uh99Tm2rMHXCx4/YcgjfQ/K44WVy+Zb8P2Nv5AmrFyeIOJpDbrgpsIBVcDY6yxtceyj40arWsUVVTeTRlYO0WctmFHMDvYttBgCEHzNU/qh9/NPMo+aE8X89+nbAUHomC6EMgUZgp3CTtRr6r/QsCtk6kMehgIXAnkhMc6znGVHoKp+HIcCU8AsSAXGGm4O5Cvit2uoIA0EjcpJukbdq8WXsT3/Fpb7RtIAckgDygd+Hoav+CgOJkUWMIgER8fzy1bq8z5A7xWPoxnDUHp8+5A8ERBA8j+DaCY3S/57CbALswU0jf4iAAqgiqGPKqqvCER03VSFpJpCORvswDKQQPALMYXAQKwzLQ+PRQnbWgOFlUXQXQuc+biAEuhjWg4e/1/bbVJtABBoMVt2gttb5rxS3fu82zo2qUD64GscZcw03fn/6jtOXilk+F2T7Cn8d2G2wggWBFbSqklAQ6YDaYJUpHDGWHEvtT+23d1Ki6yoxVxk72l/t/tv7a+rNAhk5+7AUGAXe3RP28AHdrzQY+bM411bg1Tq/VS0zEoAZD2SGueFdIVpOoRcWTx5/k8Ucex07YU7ULtVcqf678onaxNgUMA/u2fO4qwAfGgNGt3zwGgqsBFhYpK8WAPYDyFVmdRfiC1sEWPaKHhm7gJT2EKxJ3JO64++SdJ4/rin6xXWnfuxWJ9NbT3hY3i8QwtxYMgY0hZ5TR2mjQsKgWUSmF7diYyNBeb+NFHhYWt3m3IaTg2NAxhlJDLKklOb86f5+TcSp0nuryNtyfRuDWOq6BKgYF+DrQUiDYiDZ4uf4yuk9z1b/KqfAUR5eOEv93HAuLelTHSlgse8tMq2n8QR8E+7Z8y+JkccdaIIEVoKJbuoqkSieJxgBlTCeV61GdE84JXMtlwVmgTZvlxDLOgINGU9Zl3IxLXdYxGLSjEbZIAAqo7EQOYBcni4cSpxK/lz1ytP/h/oaQ4h/+iP8X6UlUWWEwZO0sIhS0vTZpk+ayusyBngOMHBvBw8PGZio1xQVxgV7dyz6zj2KpKON3xhcwlLsJsIBXnvnRM0dPf/80GTfjtEqt0YX5hXt0qNdUVX3lgXsf8DfkBr2ilxP2CTImg4uLQOBZHjmRIyVTeDGPcTFOVma5ZC6xMrvSjI3Hfl6cLF7tGgH7qC0TuQSu5XJf/j6m8lNc+PhC4vmzz/84fiTOJXOJsB1Sikqc9E5yu3U7q2IVZRRpkcbCQmlFnDg99BCakAebDzJ9ZTrEUOtGDmCrRfXLM387c//BgweJ98TJO3lGDo1wOHuY01dOc5nLNKIGffSxqTdJiRQxK4Y2mlF7FK01kYjoFb1cbF+kYRoYYRCu0AjCwkxhlyS8xm+uXLzy0lO/fgo3dLGxMcYQpAIGxge4Jq5xl30XE/YEGBAIltQSs2qWSEf4wsfHJ0mSA9YBxuU4btPF3+NrDAk6XXNHSICxn4z9sDxa/usTrz1BrVGjETVYUkssOovMZ+bBwJg9xqg9Slqm6Zf9xGWcyEQ0dIPVaJWyLlPVVZIkCZsh0pUhAgnIwkwhtpMAC2Dw8cHIG/ZurC+t3z59dnrP4a8epm7q3CPuYaI1wUH7IDkrR1qmScokaZFmj9xDREfADX2DclSmTZt1vc679XdZ2Vx539/jnwNqgBj4wYBe/dXqF65CQmcG+ODuD87FxmIPni+ff+vFP7zIgBwgJ3NM2BP0y35cXNbUGrPhLNf1dQIdsBqt0jItHBwsLC7ry6Rlmmulazh9zieYz3TabUezzyxe+ualKvCtt8+9/Ubvx70nn/7p00gh6RE9XFcd0qZuYoQhIzI4ONR0jdCEVEyFDd15rqus4g66FTpFbWHXHPgcQuCRsy+d/fsLz7xAkiRKK1bUCsvRMiVdItAB0kjSIk1ERMVUsLDQQnO+cR7lqhtOr7OOIMN/h51tX4K1g7A28OonE5+cSliJrB7StESLSlTBFz4SyYbZoKRLlHSJYTmMjw8G3rn+DoEd/Mvutd/eOn0EbBYni8GXjQDQmY7z38k/d+b9M3qltkJVV/GER8u0iIiY1/Oc1+dp0qRpmljGos/0sfzRMhieQzO71dSgM+pti24jk47vj88xwG9fn34dxzg4xkEYQU3X8IzHEXGEQ+IQtrGRRlJeLFOdrc75e/yPEAQIGsDabt1wWxQni1VgLveN3LPv/fM9pVqdxuTjY2ExKAcZYYQsWaSRDDPM/FvzmMj8CYPGEGJYK04Wu5Zj0c14E4WZAntf3WuC8QDRFiDAXXJBgAwkclNilSzOnTsntva7QNjtm/B/EnCLkBiQ2vpb2+10/8eXwX8Ah28ebIkqvSQAAAAASUVORK5CYII=) 9 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
}
div.testarea{
animation:rwdcur193387 2.6666666666667s linear infinite forwards;
}
