@keyframes rwdcur20929 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB10lEQVRYhe2UPYsaQRiAn/3AQpd4SgRxkTSpBH+DSZkUIdbB0p9gIUgKhSCCYGNro/cLNHVIFyzCEUjAXEJQ0XCnLIvr9wqTIsR4l7uc4XQvhQ+8MDPvvLzPDMOQyWRONU17xB0hW5b1MB6PvwaeAS7HDbLZrBBCCF3XJ8BzpyVkt9sNQLPZdAPHwFMnJWRVVQEIhUI0Gg3HJdYCALFYjEql4qiELEnSeqJpGpFIhHK57JiEfHnB4/EQCAQoFouOSPwhYJomhmHg9/spFAp7l7ggsFgs6HQ6KIqCy+VC13VyudxeJWQhxHpSr9dpt9soioKmaXi9XqLRKPl8fn8SpVJJCCHEeDwWiURCADYgromvQHCXEup8PgegVqtRrVanwAvg3Q1194DhTgxSqZSYzWYC+PUVB9nxKf+G3Gq1CIfDl09uAEtHBKbT6ZfhcPjkLpoDSBvj+8DoqubJZFL0+30GgwG2bd+q4Wq1otfrYRgGgKRu5K58VOl0WiyXrzg/h8nExrKsC/n20WMAHphvthIYjUaY5kfgPfBSqDcVdLtdBgM4OfnO2dknfl7Sb751PgDQ4e1WAmABp8DnLfcDPp/vun/hthHcfAPbEPzH/QcOHDhw4P/nB3knyIY0BcZqAAAAAElFTkSuQmCC) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhe2UvYoaURSAP2cGCx0iSgRxsFhIJfgMpk2KJdbB0kewEKwUggiCja2N5gk077BYhC1CwPwUKhp2lUEc/0c4W4SI2exms6izKfzgwP07nO9eDpdsNvtV1/WXPBGKZVkvEonEB+AccDtukMvlRETEMIwZ8MZpCcXj8QDQarU8wHvgtZMSiqZpAITDYZrNpuMSWwGAeDxOtVp1VEJxuVzbia7rRKNRKpWKYxLK7QWv10swGKRUKjki8YfAeDzGNE0CgQDFYvHoEr8JrFYrut0uqqridrsxDIN8Pn9UCUVEtpNGo0Gn00FVVXRdx+fzEYvFKBQKx5Mol8siIjKdTiWZTApgA3JPfAdCh5TQlsslAPV6nVqtNgfeAhcP5D0DRgcxSKfTslgsBPj1FYc48C3/htJut4lEIrdvbgJrRwTm8/m30Wj06imKA7h2xs+ByV3FU6mUDAYDhsMhtm3vVXCz2dDv9zFNE8Cl7ezd2VSZTEbW63dcX8NsZmNZ1l4Ck8mET+MzPgLnINpDCb1ej+EQLi9/cHX1mZ+PtA8WF8CXx6T4/f77/oV9I7TbA/9C6JHnT5w4ceLE/88NfKLAPTJ1AuMAAAAASUVORK5CYII=) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1klEQVRYhe2UTasSURiAH2cGFzpkSoI4SJtWgr/BWtYich0u/QkuBGmhECIIbty60X6Bto524SIuQYHdIhzRuFcZBsdvhdPiltjtWl6uzm0xD7xwzns+3uccDodsNnuqqupDbgnJsqwHiUTiNfAUcNtukMvlhBBCaJo2AZ7ZLSF5PB4AWq2WB3gFPLFTQlIUBYBwOEyz2bRdYiMAEI/HqVartkpILpdr01FVlWg0SqVSsU1Cupzwer0Eg0FKpZItEn8ImKaJYRgEAgGKxeLRJX4TWCwW6LqOLMu43W40TSOfzx9VQhJCbDqNRoNOp4Msy6iqis/nIxaLUSgUjidRLpeFEEKMx2ORTCYFsALEjvgKhA4poczncwDq9Tq1Wm0KPAfe/WPdHWB4EIN0Oi1ms5kAfn3FIQ58yr8htdttIpHI5ZMbwNIWgel0+mU4HD6+jeIArq32PWB0VfFUKiX6/T6DwYDVanWjguv1ml6vh2EYAC5la+zKR5XJZMRy+ZLzc5hMVliWda2CnbuPALhvvgFgNBphmh+B98ALoexeekG322UwgJOT75ydfeLikvbnm/4BAJ23PzMWcAp83n8Tv9+/61+4aYS238A+hK4538HBwcHh/+cHkljIhvTeSoMAAAAASUVORK5CYII=) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1klEQVRYhe2UPYsaQRiAn/3AQpcYJYK4SJpUgr/BpEyKEOtg6U+wEOQKhSCCYGNro/kFmjqkCxbhCCTgXUJwRY87ZVlcvxUmxRExl7uc4XQvhQ8MzDszL+/zDsOQyWRONU17yj0h27b9JB6PvwNeAi7HDbLZrBBCCF3Xx8ArpyVkt9sNQLPZdANvgRdOSsiqqgIQCoVoNBqOS6wFAGKxGJVKxVEJWZKkdaBpGpFIhHK57JiEfHXB4/EQCAQoFouOSPwhYFkWpmni9/spFAp7l/hNYD6fYxgGiqLgcrnQdZ1cLrdXCVkIsQ7q9TrtdhtFUdA0Da/XSzQaJZ/P70+iVCoJIYQYjUYikUgIYAmIG8Z3ILhLCXU2mwFQq9WoVqsT4DXw8Za8B8BgJwapVEpMp1MB/PqKg+y4y78ht1otwuHw1c5NYOGIwGQy+TYYDJ7fR3EAaWP+CBheVzyZTIper0e/32e5XN6p4Gq1otvtYpomgKRu7F37qNLptFgs3nBxAePxEtu213vth88AeGy931pgOBxiWV+AT8CRUG9L6HQ69PtwfHzG+flXLi/pkh/GZwAMPmwtADZwCpxsn+Lz+W76F+46gptvYBuC/3j+wIEDBw78//wElf/Ihk5JQpcAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0UlEQVRYhe3UPYsaQRzH8e8+YKFLjBJBXCRNKsHXYFImRYh1sPQlWAiSQiGIINjY2mhegaYO6YJFOAIJmEsIKhrulGXZ9VlhUkXM5S53crqXYn8wsDOzf/6fgWHI5XKnmqY95o4i27b9KJlMvgWeAx7HBfl8XgghhK7rU+CF0wjZ6/UC0G63vcAb4JmTCFlVVQAikQitVstxxBYAkEgkqNVqjiJkSZK2E03TiMViVKtVxxDyxQWfz0coFKJcLjuC+AtgmiaGYRAMBimVSkdH/AFYLpf0ej0URcHj8aDrOoVC4agIWQixnTSbTbrdLoqioGkafr+feDxOsVg8HqJSqQghhJhMJiKVSglgDYgrxncgfEiEulgsAGg0GtTr9RnwEvhwTd09YHwQQSaTEfP5XAC/n+IwBz7lvyJ3Oh2i0ejFkxvAyhHAbDb7Nh6Pn95FcwBp5/sBYF3WPJ1Oi+FwyGg0Yr1e36rhZrNhMBhgGAaApO7sXXqpstmsWK1ec34O0+ka27bp3n8CwEPz3d4Ay7Iwzc/AR+CVUK8r6Pf7jEZwcvKTs7MvgMWP3icAerzfGwA2cAp8vXlJIBC46l247Qjv3oGbJLzn/27cuHHj5v/PL8+vyIb+JCveAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur20929 2s linear infinite forwards;
}
