@keyframes rwdcur247031 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 6 27, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhe2WsYvjVhDGfwo6GIEOnsALEuzBGdIYUuxCGh9pznDFClzEkOIMVxxLiiNl6nT5F1KlPNjyUgR2i4C3CWwgix0IxAdXqJQKgx7EoIEIXgp5N9nc2paTTXFwXyXEPM0333wzT/Cuof944O7yex/seqD7MOb4xfGdkdiJQLwfO62Valkx/vzYDYbpRiKjz8Zbie5EIAoj8sKSZRnz+ZQyz0mHoxtJ0k8bUqOnYycmYPRsM4mdCEgoUENwPwKFKIpQlP4n/esk83lG/8nA4QNaEXUSvvzq67UkdvOAD4EPoMwuZ0x//Y1KlWgvIj1qKhcfkk6MWtucqZX56+naT3q75O8d9Bx1o8Tsp5kHYDrGPeo/Al/QWgFFfEFVMZ0u1uZMvj9dm6e1Ar2Pek5EkFCwC3v93i6sNzmfUFqLCYVqWVFaRcSQzRuFRs/XT43flgA+qCrJXnJd/RV0qd7F+cT1Dg7pPkiuvTK7vPAAxwalWytgIgM15Hm+LsSb/zJj/iZDlwoijJ+PNybfiQB/NL0XXzZFednrOdOfp6BK4AeMnt7BGMYPY2evXL29aV5RFN7kfEK+KJEwYPRsvQdaTUH3w67DBxMaZpez9pPj4wZPUuI4WXmo4tXLkxvnW7cgTmKiKGqdG4Aab3J2SvYmI+nEJJ2E8YsvbqjRrgUPYgIJqKpqNwINPO6BXRTkRU4AjP+2nrfK2TvoORMagvsBk7PJTosrHY4cfrMdJRQCiahqiIyhLDJOXp54Wy115fot7r+B/uO+i0yCqoIqZr9LIAI+2CLn5NtvrgvZ7ulVRLNm1yMdpk5rRUKDAHapUCsigmqFtTmn3729krcrEAhJnDTL5RYMjgbOhAYJhWJhUWsRYxAfyt8ryrJkdrn+LthI4PDjQxeFEQK8+seFMjhKnTECNBcPS8WIgAh5nnPx40Urv2wkEO1FJHFCXvy1ftNh6owxjcSsrt/9hHyRY60yOVtf7W3YGJwOU9f0cJVMGiPapRJ3zOrZ3trbttiogISCWkWMoApaNxVTK1mWtZb5XxFofrMEfAUEE0KxsJRacnH+3xNvJcC9YBUh6NK+ZcL/nUAgzfqc/LDb9nuP93jn8CfpL1ltDR3RdgAAAABJRU5ErkJggg==) 6 27, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WMWjdVhSGv1dUOAIZzoVnkMCFajBE4MVbDF0syBBDFkMWb8V0KBlDh9K5U+lUTKbQoZAMpe5QcIbAy1LyOpQkQ6gyFF63Z4hBGgTvQAW3g5rWSd+T3rMzlfyLQLr33O/8556rCxdQ+mHqLzJvnt5bdYJE4tPNlMNPD98KxOoAgSAiAOzd2Ls0xOoAIpgZk98nAOzs7iyEyK/lvYArA7ihQyJBIoUACELyc05sX932+fXcb1/d9tnWNgcfH3RCrASgql5EoAGrKybFhDAQNErYv7nvgdaZBtLNDGsAQm59dnshxGoOBO3DGpgBxYuC34oCsxIRYf/mgZfI/T3IEAw3VMqz6cKQKwG4YQJA+XLK+OFoAAxO/5gwmUywBswq0s0UHSpVXWEIZW3c+/beoCen5aSqmBkSyfnXg+LZUw+QZSkhYLUhkTKrKqq67Iy5NEC8EXswANxa+ObnFqIx0iwD2m45efADTt3bAQjl1aLG9OXcrAbF88KLCEma4qKQ6qwaVGdVZ9yFtXlT2VbmRRUBxj+Pu+b5bCsj380hEKanU47vL94DS21CjWNf1obVBu/3Dh8UzwuKFwUi0luCpQAkgGSoiAB/LjODwejhiMe/jJFIOPzk1uXOATd0pB+kJOtJn/2vQYwfjXgyfopEwu3Pv5gLsVwJnGKNUZbdLTUX4tfHTE+nyNr8E7E3m3gj9ulmSighM4Pxo9FSDmRXMq9DxSUJGjnCQCAAiZSjr778J0ZvG75qP42U0YPj3sWzrczrekIYCQKoOkJAVTAEq19vy14AESEMQqyxznH5tdzHcUxVVRCAWRvdiYAIVW3cvfP1fxLoBdB1Jd6IMZsPkO/mXmMFhNOqzS6OFAsMGjj65qjTtU6A7ErmXeRwEnJ07oey89GOD9dC4jiFZoY1bavGQ6Wqjao2Tn7sL1cvgCYJqsr0tN39+fU9r5Eg6rC6JAxANEEC2i6pjJPvF59689Q5eO/G3r8XkMZQbTMESIaOWTMjFMfdO902d2mhA9lW5iVq73+qCnV7EaExDCjrkuP7y9l8IQCN2o0FEIoDjKqacvLTyaUXXQrAJQkuCpmatdl+t1ptL61lrtTv9E7/C/0FZS01ZAz1wFgAAAAASUVORK5CYII=) 6 27, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 6 27, auto;}
}
div.testarea{
animation:rwdcur247031 0.66666666666667s linear infinite forwards;
}
