@keyframes rwdcur221511 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzUlEQVRYhe2Wz0sVURTHP3Mb9fnw6Sj5QqkQE4Loh+3ibdrnMnEXaNTGZX9IixYtcqEbNyEGkRAtgiKkXRYhLqTUojIMR9Qx37vv3BZ3xpkezntptuodOMzhztzz/d5zv/fcgbrV7X835zCTzGZTARgBtw9cgNfAGye38fCfEjCbTWOgBkF5dkRhCago1hBMOLmN20dK4PkTCi0tzHR34eWPQ0PTGTBrIXhEJHIA3wcZcHK7s39NIAR/AbiuC0qBewzyndCZPwWmaIGdqBqA8QGtQV+tRUJVewnQ2MiMiM0sYl2XYe0H7ASfwHET4NGzEXBdyMzUyl+VwMunjAGeSGJCOEMElpYBOqjQQcKVZzbbxg5NQIThJGAUK8fGSpHQQuQAkiQzWA3DTXvx6hlDIrgi8OWrHctkIAggm4XenvBD8x2cXuIKFO22GAmJ4JnNEwUnt7qvFlIJaM2lYsnG+c5w5Qq8NhsvrUB3F6B6KlauiUUpEZERYF8CqVsgQkFrW26tQ/GFT4DWXFgZx0uACxUaAMdle3u1Lw0nlcDWtl2xmNAl9pXPMPfOkqA8x+99IAGOC/KNIEhDqS7CxbAS1kMi7+fjPnD+HHa/ZSEBHhMx5Y+s+yWU2r/8UEUDrsu41tyCWP1Ly7EexEC71xADyjzGGCLSxRIUi/bbn7u8PXAFrl1nVgR/r/lo21qSW7IdlAAJBWdTaW0bVeLY6pNnSb2kqvYBrZmKCGxt2eOX1ML8QpjCSGoOpZiohlHzLpieZF0pPH/DVgDik6A1jNxoxh43jTHlvVYdnhi/tZv2avlr3gXAgNbobHMMHjnAo8c7+ydWaK0ZqJX8j67j6UkKIsx8WMLLd8bgSUL9F6H/gt13XcYPAgY6Tqer/0AEIrt/l7FMhmGwLToikoh9YGr0Dkf7Q1JpD+4xJMJl4EoIvpjNMn5ztPaK61a3ulXaL6cBNnDAhxrHAAAAAElFTkSuQmCC) 16 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhe2Wz08TQRTHPzMdsWAL5UdQCfFgSDTGxOjJNCZ4lsSDEjwYEzjo0T/FoxcOcDYkJioHPRhNDDFeRDQEENHQRMovKRa2LR1mPcxud0tsK4gn+5LJm0533vfzXmfeFupWt//dxEE2udmWJESHtreXexwHgLfA+87TPPqnAG62ZRhUP8gEKBAKTJr1H0WkBCnRwGiim7uHCmAzNuOgrDDSintzd/crP7P2WSkByGhNX9spJv4awM0eTULDa5CqJO5n789R5JxZjCmD0Pk8vbUg/gCgccNmHvUEKcve97vFWfRu+V4pyDS001otfqS6eHwYYklEHEQjiKj19ltvuwAiCNYQAv8sICVEIkSPd9I9/pynlTRkNQBoGrTZGkCH1qMEFbFDCEEkIjxhO9d2S381hYoAbrZlAIzCNR4AHoT2PsvQCMIJEcH/aSY/ApB4+IDkvgFAXbBCBgvhCxPyHoCZpux2CAVCMvWpdCCHDgCwkwxK70M0g+uAWbDrognMHIgGEDJ0MySPnxQwpgTQUzHNygCh0osGck6KxdRS6arlC59JL0PsGJw/B62JI2w7BaZnYGYOtC6Jl/w+AfQ8yKsAqysp1tYpiQN8X4LmOExO2blxi3aXppR5qC9U7AVV2KIjtswdpJeDwMbAwjcrDtDW5gUSQbZKBXMv+w/7BhDxzQkwmWLhC8YFvWuHccFxApiuE7CyGkCEy+53xHv3K7+kqvcBV4+lV8pLrzXEYkGJjYGzZyCzCU4uEAcLpjWj1SRqtuJ3r9gAEuG1xRR0tAcAxrVea9jagnwBmhpBSjL9d6q34hqdEJSiT2u0L+afBSgX99diMUi0gFJoKemrFb8mwKUrTAC9WpPxWitdJ2Gn+PvnPcAM0Hvj9iG8jsP25gXDWjMoJSpfsGJKld2QDDB2/dYh/yHZay+fMQBcNIbLTg6UYh4YuXazdsZ1q1vd9tovGXEmU8vHe/cAAAAASUVORK5CYII=) 16 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur221511 1.2s linear infinite forwards;
}
