@keyframes rwdcur88903 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhe3UT0iTcRzH8ffzuL86a5rNTW09h4kW6aEiJAg6WEhELmF0KEOR4SUhiC4d7BBEF7sERkGiRNChQyV16CIkOBsLIR0obabFUmJsmasea3t+XbxEETwbexbU5/79fF+HL18oJBNh0+PLV9sLqZALGb45evtgTTg0RGzVVBJAdjEeLI/Otk6N3DpsOODUcX9dLvGuy/J2iarYQpDlpLEA6U28R1qMlVuBinjM/2T8odc4wNk+SzaV6rUAVsD0MmzxzEb6DAN0zIQ7rFLSZ98PUgA2ToNmjfV0vXptKT5g4IIsifWgs2EDRzNIrW6yu0DbHvV2R0b8RQd0JqI+d616rL4JyptA7DvCNx/klBXKHEt9JNZ0deoG1Nds9HubV+XKRlh3w9z3u6zUwFoDaO6Fo9fTD3br6dP1QDrv3XG4VkbPyOYDq8kKz/Ns1ac2tWrC+3Vr8JkmZWxl5kQb9vl+YKAogJ0e1bnuPHRyyH4igqpmL3ItJDyyN11RO37FNjwcyE07q81ze12akD/IkqanW3/uP5IDT9tfDIsB0f1l8Fy+Nfm/4nSKeXLINDJuF3nX5A9QVWY1jfck+UgpAJsxYy5oPn+AJIEMHjwlAlitYCtjjDFAKgGgehs4TExqk3lXgM4/8FMadmhUttwg0+JiS910QYr/+V0EyqBAsRV7z5+OsBdwlxJgSP4ugEC5JFCaSwYAOoGuzeOrBjJGYhAo5wXKZ4EyI1BCRuz85YkLlD2AC5iSWFKNQPzb+QEnvbGup7KlNgAAAABJRU5ErkJggg==) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe3UT0jTYRzH8ffzc3/cnDZt6aa2dlC0QA8VIUHUwUKi0gTxUIYhw0ueomN1CKKLQQRGQaJE0KFDKXXoIiWkDSPyD2hN+2WtSQyXf6jf7Lffr4sHPWT9trkd6nt6eOD5fF/wPM8XkqmBgKnv8tXaZCKkZA7f6rmz3xUY6iQ4Z8oIQJ2Z9tsnxqpfdt8+lHZA87GG4njoU6NlViY/OOXnYyS9APFhulXMBO1WIGc62PCk/5E3fYAzbRZ1fv6sBbACptcBi2dspC1tgLo3gTqriJTZ9oJogtgp0KzB1sbR95bNB3Scl4S+5HeWxnBUgqh2o+4EbduEt2Wku2HTAfWhiTJ3kXK0pALsFaDvOcxKGcR9YbIcchuhBUOZhgElrli7t3JOyi2HJTeM/7xH2AULpaC5p45cjz7cZSTP0ACpv3/XURjuOS2Z981Fcjwv1PzFGiV/wPtji/+ZJpazs8yhGmyT7UDHpgB2eBTnkvPAyU7biREURb3AtSHdI3mjOUX9V7K7upriw84C8/juQk2XvkpCM5JtvB48lpqe1r7q0jv0lu+XziUak/gojs4zSRyJcvptesIxiQMUhTFN4wsRvpEJwGqZMSd1PnGAECCBB0+GAFYrZGfRSy8gMgAo2AoOE4PaYMIRYHAOrKvS7Rq5VTdZriokr3g4KcU/Xb99PTo+C/AcsK/ZviiQ+1IJ2OgN5AGVwME1e+9S2fxPAABVII+muqkRQIGO7+3qWgOOC+TP6QQsAi2raxVIafO/AWT0ClYA55orALghkLtTCdhwiOv4fKz/hrMCeTmVgP/1CzmJuVOw5G2/AAAAAElFTkSuQmCC) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhe2Wb0idVRzHP+fx/vFvqZnzqrudF8rsz2S4iCFFvVg2xubcwq3VLMNkDBKKiNibJIToRQsicKyRuCIqKMhuG2sbW2VME7dVTtB2XU+Ff7DbdXeaXe36/HrhEezSm3sv6pt935znec453/P5nd85Px5IRRf6XF+0vr41FQsrlclHO9+tLujrOUJwwrUmALHrI82ZgwOVFzuOPbLqAPt21BUvjP6+x/ObTV5wuJlfQ6sLoH4ZaVTXg5leIGskWHcy8Ll/9QCebvLEwuFnPYAXcF3q8/gG+ptWDWDblb5tXhUqy7gfVD3MPQWON9i456drnpUHaHnJUjLdnFs6R3YFqMoiYneDc+egv6G/o27FAXaNDpYVrYtuL9kAmRtANj/KfBks6HHSsu0mRiMJeSYMUFIwd9BfMWHllMN0EVz95wPGCyBSCk7RcM1bU5/ek4hfQgVk14fvZReOdx6w3A9MhLJ838bybm6J5l3w/3178xlHzaSnuUe3kDF0EGhZEYC7fNHc6dyHdh/JqO0nGo29zBs94rP8U1nrAm3p7e31C725+e6rVYWOWJOWchLxTlwfd1n1p7Z+3y4t0jD76vPJ2iRfiqfCDLGARTmBDEnaJnmAaJQBx2GMEDdYCwAjN+6U5icPoBRY4MO3RgBeL6SncYITgFoDgPw7INtFt9OdtAUkWAf+o9L1Djkb32FmYyG3FfemRHFLAII+IOgrgv7TtLWCPi7oGkEj6EuCbjRjA4LeJGiXoH8U9HNxXscEHRH0lKC7BG0J+gVBXxP0H4L+StAVYA6hoOuA14BDQDnwNvCJ8XsMqASqgAZBe4AaYBLYAdwEXoyLRwPPAJuBTcbvELAPuBc4C5wVtGvpFuwHWhV2r8IOK+xOM/kkUG0W/No8VwNjCnvMLHIUyBR0VRzELDAGRIFaoE1hX1bYkwr7TSAMVC0BuADH7EaboCNANzBjIt8JHAeGgMPAd4LOB7YD54EzQPw/YRcQAX4GfgDm4/rnAY+1bPBhQZcBrWabbBZTZAMPAqeBL81ufAPsBTzAMNAIPGnSs6T9QI7C3gkEgFcEXWzO0xMspumyBaCw3wc+AnqAv4BBQ90LnALOK+ww8JkhPwc8zGLu1wMlwA3gPrP4DBBS2EtRd7CYwmFgzgT5uMKeJV5xUWCIrWXv1vI2/vv/9cWNS7743dJK6F8gsDC7H15zWQAAAABJRU5ErkJggg==) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPUlEQVRYhe2UT0hUURSHv/vmv4412qQzo06zULRAFxUhQdDCQkLSBGlRhiWDm6RFtK1FEG1sE0wUJIoFLSIqqUUbISFtMILGAaVRp2JSYhj/Yk+bea+NC1u+95h5FP3gLO7ifPeDc+8BIxmNWl/euNVsBCEZab43+OCoNzreT2LRaopAdm42XBSPNb4buH+84AJnW9sDudS3DvvXJKWJmTBf0oUVEPOz3WIuUeQAimcT7a9GngcLJ3Chx57NZC7aAQdg/RC1+2OTPQUTaPkYbXGIdI3rMIhO2DwHiiPR3fHpsz3/An1XJaGuhT1Vm7jrQTT6yO4HZW882DU50J53gbZUvMZXIZ+qrIOiOlAPnWCrBnKhBSzuZA+pFU1MzQKV3s3eYP2iVFILaz6Y+jXMghdWqkDxzZy8s/T0gBaepgXS9vihu3xh8LxkO7KYLva/zZauNsmlo8Gfu8NvFLHutNhSTbime4G+vAjs88ueNc+xM/2u05PIcvYat8dVvxRcKq4YuemMRDpzE54y29TBckWVfkhC0cLWnicvpM7Xze8jap/atXH9sl6M/lW8lGGaHBK1jLhU3Rj9ArJMTFH4TpplzBDYjg2boX79AkKABH78Jgk4HOC0MMQQIEwQKNsDbitjyphuBGjcA3+kqlqhpOEu6w3l7ApMGLL4Hz1RCbWqhFZ21LAejv43AAHgGXBl+7xRaAGALUFy1QjA6Ca8tGMETWYIPAKqgUpBUtdX/KtHsLxd5kUlZOr9/0Z+A7/AudT6VaQhAAAAAElFTkSuQmCC) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur88903 2.6666666666667s linear infinite forwards;
}
